{ "cells": [ { "cell_type": "markdown", "id": "f5104033-914c-4c2c-a729-a224e1015917", "metadata": {}, "source": [ "# Detector Efficiency Comparison" ] }, { "cell_type": "code", "execution_count": 1, "id": "23541778-a78b-45e2-a9d8-efc8a6e52ed8", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import astropy.units as u\n", "from astropy.visualization import quantity_support\n", "from sunpy.io.special import read_genx\n", "\n", "from mocksipipeline.detector.response import SpectrogramChannel, ThinFilmFilter" ] }, { "cell_type": "code", "execution_count": 22, "id": "b459902f-da9d-46a8-9cdc-ff8315deea4d", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(channel.wavelength, channel.wavelength_response)\n", "#plt.xlim(0,20)\n", "plt.yscale('log')" ] }, { "cell_type": "code", "execution_count": 2, "id": "e8fd7c22-b1a5-4bae-afa0-cd6e526d7e20", "metadata": {}, "outputs": [], "source": [ "channel = SpectrogramChannel(1)\n", "original_data = channel._read_genx_instrument_data('MOXSI_S1')" ] }, { "cell_type": "code", "execution_count": 3, "id": "1ad9e629-ecc3-42c5-8306-b2c0863f8d4b", "metadata": {}, "outputs": [], "source": [ "wavelength = np.arange(1,1000,0.1) * u.AA\n", "energy = wavelength.to('eV', equivalencies=u.equivalencies.spectral())" ] }, { "cell_type": "code", "execution_count": 4, "id": "7c5d7210-bae1-485f-b5f6-6ab3a8c1e434", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$[12398.42,~11271.291,~10332.017,~\\dots,~12.40214,~12.4009,~12.39966] \\; \\mathrm{eV}$" ], "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "energy" ] }, { "cell_type": "code", "execution_count": 5, "id": "774a81af-06b3-461f-b8be-f945051316c4", "metadata": {}, "outputs": [], "source": [ "si_10 = ThinFilmFilter('Si', thickness=10*u.micron, xrt_table='Henke')\n", "si_33 = ThinFilmFilter('Si', thickness=33*u.micron, xrt_table='Henke')\n", "sio2 = ThinFilmFilter(['Si', 'O'], thickness=50*u.AA, quantities=[1,2], xrt_table='Chantler total')" ] }, { "cell_type": "code", "execution_count": 14, "id": "67dcdac4-30a3-40d7-8adc-111ff2206f58", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(15,5))\n", "with quantity_support():\n", " plt.plot(wavelength, 1-si_33.transmissivity(energy), label=r'Si, $33\\,\\mu$m')\n", " plt.plot(wavelength,\n", " sio2.transmissivity(energy)*(1-si_10.transmissivity(energy)),\n", " label=r'Transmission SiO$_2$ $50\\,\\mathrm{\\AA}$ + Absorption Si $10\\,\\mu$m')\n", " plt.plot(wavelength, 1-si_10.transmissivity(energy), label=r'Si, $10\\,\\mu$m')\n", "\n", "plt.plot(original_data['wave'], original_data['det'],\n", " label='From proposal', color='k', ls=':', lw=3)\n", "plt.legend(frameon=False)\n", "#plt.xlim(0,55)\n", "plt.ylim(0,1.02)\n", "plt.axhline(y=0.9, ls=':', color='k')\n", "plt.xscale('log')" ] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:mocksipipeline-dev]", "language": "python", "name": "conda-env-mocksipipeline-dev-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": "3.11.6" } }, "nbformat": 4, "nbformat_minor": 5 }