diff --git a/notebooks/dark_raw_long.ipynb b/notebooks/dark_raw_long.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..b971171e8f9159d3bfead28089b95b6480d4ccc0 --- /dev/null +++ b/notebooks/dark_raw_long.ipynb @@ -0,0 +1,232 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 25, + "id": "a7c12473-09d5-49df-ae29-2e0ebda63d4e", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "from astropy.time import Time, TimeDelta" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e275839a-5dcb-4f88-b696-ab84a8ac0735", + "metadata": {}, + "outputs": [], + "source": [ + "src = sim_tp.calibration.empty_sky()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "6372cb6e-edbd-4176-9e76-cb22ee412f3d", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "97da317b-9461-48da-be4c-583d0df90c05", + "metadata": {}, + "outputs": [], + "source": [ + "start_time = datetime.datetime(2022, 1, 1, 21, 0, 0)\n", + "\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 30,\n", + "\n", + " \"!OBS.catg\": \"CALIB\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"DARK\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"close\", \n", + " \"!OBS.filter_name_fw2\": \"close\", \n", + " \"!OBS.filter_name_pupil\": \"close\",\n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + " \"!yamls\": [\"MICADO_H4RG.yaml\"]\n", + "})" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "58a10126-c373-46a8-bc2f-425db8f40cd7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "59580.875" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Time(start_time).to_value('mjd', 'long')" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "d07bdaab-d1c9-4ecd-a719-19f0981d2989", + "metadata": {}, + "outputs": [], + "source": [ + "for idark in range(3):\n", + " tm = TimeDelta(30.0 * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " })\n", + "\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " offeffect = micado.effects[\"element\"] != \"MICADO_DET\"\n", + " for effect_name in list(micado.effects[\"name\"][offeffect]):\n", + " try:\n", + " micado[effect_name].include = False\n", + " except:\n", + " #print (effect_name)\n", + " continue\n", + " for effect_name in [\"filter_wheel_1\", \"filter_wheel_2\", \"pupil_wheel\"]:\n", + " micado[effect_name].include = False\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + " micado.observe(src, seed=idark)\n", + " hdus = micado.readout()\n", + " hdus[0].writeto(\"dark_long_%d.fits\"%idark, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "dfbe7550-7d0b-4d09-a426-5f9232a27d78", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SIMPLE = T / conforms to FITS standard \n", + "BITPIX = 8 / array data type \n", + "NAXIS = 0 / number of array dimensions \n", + "EXTEND = T \n", + "SEED = 2 \n", + "MJD-OBS = 59600.875 \n", + "RA = 0.0 \n", + "DEC = 0.0 \n", + "HIERARCH ESO DPR CATG = 'CALIB ' \n", + "HIERARCH ESO DPR TYPE = 'DARK ' \n", + "HIERARCH ESO DPR TECH = 'IMAGE ' \n", + "HIERARCH ESO DET DIT = 30 \n", + "HIERARCH ESO DET NDIT = 1 \n", + "HIERARCH ESO DET READOUT = 'CDS ' \n", + "HIERARCH ESO INS FILT1 NAME = 'close ' \n", + "HIERARCH ESO INS FILT2 NAME = 'close ' \n", + "HIERARCH ESO INS STOP NAME = 'close ' \n", + "HIERARCH ESO INS DROT POSANGLE = 0 \n", + "HIERARCH ESO TPL START = '2022-01-01T21:00:00' \n", + "HIERARCH ESO TPL EXPNO = 0 " + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdus[0][0].header" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "13a46ef3-47c5-416d-90cb-d0030f3269a1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "full_detector_array {'filename': 'FPA_array_layout.dat', 'description': 'THe full 3x3 MICADO detector array list', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_array_layout.dat'], 'name': 'full_detector_array', 'include': True, 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'active_detectors': 'all', 'comments': ['name : MICADO H4RG-15 FPA', 'author : Oliver Czoske', 'sources: E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created : 2017-06-28', 'date_modified : 2022-02-09', 'type : detector:chip_list', 'x_cen_unit : mm', 'y_cen_unit : mm', 'x_size_unit : pix', 'y_size_unit : pix', 'pixel_size_unit : mm', 'angle_unit : deg', 'gain_unit : electron/adu', '', 'changes:', '- 2017-08-12 (OC) id changed to conform with spectroscopy report', '- 2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-01-28 (KL) moved units into header', '- 2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '- 2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '- 2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '- 2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier', ''], 'author': 'Oliver Czoske', 'sources': 'E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created': datetime.date(2017, 6, 28), 'date_modified': datetime.date(2022, 2, 9), 'type': 'detector:chip_list', 'x_cen_unit': 'mm', 'y_cen_unit': 'mm', 'x_size_unit': 'pix', 'y_size_unit': 'pix', 'pixel_size_unit': 'mm', 'angle_unit': 'deg', 'gain_unit': 'electron/adu', 'changes': ['2017-08-12 (OC) id changed to conform with spectroscopy report', '2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '2018-11-19 (KL) updated meta data to new format', '2019-01-28 (KL) moved units into header', '2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier'], 'z_order': [90, 290, 390, 490], 'pixel_scale': '!INST.pixel_scale', 'report_plot_include': True, 'report_table_include': True} \n", + "\n", + "qe_curve {'filename': 'QE_detector_H2RG.dat', 'description': 'Quantum efficiency curves for each detector', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/QE_detector_H2RG.dat'], 'name': 'qe_curve', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['author : Kieran Leschinski', 'sources : Finger+ 2008 SPIE', 'date_created : 2016-01-01', 'date_modified : 2019-08-09', 'type : detector:quantum_efficiency', 'status : Design, guestimated by reading off the graph in Finger+ 2008', 'description : H2RG chip quantum efficiency', 'wavelength_unit : um', 'action : transmission', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-09 (KL) Added action keyword to meta data', ''], 'author': 'Kieran Leschinski', 'sources': 'Finger+ 2008 SPIE', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2019, 8, 9), 'type': 'detector:quantum_efficiency', 'status': 'Design, guestimated by reading off the graph in Finger+ 2008', 'wavelength_unit': 'um', 'action': 'transmission', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-09 (KL) Added action keyword to meta data'], 'z_order': [113, 513], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'position': -1} \n", + "\n", + "exposure_action {'filename': None, 'description': 'Summing up sky signal for all DITs and NDITs', 'history': [], 'name': 'exposure_action', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [860], 'include': True} \n", + "\n", + "dark_current {'filename': None, 'description': 'MICADO dark current', 'history': [], 'name': 'dark_current', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'value': 0.1, 'z_order': [830], 'include': True} \n", + "\n", + "shot_noise {'filename': None, 'description': 'apply poisson shot noise to images', 'history': [], 'name': 'shot_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [820], 'include': True, 'random_seed': 9001} \n", + "\n", + "detector_linearity {'filename': 'FPA_linearity.dat', 'description': 'Linearity characteristics of H4RG chips', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_linearity.dat'], 'name': 'detector_linearity', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['name : H2RG linearity curve', 'author : Kieran Leschinski', 'sources: Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created : 2016-01-01', 'date_modified : 2018-11-19', 'type : detector:linearity', 'status : Design, approximated from the H2RG', 'incident_unit : ph', 'measured_unit : ph', '', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-14 (KL) replaced long 1000000000 with 1e99', '- 2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]', ''], 'author': 'Kieran Leschinski', 'sources': 'Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2018, 11, 19), 'type': 'detector:linearity', 'status': 'Design, approximated from the H2RG', 'incident_unit': 'ph', 'measured_unit': 'ph', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-14 (KL) replaced long 1000000000 with 1e99', '2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]'], 'z_order': [840], 'include': True, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "border_reference_pixels {'filename': None, 'description': 'Blanks the signal on N edge row and column pixels', 'history': [], 'name': 'border_reference_pixels', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'all': 0, 'z_order': [780], 'include': True, 'top': 0, 'bottom': 0, 'left': 0, 'right': 0} \n", + "\n", + "readout_noise {'filename': None, 'description': 'Readout noise frames', 'history': [], 'name': 'readout_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'noise_std': 12, 'n_channels': 64, 'z_order': [811], 'include': True, 'pedestal_fraction': 0.3, 'read_fraction': 0.4, 'line_fraction': 0.25, 'channel_fraction': 0.05, 'random_seed': 9001, 'report_plot_include': False, 'report_table_include': False} \n", + "\n", + "extra_fits_keywords {'filename': 'FITS_extra_keywords.yaml', 'description': 'Extra FITS headers', 'history': [], 'name': 'extra_fits_keywords', 'z_order': [999], 'include': True, 'header_dict': None, 'yaml_string': None, 'decription': 'adds extra FITS keywords from a yaml file', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET'} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in list(micado.effects[\"name\"][micado.effects[\"included\"]]):\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edaf1bb8-e530-4122-b6d0-ec2e610fad3b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:scopesim]", + "language": "python", + "name": "conda-env-scopesim-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/dark_raw_short.ipynb b/notebooks/dark_raw_short.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..4b4998f2d308cdd57468245532bb9e2aac59245b --- /dev/null +++ b/notebooks/dark_raw_short.ipynb @@ -0,0 +1,301 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "a7c12473-09d5-49df-ae29-2e0ebda63d4e", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "from astropy.time import Time, TimeDelta" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e275839a-5dcb-4f88-b696-ab84a8ac0735", + "metadata": {}, + "outputs": [], + "source": [ + "src = sim_tp.calibration.empty_sky()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6372cb6e-edbd-4176-9e76-cb22ee412f3d", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "97da317b-9461-48da-be4c-583d0df90c05", + "metadata": {}, + "outputs": [], + "source": [ + "start_time = datetime.datetime(2022, 1, 1, 21, 0, 0)\n", + "\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 3,\n", + "\n", + " \"!OBS.catg\": \"CALIB\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"DARK\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"close\", \n", + " \"!OBS.filter_name_fw2\": \"close\", \n", + " \"!OBS.filter_name_pupil\": \"close\",\n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + " \"!yamls\": [\"MICADO_H4RG.yaml\"]\n", + "})" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "58a10126-c373-46a8-bc2f-425db8f40cd7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "59580.875" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Time(start_time).to_value('mjd', 'long')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d07bdaab-d1c9-4ecd-a719-19f0981d2989", + "metadata": {}, + "outputs": [], + "source": [ + "for idark in range(3):\n", + " tm = TimeDelta(5.0 * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " })\n", + "\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " offeffect = micado.effects[\"element\"] != \"MICADO_DET\"\n", + " for effect_name in list(micado.effects[\"name\"][offeffect]):\n", + " try:\n", + " micado[effect_name].include = False\n", + " except:\n", + " #print (effect_name)\n", + " continue\n", + " for effect_name in [\"filter_wheel_1\", \"filter_wheel_2\", \"pupil_wheel\"]:\n", + " micado[effect_name].include = False\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + " micado.observe(src, seed=idark)\n", + " hdus = micado.readout()\n", + " hdus[0].writeto(\"dark_short_%d.fits\"%idark, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "dfbe7550-7d0b-4d09-a426-5f9232a27d78", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SIMPLE = T / conforms to FITS standard \n", + "BITPIX = 8 / array data type \n", + "NAXIS = 0 / number of array dimensions \n", + "EXTEND = T \n", + "SEED = 2 \n", + "MJD-OBS = 59580.87505787037 \n", + "RA = 0.0 \n", + "DEC = 0.0 \n", + "HIERARCH ESO DPR CATG = 'CALIB ' \n", + "HIERARCH ESO DPR TYPE = 'DARK ' \n", + "HIERARCH ESO DPR TECH = 'IMAGE ' \n", + "HIERARCH ESO DET DIT = 3 \n", + "HIERARCH ESO DET NDIT = 1 \n", + "HIERARCH ESO DET READOUT = 'CDS ' \n", + "HIERARCH ESO INS FILT1 NAME = 'close ' \n", + "HIERARCH ESO INS FILT2 NAME = 'close ' \n", + "HIERARCH ESO INS STOP NAME = 'close ' \n", + "HIERARCH ESO INS DROT POSANGLE = 0 \n", + "HIERARCH ESO TPL START = '2022-01-01T21:00:00' \n", + "HIERARCH ESO TPL EXPNO = 0 " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdus[0][0].header" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "32d19e70-43e3-4c01-bb32-1b6e9e754612", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=19</i>\n", + "<table id=\"table4796689040\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>False</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [close]</td><td>FilterWheel</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [close]</td><td>FilterWheel</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [close]</td><td>FilterWheel</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=19>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve False\n", + " ELT telescope_reflection SurfaceList False\n", + " MICADO micado_static_surfaces SurfaceList False\n", + " MICADO micado_ncpas_psf NonCommonPathAberration False\n", + " MICADO filter_wheel_1 : [close] FilterWheel False\n", + " MICADO filter_wheel_2 : [close] FilterWheel False\n", + " MICADO pupil_wheel : [close] FilterWheel False\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve True\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent True\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve True\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise True\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList False\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "13a46ef3-47c5-416d-90cb-d0030f3269a1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "full_detector_array {'filename': 'FPA_array_layout.dat', 'description': 'THe full 3x3 MICADO detector array list', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_array_layout.dat'], 'name': 'full_detector_array', 'include': True, 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'active_detectors': 'all', 'comments': ['name : MICADO H4RG-15 FPA', 'author : Oliver Czoske', 'sources: E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created : 2017-06-28', 'date_modified : 2022-02-09', 'type : detector:chip_list', 'x_cen_unit : mm', 'y_cen_unit : mm', 'x_size_unit : pix', 'y_size_unit : pix', 'pixel_size_unit : mm', 'angle_unit : deg', 'gain_unit : electron/adu', '', 'changes:', '- 2017-08-12 (OC) id changed to conform with spectroscopy report', '- 2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-01-28 (KL) moved units into header', '- 2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '- 2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '- 2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '- 2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier', ''], 'author': 'Oliver Czoske', 'sources': 'E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created': datetime.date(2017, 6, 28), 'date_modified': datetime.date(2022, 2, 9), 'type': 'detector:chip_list', 'x_cen_unit': 'mm', 'y_cen_unit': 'mm', 'x_size_unit': 'pix', 'y_size_unit': 'pix', 'pixel_size_unit': 'mm', 'angle_unit': 'deg', 'gain_unit': 'electron/adu', 'changes': ['2017-08-12 (OC) id changed to conform with spectroscopy report', '2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '2018-11-19 (KL) updated meta data to new format', '2019-01-28 (KL) moved units into header', '2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier'], 'z_order': [90, 290, 390, 490], 'pixel_scale': '!INST.pixel_scale', 'report_plot_include': True, 'report_table_include': True} \n", + "\n", + "qe_curve {'filename': 'QE_detector_H2RG.dat', 'description': 'Quantum efficiency curves for each detector', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/QE_detector_H2RG.dat'], 'name': 'qe_curve', 'image_plane_id': 0, 'temperature': -230, 'dit': 3, 'ndit': 1, 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['author : Kieran Leschinski', 'sources : Finger+ 2008 SPIE', 'date_created : 2016-01-01', 'date_modified : 2019-08-09', 'type : detector:quantum_efficiency', 'status : Design, guestimated by reading off the graph in Finger+ 2008', 'description : H2RG chip quantum efficiency', 'wavelength_unit : um', 'action : transmission', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-09 (KL) Added action keyword to meta data', ''], 'author': 'Kieran Leschinski', 'sources': 'Finger+ 2008 SPIE', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2019, 8, 9), 'type': 'detector:quantum_efficiency', 'status': 'Design, guestimated by reading off the graph in Finger+ 2008', 'wavelength_unit': 'um', 'action': 'transmission', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-09 (KL) Added action keyword to meta data'], 'z_order': [113, 513], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'position': -1} \n", + "\n", + "exposure_action {'filename': None, 'description': 'Summing up sky signal for all DITs and NDITs', 'history': [], 'name': 'exposure_action', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [860], 'include': True} \n", + "\n", + "dark_current {'filename': None, 'description': 'MICADO dark current', 'history': [], 'name': 'dark_current', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'value': 0.1, 'z_order': [830], 'include': True} \n", + "\n", + "shot_noise {'filename': None, 'description': 'apply poisson shot noise to images', 'history': [], 'name': 'shot_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [820], 'include': True, 'random_seed': 9001} \n", + "\n", + "detector_linearity {'filename': 'FPA_linearity.dat', 'description': 'Linearity characteristics of H4RG chips', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_linearity.dat'], 'name': 'detector_linearity', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['name : H2RG linearity curve', 'author : Kieran Leschinski', 'sources: Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created : 2016-01-01', 'date_modified : 2018-11-19', 'type : detector:linearity', 'status : Design, approximated from the H2RG', 'incident_unit : ph', 'measured_unit : ph', '', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-14 (KL) replaced long 1000000000 with 1e99', '- 2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]', ''], 'author': 'Kieran Leschinski', 'sources': 'Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2018, 11, 19), 'type': 'detector:linearity', 'status': 'Design, approximated from the H2RG', 'incident_unit': 'ph', 'measured_unit': 'ph', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-14 (KL) replaced long 1000000000 with 1e99', '2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]'], 'z_order': [840], 'include': True, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "border_reference_pixels {'filename': None, 'description': 'Blanks the signal on N edge row and column pixels', 'history': [], 'name': 'border_reference_pixels', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'all': 0, 'z_order': [780], 'include': True, 'top': 0, 'bottom': 0, 'left': 0, 'right': 0} \n", + "\n", + "readout_noise {'filename': None, 'description': 'Readout noise frames', 'history': [], 'name': 'readout_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': 3, 'ndit': 1, 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'noise_std': 12, 'n_channels': 64, 'z_order': [811], 'include': True, 'pedestal_fraction': 0.3, 'read_fraction': 0.4, 'line_fraction': 0.25, 'channel_fraction': 0.05, 'random_seed': 9001, 'report_plot_include': False, 'report_table_include': False} \n", + "\n", + "extra_fits_keywords {'filename': 'FITS_extra_keywords.yaml', 'description': 'Extra FITS headers', 'history': [], 'name': 'extra_fits_keywords', 'z_order': [999], 'include': True, 'header_dict': None, 'yaml_string': None, 'decription': 'adds extra FITS keywords from a yaml file', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 1024, 'height': 1024, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET'} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in list(micado.effects[\"name\"][micado.effects[\"included\"]]):\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edaf1bb8-e530-4122-b6d0-ec2e610fad3b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:scopesim]", + "language": "python", + "name": "conda-env-scopesim-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/flat_raw_long.ipynb b/notebooks/flat_raw_long.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..fe9dc124a0ef35e960cef1fba6e3b2a6974f4df0 --- /dev/null +++ b/notebooks/flat_raw_long.ipynb @@ -0,0 +1,496 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 8, + "id": "a7c12473-09d5-49df-ae29-2e0ebda63d4e", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "from astropy.time import Time, TimeDelta" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "e275839a-5dcb-4f88-b696-ab84a8ac0735", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make sure to turn off the appropriate ScopeSim effects during the simulation\n" + ] + } + ], + "source": [ + "src = sim_tp.calibration.flat_field()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6372cb6e-edbd-4176-9e76-cb22ee412f3d", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "97da317b-9461-48da-be4c-583d0df90c05", + "metadata": {}, + "outputs": [], + "source": [ + "start_time = datetime.datetime(2022, 1, 1, 22, 0, 0)\n", + "\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 30,\n", + "\n", + " \"!OBS.catg\": \"CALIB\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"FLAT\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"open\", \n", + " \"!OBS.filter_name_fw2\": \"H\", \n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + " \"!yamls\": [\"MICADO_H4RG.yaml\"]\n", + "})\n", + "\n", + "cmd[\"!DET.width\"] = 4096 # pixel\n", + "cmd[\"!DET.height\"] = 4096" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "7841c42d-fae1-478b-9404-e6347abbde78", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<SystemDict> contents:\n", + "SIM: \n", + " spectral: {'wave_min': 0.7, 'wave_mid': 1.6, 'wave_max': 2.5, 'wave_unit': 'um', 'spectral_bin_width': 0.0001, 'spectral_resolution': 5000, 'minimum_throughput': 1e-06, 'minimum_pixel_flux': 1}\n", + " sub_pixel: {'flag': False, 'fraction': 1}\n", + " random: {'seed': 9001}\n", + " computing: {'chunk_size': 2048, 'max_segment_size': 16777217, 'oversampling': 1, 'spline_order': 1, 'flux_accuracy': 0.001, 'preload_field_of_views': False, 'bg_cell_width': 60, 'preload_field_of_view': True}\n", + " file: {'local_packages_path': './inst_pkgs/', 'server_base_url': 'https://www.univie.ac.at/simcado/InstPkgSvr/', 'use_cached_downloads': False, 'search_path': ['./inst_pkgs/', './'], 'error_on_missing_file': False}\n", + " reports: {'ip_tracking': False, 'verbose': False, 'rst_path': './reports/rst/', 'latex_path': './reports/latex/', 'image_path': './reports/images/', 'image_format': 'png', 'preamble_file': '../docs/micado.rst'}\n", + " logging: {'log_to_file': False, 'log_to_console': True, 'file_path': '.scopesim.log', 'file_open_mode': 'w', 'file_level': 'DEBUG', 'console_level': 'WARNING'}\n", + " tests: {'run_integration_tests': True, 'run_skycalc_ter_tests': True}\n", + "OBS: \n", + " modes: ['IMG_4mas']\n", + " airmass: 1.2\n", + " declination: -30\n", + " hour_angle: 0\n", + " pupil_angle: 0\n", + " dit: 30\n", + " ndit: 1\n", + " instrument: MICADO\n", + " catg: CALIB\n", + " tech: IMAGE\n", + " type: FLAT\n", + " mjdobs: 59580.916666666664\n", + " tplstart: 2022-01-01 22:00:00\n", + " tplexpno: 0\n", + " ra: 0.0\n", + " dec: 0.0\n", + " filter_name_fw1: open\n", + " filter_name_fw2: H\n", + " filter_name_pupil: open\n", + "TEL: \n", + " etendue: 0\n", + " area: 0\n", + " telescope: ELT\n", + " temperature: !ATMO.temperature\n", + " ter_curve: {'filename': 'TER_ELT_5_mirror.dat'}\n", + "INST: \n", + " pixel_scale: 0.004\n", + " plate_scale: 0.26666666666\n", + " decouple_detector_from_sky_headers: False\n", + " temperature: -190\n", + " filter_file_format: filters/TC_filter_{}.dat\n", + "ATMO: \n", + " location: Armazones\n", + " altitude: 3060\n", + " longitude: -70.1918\n", + " latitude: -24.5899\n", + " temperature: 7\n", + " humidity: 0.1\n", + " pressure: 0.755\n", + " pwv: 2.5\n", + " airmass: !OBS.airmass\n", + " pupil_angle: !OBS.pupil_angle\n", + " pixel_scale: !INST.pixel_scale\n", + " background: {'filter_name': 'Ks', 'value': 13.6, 'unit': 'mag'}\n", + " spectrum: {'filename': 'TER_armazones_default_FULL_IMG.dat'}\n", + "DET: \n", + " image_plane_id: 0\n", + " temperature: -230\n", + " dit: !OBS.dit\n", + " ndit: !OBS.ndit\n", + " width: 4096\n", + " height: 4096\n", + " x: 0\n", + " y: 0\n", + "yamls: ['MICADO_H4RG.yaml']" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cmd" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "9268d879-4daa-4f3f-8b7f-8c2192b686c4", + "metadata": {}, + "outputs": [], + "source": [ + "micado = sim.OpticalTrain(cmd)\n", + "offeffect = micado.effects[\"element\"] != \"MICADO_DET\"\n", + "for effect_name in list(micado.effects[\"name\"][offeffect]):\n", + " try:\n", + " micado[effect_name].include = False\n", + " except:\n", + " #print (effect_name)\n", + " continue\n", + "\n", + "micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + "micado[\"MICADO_DET\"][\"full_detector_array\"].include = True" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "665712a9-e81b-424d-a945-36e7fc25dc50", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=19</i>\n", + "<table id=\"table5098682880\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>False</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=19>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve False\n", + " ELT telescope_reflection SurfaceList False\n", + " MICADO micado_static_surfaces SurfaceList False\n", + " MICADO micado_ncpas_psf NonCommonPathAberration False\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve True\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent True\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve True\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise True\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList False\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "1c5af527-89f1-45b1-afe0-9b23aa08bfc4", + "metadata": {}, + "outputs": [], + "source": [ + "iflat = 0\n", + "micado.observe(src, seed=iflat)\n", + "hdus = micado.readout()\n", + "hdus[0].writeto(\"flat_long_%d.fits\"%iflat, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "2015b07f-378d-4ddd-a2b9-5a52a29d33a7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<matplotlib.colorbar.Colorbar at 0x12c59a910>" + ] + }, + "execution_count": 95, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 1440x1440 with 2 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(20, 20))\n", + "plt.imshow(hdus[0][1].data, origin=\"lower\", norm=LogNorm())\n", + "plt.colorbar()" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "c1aae48b-d79b-476c-987d-664cb49060be", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 1440x1440 with 9 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(20, 20))\n", + "for hdu_i, plot_i in zip([1,2,3,6,5,4,7,8,9], range(1, 10)):\n", + " plt.subplot(3,3,plot_i)\n", + " plt.imshow(hdus[0][hdu_i].data, origin=\"lower\", norm=LogNorm())" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "4bc5b481-0305-401a-8e79-57955ef1b646", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SIMPLE = T / conforms to FITS standard \n", + "BITPIX = 8 / array data type \n", + "NAXIS = 0 / number of array dimensions \n", + "EXTEND = T \n", + "SEED = 0 \n", + "MJD-OBS = 59580.91666666666 \n", + "RA = 0.0 \n", + "DEC = 0.0 \n", + "HIERARCH ESO DPR CATG = 'CALIB ' \n", + "HIERARCH ESO DPR TYPE = 'FLAT ' \n", + "HIERARCH ESO DPR TECH = 'IMAGE ' \n", + "HIERARCH ESO DET DIT = 30 \n", + "HIERARCH ESO DET NDIT = 1 \n", + "HIERARCH ESO DET READOUT = 'CDS ' \n", + "HIERARCH ESO INS FILT1 NAME = 'open ' \n", + "HIERARCH ESO INS FILT2 NAME = 'H ' \n", + "HIERARCH ESO INS STOP NAME = 'H ' \n", + "HIERARCH ESO INS DROT POSANGLE = 0 \n", + "HIERARCH ESO TPL START = '2022-01-01T22:00:00' \n", + "HIERARCH ESO TPL EXPNO = 0 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdus[0][0].header" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "d07bdaab-d1c9-4ecd-a719-19f0981d2989", + "metadata": {}, + "outputs": [], + "source": [ + "for iflat in range(1, 3):\n", + "\n", + " tm = TimeDelta(30.0 * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " })\n", + "\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " offeffect = micado.effects[\"element\"] != \"MICADO_DET\"\n", + " for effect_name in list(micado.effects[\"name\"][offeffect]):\n", + " try:\n", + " micado[effect_name].include = False\n", + " except:\n", + " #print (effect_name)\n", + " continue\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + " micado.observe(src, seed=iflat)\n", + " hdus = micado.readout()\n", + " hdus[0].writeto(\"flat_long_%d.fits\"%iflat, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "13a46ef3-47c5-416d-90cb-d0030f3269a1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "full_detector_array {'filename': 'FPA_array_layout.dat', 'description': 'THe full 3x3 MICADO detector array list', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_array_layout.dat'], 'name': 'full_detector_array', 'include': True, 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'active_detectors': 'all', 'comments': ['name : MICADO H4RG-15 FPA', 'author : Oliver Czoske', 'sources: E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created : 2017-06-28', 'date_modified : 2022-02-09', 'type : detector:chip_list', 'x_cen_unit : mm', 'y_cen_unit : mm', 'x_size_unit : pix', 'y_size_unit : pix', 'pixel_size_unit : mm', 'angle_unit : deg', 'gain_unit : electron/adu', '', 'changes:', '- 2017-08-12 (OC) id changed to conform with spectroscopy report', '- 2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-01-28 (KL) moved units into header', '- 2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '- 2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '- 2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '- 2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier', ''], 'author': 'Oliver Czoske', 'sources': 'E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created': datetime.date(2017, 6, 28), 'date_modified': datetime.date(2022, 2, 9), 'type': 'detector:chip_list', 'x_cen_unit': 'mm', 'y_cen_unit': 'mm', 'x_size_unit': 'pix', 'y_size_unit': 'pix', 'pixel_size_unit': 'mm', 'angle_unit': 'deg', 'gain_unit': 'electron/adu', 'changes': ['2017-08-12 (OC) id changed to conform with spectroscopy report', '2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '2018-11-19 (KL) updated meta data to new format', '2019-01-28 (KL) moved units into header', '2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier'], 'z_order': [90, 290, 390, 490], 'pixel_scale': '!INST.pixel_scale', 'report_plot_include': True, 'report_table_include': True} \n", + "\n", + "qe_curve {'filename': 'QE_detector_H2RG.dat', 'description': 'Quantum efficiency curves for each detector', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/QE_detector_H2RG.dat'], 'name': 'qe_curve', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['author : Kieran Leschinski', 'sources : Finger+ 2008 SPIE', 'date_created : 2016-01-01', 'date_modified : 2019-08-09', 'type : detector:quantum_efficiency', 'status : Design, guestimated by reading off the graph in Finger+ 2008', 'description : H2RG chip quantum efficiency', 'wavelength_unit : um', 'action : transmission', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-09 (KL) Added action keyword to meta data', ''], 'author': 'Kieran Leschinski', 'sources': 'Finger+ 2008 SPIE', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2019, 8, 9), 'type': 'detector:quantum_efficiency', 'status': 'Design, guestimated by reading off the graph in Finger+ 2008', 'wavelength_unit': 'um', 'action': 'transmission', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-09 (KL) Added action keyword to meta data'], 'z_order': [113, 513], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'position': -1} \n", + "\n", + "exposure_action {'filename': None, 'description': 'Summing up sky signal for all DITs and NDITs', 'history': [], 'name': 'exposure_action', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [860], 'include': True} \n", + "\n", + "dark_current {'filename': None, 'description': 'MICADO dark current', 'history': [], 'name': 'dark_current', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'value': 0.1, 'z_order': [830], 'include': True} \n", + "\n", + "shot_noise {'filename': None, 'description': 'apply poisson shot noise to images', 'history': [], 'name': 'shot_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [820], 'include': True, 'random_seed': 9001} \n", + "\n", + "detector_linearity {'filename': 'FPA_linearity.dat', 'description': 'Linearity characteristics of H4RG chips', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_linearity.dat'], 'name': 'detector_linearity', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['name : H2RG linearity curve', 'author : Kieran Leschinski', 'sources: Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created : 2016-01-01', 'date_modified : 2018-11-19', 'type : detector:linearity', 'status : Design, approximated from the H2RG', 'incident_unit : ph', 'measured_unit : ph', '', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-14 (KL) replaced long 1000000000 with 1e99', '- 2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]', ''], 'author': 'Kieran Leschinski', 'sources': 'Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2018, 11, 19), 'type': 'detector:linearity', 'status': 'Design, approximated from the H2RG', 'incident_unit': 'ph', 'measured_unit': 'ph', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-14 (KL) replaced long 1000000000 with 1e99', '2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]'], 'z_order': [840], 'include': True, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "border_reference_pixels {'filename': None, 'description': 'Blanks the signal on N edge row and column pixels', 'history': [], 'name': 'border_reference_pixels', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'all': 0, 'z_order': [780], 'include': True, 'top': 0, 'bottom': 0, 'left': 0, 'right': 0} \n", + "\n", + "readout_noise {'filename': None, 'description': 'Readout noise frames', 'history': [], 'name': 'readout_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'noise_std': 12, 'n_channels': 64, 'z_order': [811], 'include': True, 'pedestal_fraction': 0.3, 'read_fraction': 0.4, 'line_fraction': 0.25, 'channel_fraction': 0.05, 'random_seed': 9001, 'report_plot_include': False, 'report_table_include': False} \n", + "\n", + "extra_fits_keywords {'filename': 'FITS_extra_keywords.yaml', 'description': 'Extra FITS headers', 'history': [], 'name': 'extra_fits_keywords', 'z_order': [999], 'include': True, 'header_dict': None, 'yaml_string': None, 'decription': 'adds extra FITS keywords from a yaml file', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET'} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in list(micado.effects[\"name\"][micado.effects[\"included\"]]):\n", + " try:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n", + " except:\n", + " continue" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "edaf1bb8-e530-4122-b6d0-ec2e610fad3b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "filter_wheel_1 {'filename': None, 'description': 'upper filter wheel', 'history': [], 'name': 'filter_wheel_1', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xI1', 'xI2', 'Spec_IJ', 'Spec_HK', 'I-long', 'Y', 'J', 'J-short', 'J-long'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw1', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "filter_wheel_2 {'filename': None, 'description': '', 'history': [], 'name': 'filter_wheel_2', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xY2', 'xK1', 'xK2', 'block', 'K-mid', 'K-short', 'Ks', 'H', 'H-long', 'H-short', 'xH1', 'xH2', 'xJ1', 'xJ2', 'xY1'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw2', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "pupil_wheel {'filename': None, 'description': '', 'history': [], 'name': 'pupil_wheel', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['H-cont', 'FeII', 'H2_1-0S1', 'Br-gamma', 'K-cont', 'K-long', 'He-I', 'Pa-beta', 'ND1', 'ND3', 'open'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_pupil', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in [\"filter_wheel_1\", \"filter_wheel_2\", \"pupil_wheel\"]:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "81877c21-01dc-490d-89bc-f03393530a19", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "scopesim", + "language": "python", + "name": "scopesim" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/flat_raw_short.ipynb b/notebooks/flat_raw_short.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..3c9a378449cba48a3489095f82d01f3dd69bc99b --- /dev/null +++ b/notebooks/flat_raw_short.ipynb @@ -0,0 +1,382 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "a7c12473-09d5-49df-ae29-2e0ebda63d4e", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "from astropy.time import Time, TimeDelta" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e275839a-5dcb-4f88-b696-ab84a8ac0735", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "make sure to turn off the appropriate ScopeSim effects during the simulation\n" + ] + } + ], + "source": [ + "src = sim_tp.calibration.flat_field()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6372cb6e-edbd-4176-9e76-cb22ee412f3d", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "97da317b-9461-48da-be4c-583d0df90c05", + "metadata": {}, + "outputs": [], + "source": [ + "start_time = datetime.datetime(2022, 1, 1, 22, 0, 0)\n", + "\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 3,\n", + "\n", + " \"!OBS.catg\": \"CALIB\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"FLAT\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"open\", \n", + " \"!OBS.filter_name_fw2\": \"H\", \n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + " \"!yamls\": [\"MICADO_H4RG.yaml\"]\n", + "})\n", + "\n", + "cmd[\"!DET.width\"] = 4096 # pixel\n", + "cmd[\"!DET.height\"] = 4096" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "7841c42d-fae1-478b-9404-e6347abbde78", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<SystemDict> contents:\n", + "SIM: \n", + " spectral: {'wave_min': 0.7, 'wave_mid': 1.6, 'wave_max': 2.5, 'wave_unit': 'um', 'spectral_bin_width': 0.0001, 'spectral_resolution': 5000, 'minimum_throughput': 1e-06, 'minimum_pixel_flux': 1}\n", + " sub_pixel: {'flag': False, 'fraction': 1}\n", + " random: {'seed': 9001}\n", + " computing: {'chunk_size': 2048, 'max_segment_size': 16777217, 'oversampling': 1, 'spline_order': 1, 'flux_accuracy': 0.001, 'preload_field_of_views': False, 'bg_cell_width': 60, 'preload_field_of_view': True}\n", + " file: {'local_packages_path': './inst_pkgs/', 'server_base_url': 'https://www.univie.ac.at/simcado/InstPkgSvr/', 'use_cached_downloads': False, 'search_path': ['./inst_pkgs/', './'], 'error_on_missing_file': False}\n", + " reports: {'ip_tracking': False, 'verbose': False, 'rst_path': './reports/rst/', 'latex_path': './reports/latex/', 'image_path': './reports/images/', 'image_format': 'png', 'preamble_file': '../docs/micado.rst'}\n", + " logging: {'log_to_file': False, 'log_to_console': True, 'file_path': '.scopesim.log', 'file_open_mode': 'w', 'file_level': 'DEBUG', 'console_level': 'WARNING'}\n", + " tests: {'run_integration_tests': True, 'run_skycalc_ter_tests': True}\n", + "OBS: \n", + " modes: ['IMG_4mas']\n", + " airmass: 1.2\n", + " declination: -30\n", + " hour_angle: 0\n", + " pupil_angle: 0\n", + " dit: 3\n", + " ndit: 1\n", + " instrument: MICADO\n", + " catg: CALIB\n", + " tech: IMAGE\n", + " type: FLAT\n", + " mjdobs: 59580.916666666664\n", + " tplstart: 2022-01-01 22:00:00\n", + " tplexpno: 0\n", + " ra: 0.0\n", + " dec: 0.0\n", + " filter_name_fw1: open\n", + " filter_name_fw2: H\n", + " filter_name_pupil: open\n", + "TEL: \n", + " etendue: 0\n", + " area: 0\n", + " telescope: ELT\n", + " temperature: !ATMO.temperature\n", + " ter_curve: {'filename': 'TER_ELT_5_mirror.dat'}\n", + "INST: \n", + " pixel_scale: 0.004\n", + " plate_scale: 0.26666666666\n", + " decouple_detector_from_sky_headers: False\n", + " temperature: -190\n", + " filter_file_format: filters/TC_filter_{}.dat\n", + "ATMO: \n", + " location: Armazones\n", + " altitude: 3060\n", + " longitude: -70.1918\n", + " latitude: -24.5899\n", + " temperature: 7\n", + " humidity: 0.1\n", + " pressure: 0.755\n", + " pwv: 2.5\n", + " airmass: !OBS.airmass\n", + " pupil_angle: !OBS.pupil_angle\n", + " pixel_scale: !INST.pixel_scale\n", + " background: {'filter_name': 'Ks', 'value': 13.6, 'unit': 'mag'}\n", + " spectrum: {'filename': 'TER_armazones_default_FULL_IMG.dat'}\n", + "DET: \n", + " image_plane_id: 0\n", + " temperature: -230\n", + " dit: !OBS.dit\n", + " ndit: !OBS.ndit\n", + " width: 4096\n", + " height: 4096\n", + " x: 0\n", + " y: 0\n", + "yamls: ['MICADO_H4RG.yaml']" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cmd" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "9268d879-4daa-4f3f-8b7f-8c2192b686c4", + "metadata": {}, + "outputs": [], + "source": [ + "micado = sim.OpticalTrain(cmd)\n", + "offeffect = micado.effects[\"element\"] != \"MICADO_DET\"\n", + "for effect_name in list(micado.effects[\"name\"][offeffect]):\n", + " try:\n", + " micado[effect_name].include = False\n", + " except:\n", + " #print (effect_name)\n", + " continue\n", + "\n", + "micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + "micado[\"MICADO_DET\"][\"full_detector_array\"].include = True" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "665712a9-e81b-424d-a945-36e7fc25dc50", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=19</i>\n", + "<table id=\"table5098682880\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>False</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>False</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>False</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=19>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve False\n", + " ELT telescope_reflection SurfaceList False\n", + " MICADO micado_static_surfaces SurfaceList False\n", + " MICADO micado_ncpas_psf NonCommonPathAberration False\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve True\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent True\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve True\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise True\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList False\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d07bdaab-d1c9-4ecd-a719-19f0981d2989", + "metadata": {}, + "outputs": [], + "source": [ + "for iflat in range(3):\n", + "\n", + " tm = TimeDelta(3.0 * iflat * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " })\n", + "\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " offeffect = micado.effects[\"element\"] != \"MICADO_DET\"\n", + " for effect_name in list(micado.effects[\"name\"][offeffect]):\n", + " try:\n", + " micado[effect_name].include = False\n", + " except:\n", + " #print (effect_name)\n", + " continue\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + " micado.observe(src, random_seed=9001+iflat)\n", + " hdus = micado.readout()\n", + " hdus[0].writeto(\"flat_short_%d.fits\"%iflat, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "13a46ef3-47c5-416d-90cb-d0030f3269a1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "full_detector_array {'filename': 'FPA_array_layout.dat', 'description': 'THe full 3x3 MICADO detector array list', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_array_layout.dat'], 'name': 'full_detector_array', 'include': True, 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'active_detectors': 'all', 'comments': ['name : MICADO H4RG-15 FPA', 'author : Oliver Czoske', 'sources: E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created : 2017-06-28', 'date_modified : 2022-02-09', 'type : detector:chip_list', 'x_cen_unit : mm', 'y_cen_unit : mm', 'x_size_unit : pix', 'y_size_unit : pix', 'pixel_size_unit : mm', 'angle_unit : deg', 'gain_unit : electron/adu', '', 'changes:', '- 2017-08-12 (OC) id changed to conform with spectroscopy report', '- 2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-01-28 (KL) moved units into header', '- 2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '- 2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '- 2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '- 2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier', ''], 'author': 'Oliver Czoske', 'sources': 'E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created': datetime.date(2017, 6, 28), 'date_modified': datetime.date(2022, 2, 9), 'type': 'detector:chip_list', 'x_cen_unit': 'mm', 'y_cen_unit': 'mm', 'x_size_unit': 'pix', 'y_size_unit': 'pix', 'pixel_size_unit': 'mm', 'angle_unit': 'deg', 'gain_unit': 'electron/adu', 'changes': ['2017-08-12 (OC) id changed to conform with spectroscopy report', '2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '2018-11-19 (KL) updated meta data to new format', '2019-01-28 (KL) moved units into header', '2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier'], 'z_order': [90, 290, 390, 490], 'pixel_scale': '!INST.pixel_scale', 'report_plot_include': True, 'report_table_include': True} \n", + "\n", + "qe_curve {'filename': 'QE_detector_H2RG.dat', 'description': 'Quantum efficiency curves for each detector', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/QE_detector_H2RG.dat'], 'name': 'qe_curve', 'image_plane_id': 0, 'temperature': -230, 'dit': 3, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['author : Kieran Leschinski', 'sources : Finger+ 2008 SPIE', 'date_created : 2016-01-01', 'date_modified : 2019-08-09', 'type : detector:quantum_efficiency', 'status : Design, guestimated by reading off the graph in Finger+ 2008', 'description : H2RG chip quantum efficiency', 'wavelength_unit : um', 'action : transmission', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-09 (KL) Added action keyword to meta data', ''], 'author': 'Kieran Leschinski', 'sources': 'Finger+ 2008 SPIE', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2019, 8, 9), 'type': 'detector:quantum_efficiency', 'status': 'Design, guestimated by reading off the graph in Finger+ 2008', 'wavelength_unit': 'um', 'action': 'transmission', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-09 (KL) Added action keyword to meta data'], 'z_order': [113, 513], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'position': -1} \n", + "\n", + "exposure_action {'filename': None, 'description': 'Summing up sky signal for all DITs and NDITs', 'history': [], 'name': 'exposure_action', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [860], 'include': True} \n", + "\n", + "dark_current {'filename': None, 'description': 'MICADO dark current', 'history': [], 'name': 'dark_current', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'value': 0.1, 'z_order': [830], 'include': True} \n", + "\n", + "shot_noise {'filename': None, 'description': 'apply poisson shot noise to images', 'history': [], 'name': 'shot_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [820], 'include': True, 'random_seed': 9001} \n", + "\n", + "detector_linearity {'filename': 'FPA_linearity.dat', 'description': 'Linearity characteristics of H4RG chips', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_linearity.dat'], 'name': 'detector_linearity', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['name : H2RG linearity curve', 'author : Kieran Leschinski', 'sources: Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created : 2016-01-01', 'date_modified : 2018-11-19', 'type : detector:linearity', 'status : Design, approximated from the H2RG', 'incident_unit : ph', 'measured_unit : ph', '', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-14 (KL) replaced long 1000000000 with 1e99', '- 2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]', ''], 'author': 'Kieran Leschinski', 'sources': 'Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2018, 11, 19), 'type': 'detector:linearity', 'status': 'Design, approximated from the H2RG', 'incident_unit': 'ph', 'measured_unit': 'ph', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-14 (KL) replaced long 1000000000 with 1e99', '2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]'], 'z_order': [840], 'include': True, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "border_reference_pixels {'filename': None, 'description': 'Blanks the signal on N edge row and column pixels', 'history': [], 'name': 'border_reference_pixels', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'all': 0, 'z_order': [780], 'include': True, 'top': 0, 'bottom': 0, 'left': 0, 'right': 0} \n", + "\n", + "readout_noise {'filename': None, 'description': 'Readout noise frames', 'history': [], 'name': 'readout_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': 3, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'noise_std': 12, 'n_channels': 64, 'z_order': [811], 'include': True, 'pedestal_fraction': 0.3, 'read_fraction': 0.4, 'line_fraction': 0.25, 'channel_fraction': 0.05, 'random_seed': 9001, 'report_plot_include': False, 'report_table_include': False} \n", + "\n", + "extra_fits_keywords {'filename': 'FITS_extra_keywords.yaml', 'description': 'Extra FITS headers', 'history': [], 'name': 'extra_fits_keywords', 'z_order': [999], 'include': True, 'header_dict': None, 'yaml_string': None, 'decription': 'adds extra FITS keywords from a yaml file', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET'} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in list(micado.effects[\"name\"][micado.effects[\"included\"]]):\n", + " try:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n", + " except:\n", + " continue" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "edaf1bb8-e530-4122-b6d0-ec2e610fad3b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "filter_wheel_1 {'filename': None, 'description': 'upper filter wheel', 'history': [], 'name': 'filter_wheel_1', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xI1', 'xI2', 'Spec_IJ', 'Spec_HK', 'I-long', 'Y', 'J', 'J-short', 'J-long'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw1', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "filter_wheel_2 {'filename': None, 'description': '', 'history': [], 'name': 'filter_wheel_2', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xY2', 'xK1', 'xK2', 'block', 'K-mid', 'K-short', 'Ks', 'H', 'H-long', 'H-short', 'xH1', 'xH2', 'xJ1', 'xJ2', 'xY1'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw2', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "pupil_wheel {'filename': None, 'description': '', 'history': [], 'name': 'pupil_wheel', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['H-cont', 'FeII', 'H2_1-0S1', 'Br-gamma', 'K-cont', 'K-long', 'He-I', 'Pa-beta', 'ND1', 'ND3', 'open'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_pupil', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in [\"filter_wheel_1\", \"filter_wheel_2\", \"pupil_wheel\"]:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "81877c21-01dc-490d-89bc-f03393530a19", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "scopesim", + "language": "python", + "name": "scopesim" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/illum_raw.ipynb b/notebooks/illum_raw.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..e80310e18e3ee6c9388944d05a873c97595c32b5 --- /dev/null +++ b/notebooks/illum_raw.ipynb @@ -0,0 +1,387 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 18, + "id": "a7c12473-09d5-49df-ae29-2e0ebda63d4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The autoreload extension is already loaded. To reload it, use:\n", + " %reload_ext autoreload\n" + ] + } + ], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2\n", + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "from astropy.time import Time, TimeDelta\n", + "#from utils import fix_ext_header" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e275839a-5dcb-4f88-b696-ab84a8ac0735", + "metadata": {}, + "outputs": [], + "source": [ + "from scopesim_templates.micado import viking_fields as vf" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "6372cb6e-edbd-4176-9e76-cb22ee412f3d", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "97da317b-9461-48da-be4c-583d0df90c05", + "metadata": {}, + "outputs": [], + "source": [ + "start_time =datetime.datetime(2022, 1, 2, 1, 0, 0) \n", + "shift_x = (0 * u.arcsec).to(u.degree)\n", + "shift_y = (0 * u.arcsec).to(u.degree)\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 30,\n", + "\n", + " \"!OBS.catg\": \"CALIB\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"ILLUM\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"open\", \n", + " \"!OBS.filter_name_fw2\": \"H\", \n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + "\n", + " # Fake dithering.\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": 1,\n", + " \n", + "})\n", + "\n", + "cmd[\"!DET.width\"] = 4096 # pixel\n", + "cmd[\"!DET.height\"] = 4096" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "8e32188d-cfe4-4870-80a9-a6106aa51acd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['A0V']\n", + "['A0V']\n", + "['A0V']\n", + "['A0V']\n" + ] + } + ], + "source": [ + "xoffs = [3, -3, 3, -3]\n", + "yoffs = [2, -2, -2, 2]\n", + "\n", + "for idither in range(4):\n", + "\n", + " src = vf.viking_field(star_cat_id=\"illum\", gal_cat_id=\"1\", random_seed=9003)\n", + " # Shift the source in the opposite direction of the dither we want to simulate.\n", + " shift_x = (xoffs[idither] * u.arcsec).to(u.degree)\n", + " shift_y = (yoffs[idither] * u.arcsec).to(u.degree)\n", + " src.shift(-shift_x, -shift_y)\n", + "\n", + " tm = TimeDelta(30.0 * idither * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " })\n", + " \n", + " cmd.update(properties={\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": idither+1,\n", + " })\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + " seeing_psf = sim.effects.psfs.SeeingPSF(fwhm = 1, name=\"psf\")\n", + " micado.optics_manager.add_effect(seeing_psf)\n", + " micado[\"source_fits_keywords\"].include = False", + " \n", + " micado.observe(src, random_seed=idither)\n", + " hdus = micado.readout()\n", + " #fix_ext_header(hdus[0])\n", + " hdus[0].writeto(\"illum_%d.fits\"%idither, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "93809b35-0fae-4680-af10-bae703210aea", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=20</i>\n", + "<table id=\"table5896290800\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>True</td></tr>\n", + "<tr><td>armazones</td><td>psf</td><td>SeeingPSF</td><td>True</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=20>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve True\n", + " armazones psf SeeingPSF True\n", + " ELT telescope_reflection SurfaceList True\n", + " MICADO micado_static_surfaces SurfaceList True\n", + " MICADO micado_ncpas_psf NonCommonPathAberration True\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve True\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent True\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve True\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise True\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList True\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "4bc5b481-0305-401a-8e79-57955ef1b646", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SIMPLE = T / conforms to FITS standard \n", + "BITPIX = 8 / array data type \n", + "NAXIS = 0 / number of array dimensions \n", + "EXTEND = T \n", + "HIERARCH random_seed = 3 \n", + "MJD-OBS = 59581.04270833333 \n", + "RA = -0.00083333333333333 / [deg] \n", + "DEC = 0.000555555555555555 / [deg] \n", + "HIERARCH ESO DPR CATG = 'CALIB ' \n", + "HIERARCH ESO DPR TYPE = 'ILLUM ' \n", + "HIERARCH ESO DPR TECH = 'IMAGE ' \n", + "HIERARCH ESO DET DIT = 30 \n", + "HIERARCH ESO DET NDIT = 1 \n", + "HIERARCH ESO DET READOUT = 'CDS ' \n", + "HIERARCH ESO INS FILT1 NAME = 'open ' \n", + "HIERARCH ESO INS FILT2 NAME = 'H ' \n", + "HIERARCH ESO INS STOP NAME = 'H ' \n", + "HIERARCH ESO INS DROT POSANGLE = 0 \n", + "HIERARCH ESO TPL START = '2022-01-02T01:00:00' \n", + "HIERARCH ESO TPL EXPNO = 4 \n", + "BUNIT = 'adu ' " + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdus[0][0].header" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "13a46ef3-47c5-416d-90cb-d0030f3269a1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "skycalc_atmosphere {'filename': None, 'description': 'atmospheric spectra pulled from the skycalc server', 'history': [], 'name': 'skycalc_atmosphere', 'include': True, 'location': 'Armazones', 'altitude': 3060, 'longitude': -70.1918, 'latitude': -24.5899, 'temperature': 7, 'humidity': 0.1, 'pressure': 0.755, 'pwv': 2.5, 'airmass': 1.2, 'pupil_angle': 0, 'pixel_scale': 0.004, 'background': {'filter_name': 'Ks', 'value': 13.6, 'unit': 'mag'}, 'spectrum': {'filename': 'TER_armazones_default_FULL_IMG.dat'}, 'element_name': 'armazones', 'observatory': 'armazones', 'wmin': 699.9999999999999, 'wmax': 2499.9999999999995, 'wunit': 'um', 'wgrid_mode': 'fixed_spectral_resolution', 'wres': 5000, 'wdelta': 0.09999999999999999, 'z_order': [112, 512], 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'action': 'transmission', 'position': 0, 'use_local_skycalc_file': False} \n", + "\n", + "psf {'filename': None, 'description': '', 'history': [], 'name': 'psf', 'z_order': [242, 642], 'include': True, 'flux_accuracy': 0.001, 'sub_pixel_flag': False, 'convolve_mode': 'same', 'bkg_width': -1, 'wave_key': 'WAVE0', 'normalise_kernel': True, 'rotational_blur_angle': 0, 'report_plot_include': True, 'report_table_include': False, 'fwhm': 1} \n", + "\n", + "telescope_reflection {'filename': 'LIST_ELT_combined.tbl', 'description': 'single combined reflection curve (ESO-333023)', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/ELT/LIST_ELT_combined.tbl'], 'name': 'telescope_reflection', 'include': True, 'telescope': 'ELT', 'temperature': 7, 'ter_curve': {'filename': 'TER_ELT_5_mirror.dat'}, 'element_name': 'ELT', 'comments': ['description : ELT pupil definition for use with combined TER curve', 'author : Oliver Czoske', 'source : ESO-253082_4', 'date_created : 2021-02-22', 'date_modified : 2021-02-22', 'status : Design', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'changes :', ''], 'author': 'Oliver Czoske', 'source': 'ESO-253082_4', 'date_created': datetime.date(2021, 2, 22), 'date_modified': datetime.date(2021, 2, 22), 'status': 'Design', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'changes': None, 'z_order': [20, 120, 520], 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n", + "micado_static_surfaces {'filename': 'LIST_MICADO_mirrors_static.dat', 'description': 'surfaces list for wide field optics', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/LIST_MICADO_mirrors_static.dat'], 'name': 'micado_static_surfaces', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'comments': ['author : Kieran Leschinski', \"source : Ric's SPIE 2018 PPT presentation\", 'date_created : 2018-11-19', 'date_modified : 2019-07-10', 'status : Design, pre PDR list of all static MICADO surfaces', 'type : mirror:list', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'changes :', '- 2019-01-28 (KL) Changed column names and added units to header', '- 2019-07-10 (KL) Shortened the list to only the swappable mirrors', '- 2020-08-25 (KL) Updated angle_unit to degree from degrees (why has astropy not complained until now?)', '- 2020-10-10 (KL) Added SCAO pick-off dichroic after CM17 conversation', ''], 'author': 'Kieran Leschinski', 'source': \"Ric's SPIE 2018 PPT presentation\", 'date_created': datetime.date(2018, 11, 19), 'date_modified': datetime.date(2019, 7, 10), 'status': 'Design, pre PDR list of all static MICADO surfaces', 'type': 'mirror:list', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'changes': ['2019-01-28 (KL) Changed column names and added units to header', '2019-07-10 (KL) Shortened the list to only the swappable mirrors', '2020-08-25 (KL) Updated angle_unit to degree from degrees (why has astropy not complained until now?)', '2020-10-10 (KL) Added SCAO pick-off dichroic after CM17 conversation'], 'z_order': [20, 120, 520], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n", + "micado_ncpas_psf {'filename': 'INST_MICADO_wavefront_error_budget.dat', 'description': 'Effective NCPA induced PSF kernel', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/INST_MICADO_wavefront_error_budget.dat'], 'name': 'micado_ncpas_psf', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'pixel_scale': 0.004, 'comments': ['author : Kieran Leschinski', 'sources : Ric Davies email', 'date_created : 2016-11-21', 'date_modified : 2018-11-19', 'type : instrument:wavefront_errors_list', 'status : Idea - based on the WFE budget and emails with Ric', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '', 'description : RMS wavefront error table', 'wfe_rms_unit : nm', ''], 'author': 'Kieran Leschinski', 'sources': 'Ric Davies email', 'date_created': datetime.date(2016, 11, 21), 'date_modified': datetime.date(2018, 11, 19), 'type': 'instrument:wavefront_errors_list', 'status': 'Idea - based on the WFE budget and emails with Ric', 'changes': ['2018-11-19 (KL) updated meta data to new format'], 'wfe_rms_unit': 'nm', 'z_order': [241, 641], 'include': True, 'flux_accuracy': 0.001, 'sub_pixel_flag': False, 'convolve_mode': 'same', 'bkg_width': -1, 'wave_key': 'WAVE0', 'normalise_kernel': True, 'rotational_blur_angle': 0, 'report_plot_include': True, 'report_table_include': False, 'kernel_width': None, 'strehl_drift': 0.02, 'wave_min': '!SIM.spectral.wave_min', 'wave_max': '!SIM.spectral.wave_max'} \n", + "\n", + "full_detector_array {'filename': 'FPA_array_layout.dat', 'description': 'THe full 3x3 MICADO detector array list', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_array_layout.dat'], 'name': 'full_detector_array', 'include': True, 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'active_detectors': 'all', 'comments': ['name : MICADO H4RG-15 FPA', 'author : Oliver Czoske', 'sources: E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created : 2017-06-28', 'date_modified : 2022-02-09', 'type : detector:chip_list', 'x_cen_unit : mm', 'y_cen_unit : mm', 'x_size_unit : pix', 'y_size_unit : pix', 'pixel_size_unit : mm', 'angle_unit : deg', 'gain_unit : electron/adu', '', 'changes:', '- 2017-08-12 (OC) id changed to conform with spectroscopy report', '- 2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-01-28 (KL) moved units into header', '- 2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '- 2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '- 2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '- 2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier', ''], 'author': 'Oliver Czoske', 'sources': 'E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created': datetime.date(2017, 6, 28), 'date_modified': datetime.date(2022, 2, 9), 'type': 'detector:chip_list', 'x_cen_unit': 'mm', 'y_cen_unit': 'mm', 'x_size_unit': 'pix', 'y_size_unit': 'pix', 'pixel_size_unit': 'mm', 'angle_unit': 'deg', 'gain_unit': 'electron/adu', 'changes': ['2017-08-12 (OC) id changed to conform with spectroscopy report', '2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '2018-11-19 (KL) updated meta data to new format', '2019-01-28 (KL) moved units into header', '2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier'], 'z_order': [90, 290, 390, 490], 'pixel_scale': '!INST.pixel_scale', 'report_plot_include': True, 'report_table_include': True} \n", + "\n", + "qe_curve {'filename': 'QE_detector_H2RG.dat', 'description': 'Quantum efficiency curves for each detector', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/QE_detector_H2RG.dat'], 'name': 'qe_curve', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['author : Kieran Leschinski', 'sources : Finger+ 2008 SPIE', 'date_created : 2016-01-01', 'date_modified : 2019-08-09', 'type : detector:quantum_efficiency', 'status : Design, guestimated by reading off the graph in Finger+ 2008', 'description : H2RG chip quantum efficiency', 'wavelength_unit : um', 'action : transmission', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-09 (KL) Added action keyword to meta data', ''], 'author': 'Kieran Leschinski', 'sources': 'Finger+ 2008 SPIE', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2019, 8, 9), 'type': 'detector:quantum_efficiency', 'status': 'Design, guestimated by reading off the graph in Finger+ 2008', 'wavelength_unit': 'um', 'action': 'transmission', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-09 (KL) Added action keyword to meta data'], 'z_order': [113, 513], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'position': -1} \n", + "\n", + "exposure_action {'filename': None, 'description': 'Summing up sky signal for all DITs and NDITs', 'history': [], 'name': 'exposure_action', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [860], 'include': True} \n", + "\n", + "dark_current {'filename': None, 'description': 'MICADO dark current', 'history': [], 'name': 'dark_current', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'value': 0.1, 'z_order': [830], 'include': True} \n", + "\n", + "shot_noise {'filename': None, 'description': 'apply poisson shot noise to images', 'history': [], 'name': 'shot_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [820], 'include': True, 'random_seed': 9001} \n", + "\n", + "detector_linearity {'filename': 'FPA_linearity.dat', 'description': 'Linearity characteristics of H4RG chips', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_linearity.dat'], 'name': 'detector_linearity', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['name : H2RG linearity curve', 'author : Kieran Leschinski', 'sources: Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created : 2016-01-01', 'date_modified : 2018-11-19', 'type : detector:linearity', 'status : Design, approximated from the H2RG', 'incident_unit : ph', 'measured_unit : ph', '', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-14 (KL) replaced long 1000000000 with 1e99', '- 2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]', ''], 'author': 'Kieran Leschinski', 'sources': 'Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2018, 11, 19), 'type': 'detector:linearity', 'status': 'Design, approximated from the H2RG', 'incident_unit': 'ph', 'measured_unit': 'ph', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-14 (KL) replaced long 1000000000 with 1e99', '2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]'], 'z_order': [840], 'include': True, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "border_reference_pixels {'filename': None, 'description': 'Blanks the signal on N edge row and column pixels', 'history': [], 'name': 'border_reference_pixels', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'all': 0, 'z_order': [780], 'include': True, 'top': 0, 'bottom': 0, 'left': 0, 'right': 0} \n", + "\n", + "readout_noise {'filename': None, 'description': 'Readout noise frames', 'history': [], 'name': 'readout_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 1, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'noise_std': 12, 'n_channels': 64, 'z_order': [811], 'include': True, 'pedestal_fraction': 0.3, 'read_fraction': 0.4, 'line_fraction': 0.25, 'channel_fraction': 0.05, 'random_seed': 9001, 'report_plot_include': False, 'report_table_include': False} \n", + "\n", + "extra_fits_keywords {'filename': 'FITS_extra_keywords.yaml', 'description': 'Extra FITS headers', 'history': [], 'name': 'extra_fits_keywords', 'z_order': [999], 'include': True, 'header_dict': None, 'yaml_string': None, 'decription': 'adds extra FITS keywords from a yaml file', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET'} \n", + "\n", + "micado_wide_field_mirror_list {'filename': 'LIST_MICADO_mirrors_wide.dat', 'description': 'list of extra mirrors needed for the wide field mode', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/LIST_MICADO_mirrors_wide.dat'], 'name': 'micado_wide_field_mirror_list', 'pixel_scale': 0.004, 'plate_scale': 0.26666666666, 'element_name': 'MICADO_IMG_LR', 'comments': ['author : Kieran Leschinski', \"source : Ric's SPIE 2018 PPT presentation\", 'date_created : 2018-11-19', 'date_modified : 2019-07-10', 'status : Design, pre PDR list of MICADO mirrors for wide-field mode', 'type : mirror:list', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'report_table_caption: The list of surfaces from the rotating optics wheel that are added to the optical train when observing in the wide field mode', 'changes :', '- 2019-01-28 (KL) Changed column names and added units to header', '- 2019-07-10 (KL) Shortened the list to only the swappable mirrors', ''], 'author': 'Kieran Leschinski', 'source': \"Ric's SPIE 2018 PPT presentation\", 'date_created': datetime.date(2018, 11, 19), 'date_modified': datetime.date(2019, 7, 10), 'status': 'Design, pre PDR list of MICADO mirrors for wide-field mode', 'type': 'mirror:list', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'report_table_caption': 'The list of surfaces from the rotating optics wheel that are added to the optical train when observing in the wide field mode', 'changes': ['2019-01-28 (KL) Changed column names and added units to header', '2019-07-10 (KL) Shortened the list to only the swappable mirrors'], 'z_order': [20, 120, 520], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in list(micado.effects[\"name\"][micado.effects[\"included\"]]):\n", + " try:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n", + " except:\n", + " continue" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "edaf1bb8-e530-4122-b6d0-ec2e610fad3b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "filter_wheel_1 {'filename': None, 'description': 'upper filter wheel', 'history': [], 'name': 'filter_wheel_1', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xI1', 'xI2', 'Spec_IJ', 'Spec_HK', 'I-long', 'Y', 'J', 'J-short', 'J-long'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw1', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "filter_wheel_2 {'filename': None, 'description': '', 'history': [], 'name': 'filter_wheel_2', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xY2', 'xK1', 'xK2', 'block', 'K-mid', 'K-short', 'Ks', 'H', 'H-long', 'H-short', 'xH1', 'xH2', 'xJ1', 'xJ2', 'xY1'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw2', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "pupil_wheel {'filename': None, 'description': '', 'history': [], 'name': 'pupil_wheel', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['H-cont', 'FeII', 'H2_1-0S1', 'Br-gamma', 'K-cont', 'K-long', 'He-I', 'Pa-beta', 'ND1', 'ND3', 'open'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_pupil', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in [\"filter_wheel_1\", \"filter_wheel_2\", \"pupil_wheel\"]:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "34bbafe6-3471-447b-8ede-0a291cd23924", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SCAO: SCAO optical system\n", + "MCAO: MCAO optical system\n", + "IMG_4mas: wide-field imager : 4mas/pix\n", + "IMG_1.5mas: high resolution imager : 1.5mas/pix\n", + "IMG_HCI: High contrast imaging\n", + "SPEC_15000x50: spectrograph : slit size 15000x50mas\n", + "SPEC_3000x50: spectrograph : slit size 3000x50mas\n", + "SPEC_3000x20: spectrograph : slit size 3000x20mas\n" + ] + } + ], + "source": [ + "micado.cmds.modes" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "abfc3dbb-625e-43cc-9a46-1bfd71c85c13", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "scopesim", + "language": "python", + "name": "scopesim" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/sci_raw_and_calib.ipynb b/notebooks/sci_raw_and_calib.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..fc663b838de5bad7e0ca00a6dc82d87f76e41d9c --- /dev/null +++ b/notebooks/sci_raw_and_calib.ipynb @@ -0,0 +1,545 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "cb84737d-9def-4e32-a548-1e4f89378e13", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "import numpy as np\n", + "from astropy.wcs import WCS\n", + "from astropy.io import fits\n", + "from astropy.time import Time, TimeDelta\n", + "from scopesim_templates.micado import viking_fields as vf\n", + "#from utils import fix_ext_header" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3217d033-5c0b-4d1f-9769-67385e67e4e3", + "metadata": {}, + "outputs": [], + "source": [ + "shift_x = (0 * u.arcsec).to(u.degree)\n", + "shift_y = (0 * u.arcsec).to(u.degree)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "cbe9806c-d13e-467d-b1ab-7e56635a7855", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"MCAO\",\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e302f920-f899-4269-ba4f-8edb87eacb07", + "metadata": {}, + "outputs": [], + "source": [ + "start_time = datetime.datetime(2022, 1, 2, 3, 0, 0)\n", + "\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 30,\n", + "\n", + " \"!OBS.catg\": \"SCIENCE\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"OBJECT\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"open\", \n", + " \"!OBS.filter_name_fw2\": \"H\", \n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + "\n", + " # Fake dithering.\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": 1,\n", + " \n", + "})\n", + "\n", + "cmd[\"!DET.width\"] = 4096 # pixel\n", + "cmd[\"!DET.height\"] = 4096" + ] + }, + { + "cell_type": "markdown", + "id": "95944d4f-df6f-46d7-9f7f-65ffb114d1a8", + "metadata": {}, + "source": [ + "## Raw Science" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "f866bf19-e925-4c2a-9d85-c90b34a3d176", + "metadata": {}, + "outputs": [], + "source": [ + "micado = sim.OpticalTrain(cmd)\n", + "\n", + "micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + "micado[\"MICADO_DET\"][\"full_detector_array\"].include = True" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "a37aa0da-045c-4d65-a710-3fc6af068f8a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=21</i>\n", + "<table id=\"table5874871888\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>True</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_surface_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_generic_psf</td><td>FieldConstantPSF</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=21>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve True\n", + " ELT telescope_reflection SurfaceList True\n", + " MICADO micado_static_surfaces SurfaceList True\n", + " MICADO micado_ncpas_psf NonCommonPathAberration True\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve True\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent True\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve True\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise True\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + " MAORY maory_surface_list SurfaceList True\n", + " MAORY maory_generic_psf FieldConstantPSF True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList True\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "bb43ab3b-288d-4062-8905-c2538c029d3f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['A0V']\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\n", + "KeyboardInterrupt\n", + "\n" + ] + } + ], + "source": [ + "xoffs = [0, 3, -3, 3, -3]\n", + "yoffs = [0, 2, -2, -2, 2]\n", + "\n", + "\n", + "for idither in range(5):\n", + " src = vf.viking_field(star_cat_id=\"science\", gal_cat_id=\"3\", random_seed=9001)\n", + "\n", + " # Shift the source in the opposite direction of the dither we want to simulate.\n", + " shift_x = (xoffs[idither] * u.arcsec).to(u.degree)\n", + " shift_y = (yoffs[idither] * u.arcsec).to(u.degree)\n", + " src.shift(-shift_x, -shift_y)\n", + "\n", + " tm = TimeDelta(30.0 * idither * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " }) \n", + " \n", + " cmd.update(properties={\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": idither + 1,\n", + " })\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + " micado[\"source_fits_keywords\"].include = False", + "\n", + " micado.observe(src, random_seed=9001+idither)\n", + " hdus = micado.readout()\n", + " #fix_ext_header(hdus[0])\n", + " hdus[0].writeto(\"sci_%d.fits\"%idither, overwrite=True)" + ] + }, + { + "cell_type": "markdown", + "id": "b0b5bc49-3dd3-4534-adee-9837511cc737", + "metadata": {}, + "source": [ + "## Calibrated" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5a275622-def0-4cf9-b510-7a1bd2bb35aa", + "metadata": {}, + "outputs": [], + "source": [ + "# Turn off some effects for calibrated data \n", + "\n", + "micado_cal = sim.OpticalTrain(cmd)\n", + "\n", + "micado_cal[\"MICADO_DET\"][\"detector_window\"].include = False\n", + "micado_cal[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + "for effect_name in [\"skycalc_atmosphere\", \"qe_curve\",\n", + " \"dark_current\", \"detector_linearity\", \n", + " \"readout_noise\"]:\n", + " micado_cal[effect_name].include = False\n", + "\n", + "micado_sci = sim.OpticalTrain(cmd)\n", + "\n", + "micado_sci[\"MICADO_DET\"][\"detector_window\"].include = False\n", + "micado_sci[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + "# Turn off noise to calculate noise layer\n", + "for effect_name in [\"skycalc_atmosphere\", \"qe_curve\",\n", + " \"dark_current\", \"detector_linearity\", \n", + " \"readout_noise\", \"shot_noise\"]:\n", + " micado_sci[effect_name].include = False" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "462b9f0c-da57-4d6b-948f-7a5c0b75c8d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=21</i>\n", + "<table id=\"table4357072544\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>False</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_surface_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_generic_psf</td><td>FieldConstantPSF</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=21>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve False\n", + " ELT telescope_reflection SurfaceList True\n", + " MICADO micado_static_surfaces SurfaceList True\n", + " MICADO micado_ncpas_psf NonCommonPathAberration True\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve False\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent False\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve False\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise False\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + " MAORY maory_surface_list SurfaceList True\n", + " MAORY maory_generic_psf FieldConstantPSF True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList True\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado_cal.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d112bf65-0102-4db8-93db-c462b6afbbde", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=21</i>\n", + "<table id=\"table4357071584\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>False</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_surface_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_generic_psf</td><td>FieldConstantPSF</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=21>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve False\n", + " ELT telescope_reflection SurfaceList True\n", + " MICADO micado_static_surfaces SurfaceList True\n", + " MICADO micado_ncpas_psf NonCommonPathAberration True\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve False\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent False\n", + " MICADO_DET shot_noise ShotNoise False\n", + " MICADO_DET detector_linearity LinearityCurve False\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise False\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + " MAORY maory_surface_list SurfaceList True\n", + " MAORY maory_generic_psf FieldConstantPSF True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList True\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado_sci.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "133b2ee6-e004-4d1b-bed1-1d0b59214506", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['A0V']\n", + "['A0V']\n", + "['A0V']\n", + "['A0V']\n", + "['A0V']\n" + ] + } + ], + "source": [ + "xoffs = [0, 3, -3, 3, -3]\n", + "yoffs = [0, 2, -2, -2, 2]\n", + "\n", + "for idither in range(5):\n", + " src = vf.viking_field(star_cat_id=\"science\", gal_cat_id=\"3\", random_seed=9001)\n", + "\n", + " # Shift the source in the opposite direction of the dither we want to simulate.\n", + " shift_x = (xoffs[idither] * u.arcsec).to(u.degree)\n", + " shift_y = (yoffs[idither] * u.arcsec).to(u.degree)\n", + " src.shift(-shift_x, -shift_y)\n", + "\n", + " tm = TimeDelta(30.0 * idither * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " }) \n", + " \n", + " cmd.update(properties={\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": idither + 1,\n", + " })\n", + " \n", + " \n", + " ## Set up optical trains \n", + " # Turn off some effects for calibrated data \n", + "\n", + " micado_cal = sim.OpticalTrain(cmd)\n", + "\n", + " micado_cal[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado_cal[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + "\n", + " for effect_name in [\"skycalc_atmosphere\", \"qe_curve\",\n", + " \"dark_current\", \"detector_linearity\", \n", + " \"readout_noise\"]:\n", + " micado_cal[effect_name].include = False\n", + "\n", + " micado_sci = sim.OpticalTrain(cmd)\n", + "\n", + " micado_sci[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado_sci[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + " # Turn off noise to calculate noise layer\n", + " for effect_name in [\"skycalc_atmosphere\", \"qe_curve\",\n", + " \"dark_current\", \"detector_linearity\", \n", + " \"readout_noise\", \"shot_noise\"]:\n", + " micado_sci[effect_name].include = False \n", + "\n", + "\n", + " micado_cal.observe(src, random_seed=idither)\n", + " hdus = micado_cal.readout()\n", + "\n", + " hdus[0][0].header.set(\"HIERARCH ESO PRO CATG\", \"IMG_CALIB\")\n", + " #fix_hdus = fix_ext_header(hdus[0], calib = True)\n", + "\n", + "\n", + " # Add ERR and QC layers\n", + " micado_sci.observe(src, random_seed=idither)\n", + " hdus_pure = micado_sci.readout()\n", + " \n", + " for hdu_i in range(1, 10):\n", + " hdus[0].insert(2 + 3*(hdu_i-1), \n", + " fits.ImageHDU(hdus[0][1 + 3*(hdu_i-1)].data-hdus_pure[0][hdu_i].data,\n", + " header = hdus[0][1 + 3*(hdu_i-1)].header))\n", + " hdus[0].insert(3 + 3*(hdu_i-1),\n", + " fits.ImageHDU((hdus[0][1 + 3*(hdu_i-1)].data-hdus[0][1 + 3*(hdu_i-1)].data).astype(int),\n", + " header = hdus[0][1 + 3*(hdu_i-1)].header))\n", + " for hdu_i in range(1, 10):\n", + " hdus[0][(hdu_i-1)*3 + 1].name = \"DET%d.DATA\"%hdu_i\n", + " hdus[0][(hdu_i-1)*3 + 2].name = \"DET%d.ERR\"%hdu_i\n", + " hdus[0][(hdu_i-1)*3 + 3].name = \"DET%d.DQ\"%hdu_i\n", + "\n", + " hdus[0].writeto(\"sci_calib_%d.fits\"%idither, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "853ba094-74da-46bd-9faa-3a8fc360ae4e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:scopesim]", + "language": "python", + "name": "conda-env-scopesim-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/sci_stack.ipynb b/notebooks/sci_stack.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..cb25978288625e0aaa5b380f3c03836aab51103c --- /dev/null +++ b/notebooks/sci_stack.ipynb @@ -0,0 +1,292 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "e48315d5-302a-49cf-b006-36a6635902b7", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "\n", + "import astropy.units as u\n", + "import numpy as np\n", + "from astropy.wcs import WCS\n", + "from astropy.io import fits" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c435d72f-dd48-48f8-a94d-d62eb86f602c", + "metadata": {}, + "outputs": [], + "source": [ + "from reproject import reproject_exact, reproject_interp\n", + "from reproject.mosaicking import reproject_and_coadd\n", + "from reproject.mosaicking import find_optimal_celestial_wcs" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "db1f35d4-d10d-4322-a092-9c1c68ae4f94", + "metadata": {}, + "outputs": [], + "source": [ + "hdul = []\n", + "img_hdul = []\n", + "err_hdrl = []\n", + "for idther in range(5):\n", + " sci_calib = fits.open(\"sci_calib_%d.fits\"%idther)\n", + " hdul.append(sci_calib)\n", + " img_hdul += sci_calib[1::3]\n", + " err_hdrl += sci_calib[2::3]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a5dc16e0-2ad0-435c-b57c-dc068bf137c8", + "metadata": {}, + "outputs": [], + "source": [ + "wcs_out, shape_out = find_optimal_celestial_wcs(img_hdul, resolution=0.004 * u.arcsec)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a25687d5-aef5-4df1-abbb-73b12edb953c", + "metadata": {}, + "outputs": [], + "source": [ + "array, footprint = reproject_and_coadd(img_hdul,wcs_out, shape_out=shape_out, \n", + " reproject_function= reproject_interp)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5df812e1-18b5-4ec0-b65d-7a3e73cbaf08", + "metadata": {}, + "outputs": [], + "source": [ + "array_err, __ = reproject_and_coadd(err_hdrl,wcs_out, shape_out=shape_out, \n", + " reproject_function= reproject_interp)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d4c1379c-9e67-4848-8590-99ab66938007", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(28560.159360696027, 11.540299635820244)" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.nanmax(array), np.nanmean(array)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0c818265-1e6b-4990-8112-441a4a9e98f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Mosaic')" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 1440x1440 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(20, 20))\n", + "ax1 = plt.subplot(projection=wcs_out)\n", + "im1 = ax1.imshow(array, origin='lower', norm=LogNorm(vmax=100, vmin=10))\n", + "ax1.set_title('Mosaic')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "bb9851ea-d47c-4552-9a3f-27cd1e48f16e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Mosaic Error')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 1440x1440 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(20, 20))\n", + "ax1 = plt.subplot(projection=wcs_out)\n", + "im1 = ax1.imshow(array_err, norm=LogNorm(vmax=20, vmin=2))\n", + "ax1.set_title('Mosaic Error')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "1fd2241e-6746-4fc6-8ced-8240ab90412e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Footprint')" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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quijJGGN865pMBwAAAMDCmDVUPXpNpwAAAABg4c0UqsYYl6/1IAAAAAAstlnvUQUAAAAAa0qoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKCFjfMe4Pbooi8ens3nPHPeYwAsnLrpgHzjNZ/Kzv3Y9+vfXdm8ybkbYB6OeO+GeY/wVTZc88Wc+JZfyDhwzHsUgIVzRM7e47oaw4l5pe5ah42H1qPmPQYAAADA7c4XHrwl559/fu1unY/+AQAAANCCUAUAAABAC0IVAAAAAC0IVQAAAAC0IFQBAAAA0IJQBQAAAEALQhUAAAAALQhVAAAAALQgVAEAAADQglAFAAAAQAtCFQAAAAAtCFUAAAAAtLBx3gPcHtUdDsqG+z1g3mMALJ6dO7Pzksszbrl5xbtuuMfXJYcfugZDAbAv9flrs/3qz6x8v00H5oD73Ts5wL+vA6y77Tuy818uy9i+fV3fVqjaD0cftzUvf9vp8x4DYOFcesth+d3HPT7jwx9f8b6f/IX75m1PPHUNpgJgX/7TX/1c7v+slYeqA+537zzznL/K8Qd+dg2mAmBvLrjxqLz2B07Mjku2rOv7ClX74Q51QO6/6eB5jwGwcDZla7Jx//5Vfccddzp3A8xJ3WHH/u14wAF5wKbPOX8DzMF1Oz+bVK37+7qGFgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaWLdQVUt+r6ouqaoLq+rBy9b9XFVdUFVPXLbs0VV18bT9c5ct31xV75uWn11VB07LX1RVT5ue/0hVfaSqdlbVdyzb99iquqGqPjQ9Tlu27rLlPwEAAABYX+t5RdX3JzluejwzySuTpKrunOQhSU5I8uRp2YYkr5j2OT7Jj1XV8dNx/meS3xlj3C/JF5I8Yzfv9eEkT0jyrt2s+5cxxoOmx7NW6XcDAAAA4DZaz1B1UpLXjiXvTXJIVd0zSU3rx7JtT0hyyRjj0jHGzUnekOSkqqokj0zypmm7M5M8bnp+fZIbkmSM8bExxsUrnO+aW/0EAAAAYB2tZ6g6Msmnl72+IsmRY4zrklyU5PwkZ+9t2yR3T/LFMcb2Wy3PGOPUMcbZ2bfNVfXBqnpnVT1818IxxkOW/wQAAABgfW2c9wBJMsZ4aZKXrsNbXZ3kmDHG1qr69iRvqapvGmN8aV87VtVZWfo4YQ47xD3oAQAAAPbHli1bUlXbli36szHGKckaX1FVVc/edePyLEWio5etPirJlXvY9co9bLs1Sx8Z3Hir5TMZY9w0xtg6Pf9Akn9Jcv8Z9z1ljHHwGOPgzcdsmvUtAQAAAFhm8+bN2dVYpscpu9ataagaY7xi143Lk7wlyY9P3/73sCTXjjGu3sOu709y3PQNfwcmeVKSc8YYI8k7kvzwtN1Tk/zFrPNU1RHTjdpTVffJ0o3dL92PXw0AAACAVbaen2E7N0tR6JIkr07y03vacLoH1XOSnJfkY0n+dIzxkWn1Lyf5+aq6JEv3rHrNrfevqsdX1RVJvjPJ26rqvGnVI5JcOF3h9aYkzxpjfH4VfjcAAAAAbqN1u0fVdDXUs1ew/blZilu3Xn5plr4VcG/7/nmSP9/N8jcnefOsMwAAAACwftwVHAAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgAAAIAWhCoAAAAAWhCqAAAAAGhBqAIAAACgBaEKAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoIUaY8x7htudww8/fBx77LHzHgMWxpYtW7J58+Z5jwEwV86FAM6F8LViy5YtY+vWrbu9eEqoAtqrqm1jjIPnPQfAPDkXAjgXwiLw0T8AAAAAWhCqAAAAAGhBqAJuD/5s3gMANOBcCOBcCF/z3KMKWDNV9bQk/zrGeOu8ZwEAoAd/IwJ744oqYFVU1aOr6uKquqSqnrts1Y9W1e9X1Qv2te1elj+tqs6sqtOq6oVV9ZKqektVHbiP/U6vqs9V1YeXLXtyVb2qqn67qg5as/8gAPthJedH5zOgi6o6uqreUVUfraqPVNXP3mr9hqr6YFUtD1Pz/BtxT8udV6EBoQq4zapqQ5JXJPn+JMcn+bGqOn5afd4Y4zlJvnlv2+7jGLuO86wkjxhjPD/JPyX5pn3sd0aSR99q3PsmuTDJy8cYN63WfwOA22o/zo/OZ0AX25P8whjj+CQPS/LsW/0d97NJPnarfebyN+I+jue8Cg0IVcBqOCHJJWOMS8cYNyd5Q5KTpnXXTj/HPrbd2zGS5EvTz2umnzcnOWhv+40x3pXk88sHHWO8OMn/S/JbVXXcbf/VAVbNis6PzmdAF2OMq8cYF0zPr8tSlDoySarqqCQ/kOSPbrXbvP5G3Nvfjs6r0IBQBayGI5N8etnrK6ZlK9l2JcfY3/dOVT0zyVOS7EyydYbjA6yXFZ0fnc+Ajqrq2CTfluR906KXJ/mlLJ2r9ma9/kbc4/GcV6GHjfMeAPjaNcY4Y9nzJ63mccYYpyZJVf3wCo/1qv2dA6AT5zOgm6q6c5I3J/mvY4wvVdVjknxujPGBqjpx13Yd/0ac9nVehQZcUQWshiuTHL3s9VHTspVsu5Jj7O97A3S22udHgHVTVZuyFKn+ZIzxZ9Pi707y2Kq6LEsfsXtkVb1uD4dYr78RnVOhOaEKWA3vT3JcVW2evmXlSUnOWeG2KznG/r43QGerfX4EWBdVVUlek+RjY4z/tWv5GONXxhhHjTGOzdK56+/GGE/Zw2HW629E51Rozkf/gNtsjLG9qp6T5LwkG5KcPsb4yEq3nfUYKzje65OcmOTwqroiyQvHGK+5bb8twNpY7fMjwDr67iSnJLmoqj40LXveGOPcWQ+wzn8jOqdCYzXG2PdWAAAAALDGfPQPAAAAgBaEKgAAAABaEKoAAAAAaEGoAgAAAKAFoQoAAACAFoQqAAAAAFoQqgAAAABoQagCAAAAoAWhCgCAr1JVG+c9AwCweIQqAIA5qapjq+rjVfUnVfWxqnpTVd2pqh5VVR+sqouq6vSqOmja/jer6qNVdWFVnbqb422oqt+qqvdP2/zktLyq6ver6uKqentVnVtVP7yb/c+oqtOq6n1JXlZVJ1TVe6ZZ/rGqHrDm/1EAgIXmX8oAAObrAUmeMcZ4d1WdnuTnk/xkkkeNMT5RVa9N8lNVdVaSxyf5hjHGqKpDdnOsZyS5dozxkCluvbuq/jrJt03vc3ySeyT5aJLT9zDPUUm+a4yxo6rumuThY4ztVfUfk/xGkh9arV8cAODWXFEFADBfnx5jvHt6/rokj0qyZYzxiWnZmUkekeTaJDcmeU1VPSHJl3dzrO9L8uNV9aEk70ty9yTHTfu/foyxY4xxVZK/28s8bxxj7Jie3y3JG6vqw0l+J8k37efvCAAwE6EKAGC+xq1ef3G3G42xPckJSd6U5DFJ/u9uNqskPzPGeND02DzG+OsVzrNt2fMXJ3nHGOObk/xgkjus8FgAACsiVAEAzNcxVfWd0/MnJzk/ybFVdb9p2SlJ3llVd05ytzHGuUl+LskDd3Os87L0McFNSVJV96+qg5O8K8kTp3tY3TPJ98w4292SXDk9f9oKfy8AgBUTqgAA5uviJM+uqo8lOTRLH7F7epY+cndRkp1JTktylyRvraoLk/xDlu5llap6bFX92nSsP8rS/acumD6u94dZuifpnyf55LTutUnes+vNq+rXquqxe5jtZUleWlUfjHubAgDroMa49dXmAACsh6o6Nslbp4/Wref7njG975vW830BAPbFFVUAAAAAtOCKKgAAAABacEUVAAAAAC0IVQAAAAC0IFQBAAAA0IJQBQAAAEALQhUAAAAALQhVAAAAALTw/wH/SuaplbhASgAAAABJRU5ErkJggg==\n", + "text/plain": [ + "<Figure size 1440x1440 with 1 Axes>" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(20, 20))\n", + "ax2 = plt.subplot(projection=wcs_out)\n", + "im2 = ax2.imshow(footprint, origin='lower')\n", + "ax2.set_title('Footprint')" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b753ee13-5796-450c-9c4c-ecf55bb83150", + "metadata": {}, + "outputs": [], + "source": [ + "st_hdu = hdul[0][0]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bb61ed44-8494-4983-9689-6eab61aa8985", + "metadata": {}, + "outputs": [], + "source": [ + "st_hdul = fits.HDUList([st_hdu])\n", + "st_hdul.append(fits.ImageHDU(array, header = st_hdul[0].header))\n", + "st_hdul[0].header = hdul[0][0].header\n", + "wcs_hd = wcs_out.to_header()\n", + "for tt in wcs_hd:\n", + " st_hdul[1].header.set(tt, wcs_hd[tt])\n", + "st_hdul[0].header.set(\"HIERARCH ESO PRO CATG\", \"IMG_STACK\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "f2dafe60-50df-46a0-88c3-f7887bfd7b03", + "metadata": {}, + "outputs": [], + "source": [ + "st_hdul.append(fits.ImageHDU(array_err, header = st_hdul[1].header))\n", + "st_hdul.append(fits.ImageHDU(footprint, header = st_hdul[1].header))\n", + "st_hdul[1].name = \"DATA\"\n", + "st_hdul[2].name = \"ERR\"\n", + "st_hdul[3].name = \"DQ\"" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "ed723037-2fbb-4b73-922e-d70f7f8e0a9b", + "metadata": {}, + "outputs": [], + "source": [ + "st_hdul.writeto('sci_stacked.fits', overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "734ff42a-e375-4205-b305-6e1f3bf54058", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:scopesim]", + "language": "python", + "name": "conda-env-scopesim-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/std_raw.ipynb b/notebooks/std_raw.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..ebbfb543ec674933ad1016140ba14eb366a4f381 --- /dev/null +++ b/notebooks/std_raw.ipynb @@ -0,0 +1,432 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 5, + "id": "a7c12473-09d5-49df-ae29-2e0ebda63d4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The autoreload extension is already loaded. To reload it, use:\n", + " %reload_ext autoreload\n" + ] + } + ], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2\n", + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.colors import LogNorm\n", + "import datetime\n", + "from astropy import units as u\n", + "import scopesim as sim\n", + "import scopesim_templates as sim_tp\n", + "import astropy.units as u\n", + "from astropy.time import Time, TimeDelta\n", + "#from utils import fix_ext_header" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e275839a-5dcb-4f88-b696-ab84a8ac0735", + "metadata": {}, + "outputs": [], + "source": [ + "from scopesim_templates.micado import viking_fields as vf" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1aabf82d-5131-48c1-b8eb-1c2cf3348213", + "metadata": {}, + "outputs": [], + "source": [ + "shift_x = (0 * u.arcsec).to(u.degree)\n", + "shift_y = (0 * u.arcsec).to(u.degree)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6372cb6e-edbd-4176-9e76-cb22ee412f3d", + "metadata": {}, + "outputs": [], + "source": [ + "cmd = sim.UserCommands(\n", + " use_instrument=\"MICADO\", \n", + " set_modes=[\"MCAO\",\"IMG_4mas\"],\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "97da317b-9461-48da-be4c-583d0df90c05", + "metadata": {}, + "outputs": [], + "source": [ + "start_time =datetime.datetime(2022, 1, 2, 2, 0, 0) \n", + "\n", + "cmd.update(properties={\n", + " \"!OBS.ndit\": 1, \n", + " \"!OBS.dit\": 30,\n", + "\n", + " \"!OBS.catg\": \"CALIB\",\n", + " \"!OBS.tech\": \"IMAGE\",\n", + " \"!OBS.type\": \"PHOTOM\",\n", + "\n", + " \"!OBS.filter_name_fw1\": \"open\", \n", + " \"!OBS.filter_name_fw2\": \"H\", \n", + "\n", + " \"!OBS.mjdobs\": Time(start_time).mjd, \n", + " \"!OBS.tplstart\": start_time,\n", + "\n", + " # Fake dithering.\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": 1,\n", + " \n", + "})\n", + "\n", + "cmd[\"!DET.width\"] = 4096 # pixel\n", + "cmd[\"!DET.height\"] = 4096" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "9268d879-4daa-4f3f-8b7f-8c2192b686c4", + "metadata": {}, + "outputs": [], + "source": [ + "micado = sim.OpticalTrain(cmd)\n", + "\n", + "micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + "micado[\"MICADO_DET\"][\"full_detector_array\"].include = True" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "665712a9-e81b-424d-a945-36e7fc25dc50", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div><i>Table length=21</i>\n", + "<table id=\"table5794786512\" class=\"table-striped table-bordered table-condensed\">\n", + "<thead><tr><th>element</th><th>name</th><th>class</th><th>included</th></tr></thead>\n", + "<thead><tr><th>str13</th><th>str29</th><th>str31</th><th>bool</th></tr></thead>\n", + "<tr><td>armazones</td><td>skycalc_atmosphere</td><td>SkycalcTERCurve</td><td>True</td></tr>\n", + "<tr><td>ELT</td><td>telescope_reflection</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_static_surfaces</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>micado_ncpas_psf</td><td>NonCommonPathAberration</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_1 : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>filter_wheel_2 : [H]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO</td><td>pupil_wheel : [open]</td><td>FilterWheel</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>full_detector_array</td><td>DetectorList</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_window</td><td>DetectorWindow</td><td>False</td></tr>\n", + "<tr><td>MICADO_DET</td><td>qe_curve</td><td>QuantumEfficiencyCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>exposure_action</td><td>SummedExposure</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>dark_current</td><td>DarkCurrent</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>shot_noise</td><td>ShotNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>detector_linearity</td><td>LinearityCurve</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>border_reference_pixels</td><td>ReferencePixelBorder</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>readout_noise</td><td>PoorMansHxRGReadoutNoise</td><td>True</td></tr>\n", + "<tr><td>MICADO_DET</td><td>extra_fits_keywords</td><td>ExtraFitsKeywords</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_surface_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MAORY</td><td>maory_generic_psf</td><td>FieldConstantPSF</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_wide_field_mirror_list</td><td>SurfaceList</td><td>True</td></tr>\n", + "<tr><td>MICADO_IMG_LR</td><td>micado_adc_3D_shift</td><td>AtmosphericDispersionCorrection</td><td>False</td></tr>\n", + "</table></div>" + ], + "text/plain": [ + "<Table length=21>\n", + " element name class included\n", + " str13 str29 str31 bool \n", + "------------- ----------------------------- ------------------------------- --------\n", + " armazones skycalc_atmosphere SkycalcTERCurve True\n", + " ELT telescope_reflection SurfaceList True\n", + " MICADO micado_static_surfaces SurfaceList True\n", + " MICADO micado_ncpas_psf NonCommonPathAberration True\n", + " MICADO filter_wheel_1 : [open] FilterWheel True\n", + " MICADO filter_wheel_2 : [H] FilterWheel True\n", + " MICADO pupil_wheel : [open] FilterWheel True\n", + " MICADO_DET full_detector_array DetectorList True\n", + " MICADO_DET detector_window DetectorWindow False\n", + " MICADO_DET qe_curve QuantumEfficiencyCurve True\n", + " MICADO_DET exposure_action SummedExposure True\n", + " MICADO_DET dark_current DarkCurrent True\n", + " MICADO_DET shot_noise ShotNoise True\n", + " MICADO_DET detector_linearity LinearityCurve True\n", + " MICADO_DET border_reference_pixels ReferencePixelBorder True\n", + " MICADO_DET readout_noise PoorMansHxRGReadoutNoise True\n", + " MICADO_DET extra_fits_keywords ExtraFitsKeywords True\n", + " MAORY maory_surface_list SurfaceList True\n", + " MAORY maory_generic_psf FieldConstantPSF True\n", + "MICADO_IMG_LR micado_wide_field_mirror_list SurfaceList True\n", + "MICADO_IMG_LR micado_adc_3D_shift AtmosphericDispersionCorrection False" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado.effects" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "8e32188d-cfe4-4870-80a9-a6106aa51acd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['A0V']\n", + "['A0V']\n", + "['A0V']\n", + "['A0V']\n" + ] + } + ], + "source": [ + "xoffs = [3, -3, 3, -3]\n", + "yoffs = [2, -2, -2, 2]\n", + "\n", + "for idither in range(4):\n", + "\n", + " src = vf.viking_field(star_cat_id=\"stdstar\", gal_cat_id=\"2\", random_seed=9002)\n", + " # Shift the source in the opposite direction of the dither we want to simulate.\n", + " shift_x = (xoffs[idither] * u.arcsec).to(u.degree)\n", + " shift_y = (yoffs[idither] * u.arcsec).to(u.degree)\n", + " src.shift(-shift_x, -shift_y)\n", + "\n", + " tm = TimeDelta(30.0 * idither * u.s)\n", + "\n", + " cmd.update(properties={\n", + " \"!OBS.mjdobs\": (Time(start_time)+tm).mjd,\n", + " }) \n", + " \n", + " cmd.update(properties={\n", + " \"!OBS.ra\": shift_x,\n", + " \"!OBS.dec\": shift_y,\n", + " \"!OBS.tplexpno\": idither,\n", + " })\n", + " micado = sim.OpticalTrain(cmd)\n", + "\n", + " micado[\"MICADO_DET\"][\"detector_window\"].include = False\n", + " micado[\"MICADO_DET\"][\"full_detector_array\"].include = True\n", + " micado[\"source_fits_keywords\"].include = False", + "\n", + " micado.observe(src, random_seed=9001+idither)\n", + " hdus = micado.readout()\n", + " #fix_ext_header(hdus[0])\n", + " hdus[0].writeto(\"std_%d.fits\"%idither, overwrite=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "4bc5b481-0305-401a-8e79-57955ef1b646", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SIMPLE = T / conforms to FITS standard \n", + "BITPIX = 8 / array data type \n", + "NAXIS = 0 / number of array dimensions \n", + "EXTEND = T \n", + "HIERARCH random_seed = 3 \n", + "MJD-OBS = '2022-01-02T02:15:00' \n", + "RA = -0.00083333333333333 / [deg] \n", + "DEC = 0.000555555555555555 / [deg] \n", + "HIERARCH ESO DPR CATG = 'CALIB ' \n", + "HIERARCH ESO DPR TYPE = 'PHOTOM ' \n", + "HIERARCH ESO DPR TECH = 'IMAGE ' \n", + "HIERARCH ESO DET DIT = 30 \n", + "HIERARCH ESO DET NDIT = 10 \n", + "HIERARCH ESO DET READOUT = 'CDS ' \n", + "HIERARCH ESO INS FILT1 NAME = 'open ' \n", + "HIERARCH ESO INS FILT2 NAME = 'H ' \n", + "HIERARCH ESO INS STOP NAME = 'H ' \n", + "HIERARCH ESO INS DROT POSANGLE = 0 \n", + "HIERARCH ESO TPL START = '2022-01-02T02:00:00' \n", + "HIERARCH ESO TPL EXPNO = 3 " + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdus[0][0].header" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "13a46ef3-47c5-416d-90cb-d0030f3269a1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "skycalc_atmosphere {'filename': None, 'description': 'atmospheric spectra pulled from the skycalc server', 'history': [], 'name': 'skycalc_atmosphere', 'include': True, 'location': 'Armazones', 'altitude': 3060, 'longitude': -70.1918, 'latitude': -24.5899, 'temperature': 7, 'humidity': 0.1, 'pressure': 0.755, 'pwv': 2.5, 'airmass': 1.2, 'pupil_angle': 0, 'pixel_scale': 0.004, 'background': {'filter_name': 'Ks', 'value': 13.6, 'unit': 'mag'}, 'spectrum': {'filename': 'TER_armazones_default_FULL_IMG.dat'}, 'element_name': 'armazones', 'observatory': 'armazones', 'wmin': 699.9999999999999, 'wmax': 2499.9999999999995, 'wunit': 'um', 'wgrid_mode': 'fixed_spectral_resolution', 'wres': 5000, 'wdelta': 0.09999999999999999, 'z_order': [112, 512], 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'action': 'transmission', 'position': 0, 'use_local_skycalc_file': False} \n", + "\n", + "telescope_reflection {'filename': 'LIST_ELT_combined.tbl', 'description': 'single combined reflection curve (ESO-333023)', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/ELT/LIST_ELT_combined.tbl'], 'name': 'telescope_reflection', 'include': True, 'telescope': 'ELT', 'temperature': 7, 'ter_curve': {'filename': 'TER_ELT_5_mirror.dat'}, 'element_name': 'ELT', 'comments': ['description : ELT pupil definition for use with combined TER curve', 'author : Oliver Czoske', 'source : ESO-253082_4', 'date_created : 2021-02-22', 'date_modified : 2021-02-22', 'status : Design', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'changes :', ''], 'author': 'Oliver Czoske', 'source': 'ESO-253082_4', 'date_created': datetime.date(2021, 2, 22), 'date_modified': datetime.date(2021, 2, 22), 'status': 'Design', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'changes': None, 'z_order': [20, 120, 520], 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n", + "micado_static_surfaces {'filename': 'LIST_MICADO_mirrors_static.dat', 'description': 'surfaces list for wide field optics', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/LIST_MICADO_mirrors_static.dat'], 'name': 'micado_static_surfaces', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'comments': ['author : Kieran Leschinski', \"source : Ric's SPIE 2018 PPT presentation\", 'date_created : 2018-11-19', 'date_modified : 2019-07-10', 'status : Design, pre PDR list of all static MICADO surfaces', 'type : mirror:list', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'changes :', '- 2019-01-28 (KL) Changed column names and added units to header', '- 2019-07-10 (KL) Shortened the list to only the swappable mirrors', '- 2020-08-25 (KL) Updated angle_unit to degree from degrees (why has astropy not complained until now?)', '- 2020-10-10 (KL) Added SCAO pick-off dichroic after CM17 conversation', ''], 'author': 'Kieran Leschinski', 'source': \"Ric's SPIE 2018 PPT presentation\", 'date_created': datetime.date(2018, 11, 19), 'date_modified': datetime.date(2019, 7, 10), 'status': 'Design, pre PDR list of all static MICADO surfaces', 'type': 'mirror:list', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'changes': ['2019-01-28 (KL) Changed column names and added units to header', '2019-07-10 (KL) Shortened the list to only the swappable mirrors', '2020-08-25 (KL) Updated angle_unit to degree from degrees (why has astropy not complained until now?)', '2020-10-10 (KL) Added SCAO pick-off dichroic after CM17 conversation'], 'z_order': [20, 120, 520], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n", + "micado_ncpas_psf {'filename': 'INST_MICADO_wavefront_error_budget.dat', 'description': 'Effective NCPA induced PSF kernel', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/INST_MICADO_wavefront_error_budget.dat'], 'name': 'micado_ncpas_psf', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'pixel_scale': 0.004, 'comments': ['author : Kieran Leschinski', 'sources : Ric Davies email', 'date_created : 2016-11-21', 'date_modified : 2018-11-19', 'type : instrument:wavefront_errors_list', 'status : Idea - based on the WFE budget and emails with Ric', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '', 'description : RMS wavefront error table', 'wfe_rms_unit : nm', ''], 'author': 'Kieran Leschinski', 'sources': 'Ric Davies email', 'date_created': datetime.date(2016, 11, 21), 'date_modified': datetime.date(2018, 11, 19), 'type': 'instrument:wavefront_errors_list', 'status': 'Idea - based on the WFE budget and emails with Ric', 'changes': ['2018-11-19 (KL) updated meta data to new format'], 'wfe_rms_unit': 'nm', 'z_order': [241, 641], 'include': True, 'flux_accuracy': 0.001, 'sub_pixel_flag': False, 'convolve_mode': 'same', 'bkg_width': -1, 'wave_key': 'WAVE0', 'normalise_kernel': True, 'rotational_blur_angle': 0, 'report_plot_include': True, 'report_table_include': False, 'kernel_width': None, 'strehl_drift': 0.02, 'wave_min': '!SIM.spectral.wave_min', 'wave_max': '!SIM.spectral.wave_max'} \n", + "\n", + "full_detector_array {'filename': 'FPA_array_layout.dat', 'description': 'THe full 3x3 MICADO detector array list', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_array_layout.dat'], 'name': 'full_detector_array', 'include': True, 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'active_detectors': 'all', 'comments': ['name : MICADO H4RG-15 FPA', 'author : Oliver Czoske', 'sources: E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created : 2017-06-28', 'date_modified : 2022-02-09', 'type : detector:chip_list', 'x_cen_unit : mm', 'y_cen_unit : mm', 'x_size_unit : pix', 'y_size_unit : pix', 'pixel_size_unit : mm', 'angle_unit : deg', 'gain_unit : electron/adu', '', 'changes:', '- 2017-08-12 (OC) id changed to conform with spectroscopy report', '- 2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-01-28 (KL) moved units into header', '- 2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '- 2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '- 2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '- 2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier', ''], 'author': 'Oliver Czoske', 'sources': 'E-MCD-FPA-572089EB.uda, ELT-TRE-MCD-56300-0011', 'date_created': datetime.date(2017, 6, 28), 'date_modified': datetime.date(2022, 2, 9), 'type': 'detector:chip_list', 'x_cen_unit': 'mm', 'y_cen_unit': 'mm', 'x_size_unit': 'pix', 'y_size_unit': 'pix', 'pixel_size_unit': 'mm', 'angle_unit': 'deg', 'gain_unit': 'electron/adu', 'changes': ['2017-08-12 (OC) id changed to conform with spectroscopy report', '2018-07-26 (OC) large gap (chips 5 and 6) reduced to 8 mm', '2018-11-19 (KL) updated meta data to new format', '2019-01-28 (KL) moved units into header', '2022-02-09 (KL) small/large gap (chips 5 and 4) changed to 2.5/6.5 mm (see email from ric)', '2022-03-03 (KL) added detector angles based on (left, top) = (1,1) pixel from ELT-TRE-MCD-56300-0132', '2022-03-22 (KL) changed column names from x_len to x_size, removed columns xhw, yhw', '2022-03-22 (KL) flipped column 4 and 6 to make plotting in grid format easier'], 'z_order': [90, 290, 390, 490], 'pixel_scale': '!INST.pixel_scale', 'report_plot_include': True, 'report_table_include': True} \n", + "\n", + "qe_curve {'filename': 'QE_detector_H2RG.dat', 'description': 'Quantum efficiency curves for each detector', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/QE_detector_H2RG.dat'], 'name': 'qe_curve', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 10, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['author : Kieran Leschinski', 'sources : Finger+ 2008 SPIE', 'date_created : 2016-01-01', 'date_modified : 2019-08-09', 'type : detector:quantum_efficiency', 'status : Design, guestimated by reading off the graph in Finger+ 2008', 'description : H2RG chip quantum efficiency', 'wavelength_unit : um', 'action : transmission', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-09 (KL) Added action keyword to meta data', ''], 'author': 'Kieran Leschinski', 'sources': 'Finger+ 2008 SPIE', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2019, 8, 9), 'type': 'detector:quantum_efficiency', 'status': 'Design, guestimated by reading off the graph in Finger+ 2008', 'wavelength_unit': 'um', 'action': 'transmission', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-09 (KL) Added action keyword to meta data'], 'z_order': [113, 513], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': False, 'position': -1} \n", + "\n", + "exposure_action {'filename': None, 'description': 'Summing up sky signal for all DITs and NDITs', 'history': [], 'name': 'exposure_action', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [860], 'include': True} \n", + "\n", + "dark_current {'filename': None, 'description': 'MICADO dark current', 'history': [], 'name': 'dark_current', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'value': 0.1, 'z_order': [830], 'include': True} \n", + "\n", + "shot_noise {'filename': None, 'description': 'apply poisson shot noise to images', 'history': [], 'name': 'shot_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'z_order': [820], 'include': True, 'random_seed': 9001} \n", + "\n", + "detector_linearity {'filename': 'FPA_linearity.dat', 'description': 'Linearity characteristics of H4RG chips', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/FPA_linearity.dat'], 'name': 'detector_linearity', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'comments': ['name : H2RG linearity curve', 'author : Kieran Leschinski', 'sources: Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created : 2016-01-01', 'date_modified : 2018-11-19', 'type : detector:linearity', 'status : Design, approximated from the H2RG', 'incident_unit : ph', 'measured_unit : ph', '', 'changes :', '- 2018-11-19 (KL) updated meta data to new format', '- 2019-08-14 (KL) replaced long 1000000000 with 1e99', '- 2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]', ''], 'author': 'Kieran Leschinski', 'sources': 'Ingraham+ 2014 - Gemini Calibrations II for H2RG', 'date_created': datetime.date(2016, 1, 1), 'date_modified': datetime.date(2018, 11, 19), 'type': 'detector:linearity', 'status': 'Design, approximated from the H2RG', 'incident_unit': 'ph', 'measured_unit': 'ph', 'changes': ['2018-11-19 (KL) updated meta data to new format', '2019-08-14 (KL) replaced long 1000000000 with 1e99', '2022-03-17 (KL) Removed measured base of 300. Now linear [0, 1000]'], 'z_order': [840], 'include': True, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "border_reference_pixels {'filename': None, 'description': 'Blanks the signal on N edge row and column pixels', 'history': [], 'name': 'border_reference_pixels', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'all': 0, 'z_order': [780], 'include': True, 'top': 0, 'bottom': 0, 'left': 0, 'right': 0} \n", + "\n", + "readout_noise {'filename': None, 'description': 'Readout noise frames', 'history': [], 'name': 'readout_noise', 'image_plane_id': 0, 'temperature': -230, 'dit': 30, 'ndit': 10, 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET', 'noise_std': 12, 'n_channels': 64, 'z_order': [811], 'include': True, 'pedestal_fraction': 0.3, 'read_fraction': 0.4, 'line_fraction': 0.25, 'channel_fraction': 0.05, 'random_seed': 9001, 'report_plot_include': False, 'report_table_include': False} \n", + "\n", + "extra_fits_keywords {'filename': 'FITS_extra_keywords.yaml', 'description': 'Extra FITS headers', 'history': [], 'name': 'extra_fits_keywords', 'z_order': [999], 'include': True, 'header_dict': None, 'yaml_string': None, 'decription': 'adds extra FITS keywords from a yaml file', 'image_plane_id': 0, 'temperature': -230, 'dit': '!OBS.dit', 'ndit': '!OBS.ndit', 'width': 4096, 'height': 4096, 'x': 0, 'y': 0, 'element_name': 'MICADO_DET'} \n", + "\n", + "maory_surface_list {'filename': 'LIST_mirrors_maory_mms.tbl', 'description': 'list of surfaces in MAORY', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MAORY/LIST_mirrors_maory_mms.tbl'], 'name': 'maory_surface_list', 'temperature': 7, 'element_name': 'MAORY', 'comments': ['author : Kieran Leschinski', 'name : maory_mirror_list', 'source : Carmelo Archidiacono private email', 'date_created : 2018-11-19', 'date_modified : 2020-06-22', 'status : Design, new MAORY MMS design', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'changes :', '- 2018-11-19 (KL) Added meta data, changed Dichr. filename', '- 2019-01-28 (KL) Fixed YAML format in meta data', '- 2020-06-22 (KL) Updated file to match the MMS configuration from Carmelo', '- 2020-08-17 (KL) Pegged temperature to atmosphere', '- 2020-12-03 (KL)', ''], 'author': 'Kieran Leschinski', 'source': 'Carmelo Archidiacono private email', 'date_created': datetime.date(2018, 11, 19), 'date_modified': datetime.date(2020, 6, 22), 'status': 'Design, new MAORY MMS design', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'changes': ['2018-11-19 (KL) Added meta data, changed Dichr. filename', '2019-01-28 (KL) Fixed YAML format in meta data', '2020-06-22 (KL) Updated file to match the MMS configuration from Carmelo', '2020-08-17 (KL) Pegged temperature to atmosphere', '2020-12-03 (KL)'], 'z_order': [20, 120, 520], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n", + "maory_generic_psf {'filename': 'PSF_MCAO_ConstPSF_40_18_6.fits', 'description': 'MAORY field varying MCAO PSF', 'history': ['Opened handle to FITS file /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MAORY/PSF_MCAO_ConstPSF_40_18_6.fits'], 'name': 'maory_generic_psf', 'temperature': 7, 'element_name': 'MAORY', 'warning': 'Default PSF is not Field Varying. See Documentation', 'SIMPLE': True, 'BITPIX': 8, 'NAXIS': 0, 'EXTEND': True, 'AUTHOR': 'Kieran Leschinski', 'DATE_CRE': '2019-07-30', 'DATE_MOD': '2019-07-30', 'SOURCE': 'AnisoCADO', 'STATUS': 'Best guess for a MAORY ConstantPSF with AnisoCADO', 'ETYPE': 'CONSTPSF', 'ECAT': -1, 'EDATA': 1, 'XOFFSET': 0, 'YOFFSET': 0, 'z_order': [262, 662], 'include': True, 'flux_accuracy': 0.001, 'sub_pixel_flag': False, 'convolve_mode': 'same', 'bkg_width': -1, 'wave_key': 'WAVE0', 'normalise_kernel': True, 'rotational_blur_angle': 0, 'report_plot_include': True, 'report_table_include': False} \n", + "\n", + "micado_wide_field_mirror_list {'filename': 'LIST_MICADO_mirrors_wide.dat', 'description': 'list of extra mirrors needed for the wide field mode', 'history': ['ASCII table read from /Users/yixiancao/Work/MICADO/simcado2/imaging_sim/inst_pkgs/MICADO/LIST_MICADO_mirrors_wide.dat'], 'name': 'micado_wide_field_mirror_list', 'pixel_scale': 0.004, 'plate_scale': 0.26666666666, 'element_name': 'MICADO_IMG_LR', 'comments': ['author : Kieran Leschinski', \"source : Ric's SPIE 2018 PPT presentation\", 'date_created : 2018-11-19', 'date_modified : 2019-07-10', 'status : Design, pre PDR list of MICADO mirrors for wide-field mode', 'type : mirror:list', 'outer_unit : m', 'inner_unit : m', 'angle_unit : degree', 'temperature_unit : deg_C', 'report_table_caption: The list of surfaces from the rotating optics wheel that are added to the optical train when observing in the wide field mode', 'changes :', '- 2019-01-28 (KL) Changed column names and added units to header', '- 2019-07-10 (KL) Shortened the list to only the swappable mirrors', ''], 'author': 'Kieran Leschinski', 'source': \"Ric's SPIE 2018 PPT presentation\", 'date_created': datetime.date(2018, 11, 19), 'date_modified': datetime.date(2019, 7, 10), 'status': 'Design, pre PDR list of MICADO mirrors for wide-field mode', 'type': 'mirror:list', 'outer_unit': 'm', 'inner_unit': 'm', 'angle_unit': 'degree', 'temperature_unit': 'deg_C', 'report_table_caption': 'The list of surfaces from the rotating optics wheel that are added to the optical train when observing in the wide field mode', 'changes': ['2019-01-28 (KL) Changed column names and added units to header', '2019-07-10 (KL) Shortened the list to only the swappable mirrors'], 'z_order': [20, 120, 520], 'include': True, 'ignore_wings': False, 'wave_min': 0.7, 'wave_max': 2.5, 'wave_unit': 'um', 'wave_bin': 0.0001, 'bg_cell_width': 60, 'report_plot_include': True, 'report_table_include': True, 'minimum_throughput': 1e-06, 'etendue': <Quantity 0.01560376 arcsec2 m2>} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in list(micado.effects[\"name\"][micado.effects[\"included\"]]):\n", + " try:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n", + " except:\n", + " continue" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "edaf1bb8-e530-4122-b6d0-ec2e610fad3b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "filter_wheel_1 {'filename': None, 'description': 'upper filter wheel', 'history': [], 'name': 'filter_wheel_1', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xI1', 'xI2', 'Spec_IJ', 'Spec_HK', 'I-long', 'Y', 'J', 'J-short', 'J-long'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw1', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "filter_wheel_2 {'filename': None, 'description': '', 'history': [], 'name': 'filter_wheel_2', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['open', 'xY2', 'xK1', 'xK2', 'block', 'K-mid', 'K-short', 'Ks', 'H', 'H-long', 'H-short', 'xH1', 'xH2', 'xJ1', 'xJ2', 'xY1'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_fw2', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n", + "pupil_wheel {'filename': None, 'description': '', 'history': [], 'name': 'pupil_wheel', 'temperature': -190, 'filter_file_format': 'filters/TC_filter_{}.dat', 'element_name': 'MICADO', 'filter_names': ['H-cont', 'FeII', 'H2_1-0S1', 'Br-gamma', 'K-cont', 'K-long', 'He-I', 'Pa-beta', 'ND1', 'ND3', 'open'], 'filename_format': '!INST.filter_file_format', 'current_filter': '!OBS.filter_name_pupil', 'minimum_throughput': 0.000101, 'outer': 0.2, 'outer_unit': 'm', 'z_order': [124, 224, 524], 'include': True, 'path': '', 'report_plot_include': True, 'report_table_include': True, 'report_table_rounding': 4} \n", + "\n" + ] + } + ], + "source": [ + "for effect_name in [\"filter_wheel_1\", \"filter_wheel_2\", \"pupil_wheel\"]:\n", + " print (effect_name, micado[effect_name].meta, \"\\n\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "34bbafe6-3471-447b-8ede-0a291cd23924", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SCAO: SCAO optical system\n", + "MCAO: MCAO optical system\n", + "IMG_4mas: wide-field imager : 4mas/pix\n", + "IMG_1.5mas: high resolution imager : 1.5mas/pix\n", + "IMG_HCI: High contrast imaging\n", + "SPEC_15000x50: spectrograph : slit size 15000x50mas\n", + "SPEC_3000x50: spectrograph : slit size 3000x50mas\n", + "SPEC_3000x20: spectrograph : slit size 3000x20mas\n" + ] + } + ], + "source": [ + "micado.cmds.modes" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "abfc3dbb-625e-43cc-9a46-1bfd71c85c13", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "FieldConstantPSF: \"maory_generic_psf\"" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "micado[\"maory_generic_psf\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "450d3f28-aed4-462b-b55b-dfe6124b7201", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:scopesim]", + "language": "python", + "name": "conda-env-scopesim-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}