{ "cells": [ { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 Surface(lbl='Obj', profile=Spherical(c=0.0), interact_mode=transmit)\n", "1 Surface(profile=Spherical(c=0.011524587707874751), interact_mode=transmit)\n", "2 Surface(profile=Spherical(c=0.0016867872269724026), interact_mode=transmit)\n", "3 Surface(profile=Spherical(c=0.019669938433092705), interact_mode=transmit)\n", "4 Surface(profile=Spherical(c=0.013188088518450138), interact_mode=transmit)\n", "5 Surface(profile=Spherical(c=0.00708888038223243), interact_mode=transmit)\n", "6 Surface(profile=Spherical(c=0.02858694719990852), interact_mode=transmit)\n", "7 Surface(profile=Spherical(c=0.0), interact_mode=transmit)\n", "8 Surface(profile=Spherical(c=-0.029019994776400937), interact_mode=transmit)\n", "9 Surface(profile=Spherical(c=0.00010320002641920676), interact_mode=transmit)\n", "10 Surface(profile=Spherical(c=-0.017582108446444897), interact_mode=transmit)\n", "11 Surface(profile=Spherical(c=-0.0055705341028097774), interact_mode=transmit)\n", "12 Surface(profile=Spherical(c=-0.016544239295877176), interact_mode=transmit)\n", "13 Surface(profile=Spherical(c=0.0036076337530213934), interact_mode=transmit)\n", "14 Surface(profile=Spherical(c=-0.003016664052224488), interact_mode=transmit)\n", "15 Surface(lbl='Img', profile=Spherical(c=0.0), interact_mode=transmit)\n", "0 Gap(t=10000000000.0, medium=Air())\n", "1 Gap(t=9.8837, medium=Glass(nd=1.80218, vd=44.7, mat='', cat=''))\n", "2 Gap(t=0.1938, medium=Air())\n", "3 Gap(t=9.6899, medium=Glass(nd=1.78797, vd=47.5, mat='', cat=''))\n", "4 Gap(t=2.907, medium=Air())\n", "5 Gap(t=2.7132, medium=Glass(nd=1.6727, vd=32.2, mat='', cat=''))\n", "6 Gap(t=16.6512, medium=Air())\n", "7 Gap(t=13, medium=Air())\n", "8 Gap(t=1.938, medium=Glass(nd=1.74, vd=28.3, mat='', cat=''))\n", "9 Gap(t=12.9845, medium=Glass(nd=1.77279, vd=49.4, mat='', cat=''))\n", "10 Gap(t=0.3876, medium=Air())\n", "11 Gap(t=8.1395, medium=Glass(nd=1.78797, vd=47.5, mat='', cat=''))\n", "12 Gap(t=0.1938, medium=Air())\n", "13 Gap(t=5.4264, medium=Glass(nd=1.78797, vd=47.5, mat='', cat=''))\n", "14 Gap(t=74.1, medium=Air())\n", " r t medium mode zdr sd\n", " Obj: 0.000000 1.00000e+10 air 1 4.2447e+09\n", " 1: 86.771000 9.88370 802.447 1 52.980\n", " 2: 592.843000 0.193800 air 1 56.106\n", " 3: 50.839000 9.68990 788.475 1 37.509\n", " 4: 75.826000 2.90700 air 1 35.250\n", " 5: 141.066000 2.71320 673.322 1 37.439\n", " 6: 34.981000 16.6512 air 1 26.986\n", "Stop: 0.000000 13.0000 air 1 24.708\n", " 8: -34.459000 1.93800 740.283 1 24.525\n", " 9: 9689.920000 12.9845 773.494 1 33.936\n", " 10: -56.876000 0.387600 air 1 34.742\n", " 11: -179.516000 8.13950 788.475 1 40.300\n", " 12: -60.444000 0.193800 air 1 39.397\n", " 13: 277.190000 5.42640 788.475 1 43.603\n", " 14: -331.492000 74.1000 air 1 43.555\n", " Img: 0.000000 0.00000 1 42.883\n", "efl 100\n", "ffl -23.68\n", "pp1 76.32\n", "bfl 74.09\n", "ppk 25.91\n", "f/# 1.4\n", "m -0.0001051\n", "red -1e+08\n", "obj_dist 1e+10\n", "obj_ang 23\n", "enp_dist 51.64\n", "enp_radius 35.71\n", "na obj 3.571e-09\n", "n obj 1\n", "img_dist 74.1\n", "img_ht 42.45\n", "exp_dist -58.68\n", "exp_radius 47.42\n", "na img -0.3363\n", "n img 1\n", "optical invariant 15.16\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "isdark = False\n", "from rayoptics.environment import *\n", "from rayoptics.elem.elements import Element\n", "from rayoptics.raytr.trace import apply_paraxial_vignetting\n", "opm = OpticalModel()\n", "sm = opm.seq_model\n", "osp = opm.optical_spec\n", "pm = opm.parax_model\n", "osp.pupil = PupilSpec(osp, key=['image', 'f/#'], value=1.4)\n", "osp.field_of_view = FieldSpec(osp, key=['object', 'angle'], flds=[0., 23])\n", "osp.spectral_region = WvlSpec([(486.1327, 0.5), (587.5618, 1.0), (656.2725, 0.5)], ref_wl=1)\n", "opm.system_spec.title = 'US 4'\n", "opm.system_spec.dimensions = 'MM'\n", "opm.radius_mode = True\n", "sm.gaps[0].thi=1e10\n", "sm.add_surface([86.771,9.8837,1.80218,44.7])\n", "sm.ifcs[-1].max_aperture = 38\n", "sm.add_surface([592.843,0.1938])\n", "sm.ifcs[-1].max_aperture = 38\n", "sm.add_surface([50.839,9.6899,1.78797,47.5])\n", "sm.ifcs[-1].max_aperture = 32\n", "sm.add_surface([75.826,2.907])\n", "sm.ifcs[-1].max_aperture = 31\n", "sm.add_surface([141.066,2.7132,1.6727,32.2])\n", "sm.ifcs[-1].max_aperture = 30\n", "sm.add_surface([34.981,16.6512])\n", "sm.ifcs[-1].max_aperture = 25.5\n", "sm.add_surface([0,13])\n", "sm.set_stop()\n", "sm.ifcs[-1].max_aperture = 24.709\n", "sm.add_surface([-34.459,1.938,1.74,28.3])\n", "sm.ifcs[-1].max_aperture = 25.4\n", "sm.add_surface([9689.92,12.9845,1.77279,49.4])\n", "sm.ifcs[-1].max_aperture = 29\n", "sm.add_surface([-56.876,0.3876])\n", "sm.ifcs[-1].max_aperture = 30.5\n", "sm.add_surface([-179.516,8.1395,1.78797,47.5])\n", "sm.ifcs[-1].max_aperture = 33.4\n", "sm.add_surface([-60.444,0.1938])\n", "sm.ifcs[-1].max_aperture = 33.9\n", "sm.add_surface([277.19,5.4264,1.78797,47.5])\n", "sm.ifcs[-1].max_aperture = 33\n", "sm.add_surface([-331.492,74.1])\n", "sm.ifcs[-1].max_aperture = 33\n", "sm.list_surfaces()\n", "sm.list_gaps()\n", "opm.update_model()\n", "sm.list_model()\n", "pm.first_order_data()\n", "apply_paraxial_vignetting(opm)\n", "layout_plt = plt.figure(FigureClass=InteractiveLayout, opt_model=opm, do_draw_rays=True, do_paraxial_layout=False,\n", " is_dark=isdark).plot()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "spot_plt = plt.figure(FigureClass=SpotDiagramFigure, opt_model=opm, scale_type=Fit.User_Scale, \n", " user_scale_value=0.1, is_dark=isdark).plot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 2 }