{ "cells": [ { "cell_type": "code", "execution_count": 170, "id": "6026a74b", "metadata": {}, "outputs": [], "source": [ "%matplotlib widget\n", "\n", "isdark = False\n", "\n", "from rayoptics.environment import *" ] }, { "cell_type": "code", "execution_count": 171, "id": "c7d740ee", "metadata": { "scrolled": true }, "outputs": [], "source": [ "opm = OpticalModel()\n", "sm = opm['seq_model']\n", "osp = opm['optical_spec']\n", "pm = opm['parax_model']\n", "\n", "osp['pupil'] = PupilSpec(osp, key=['object', 'pupil'], value=16)\n", "osp['fov'] = FieldSpec(osp, key=['object', 'angle'], value=5, flds=[0., 0.707, 1.], is_relative=True)\n", "osp['wvls'] = WvlSpec([('F', 0.5), (587.5618, 1.0), ('C', 0.5)], ref_wl=1)\n", "\n", "opm.radius_mode = True\n", "\n", "sm.gaps[0].thi=1e10\n", "\n", "def calc_curvature(n, fl):\n", " return (n-1)*fl\n", "\n", "n_bk7 = 1.5168\n", "n_lasf9 = 1.85025\n", "n_f2 = 1.62005\n", "\n", "v_bk7 = 64.17\n", "v_lasf9 = 32.16\n", "v_f2 = 36.43\n", "# try for chaining a 3x telescope setup with a second 3x telescope setup\n", "f0 = 150\n", "f0_0 = (v_bk7-v_f2)*f0/v_bk7\n", "f0_1 = -f0_0*v_bk7/v_f2\n", "f0_actual = 1/(1/f0_0+1/f0_1)\n", "f1 = 60\n", "# 1/f = 1/f0 + 1/f1 = 1/f0 - v2/(f0*v1) = (v1-v2)/(v1*f0)\n", "# f0 = (v1-v2)*f/v1\n", "f1_0 = (v_bk7-v_f2)*f1/v_bk7\n", "f1_1 = -f1_0*v_bk7/v_f2\n", "\n", "f2 = 150\n", "f3 = 50\n", "\n", "f1_stacked = 2*f1\n", "\n", "r0 = calc_curvature(n_lasf9, f0)\n", "r0_0 = calc_curvature(n_bk7, f0_0)\n", "r0_1 = calc_curvature(n_f2, f0_1)\n", "r1 = calc_curvature(n_lasf9, f1)\n", "r1_0 = calc_curvature(n_bk7, f1_0)\n", "r1_1 = calc_curvature(n_f2, f1_1)\n", "r2 = calc_curvature(n_lasf9, f2)\n", "r3 = calc_curvature(n_lasf9, f3)\n", "\n", "#sm.add_surface([r0_0, 2, 'N-BK7', 'Schott', 42/2])\n", "#sm.add_surface([1e9, 2, 'N-F2', 'Schott', 42/2])\n", "#sm.add_surface([-r0_1, 180+2*f1])\n", "#sm.add_surface([-r0_1, 180+2*36.])\n", "\n", "sm.add_surface([r1_0, 4, 'N-BK7', 'Schott', 16])\n", "sm.add_surface([1e9, 2, 'N-F2', 'Schott', 16])\n", "sm.add_surface([-r1_1, 30])\n", "#sm.add_surface([1e9, 2, 'N-LASF9', 'Schott', 16])\n", "#sm.add_surface([-r1, f2+f3])\n", "\n", "\n", "#sm.add_surface([r2, 2, 'N-LASF9', 'Schott', 16])\n", "#sm.add_surface([1e9, f2+f3])\n", "#sm.add_surface([1e9, 2, 'N-LASF9', 'Schott', 16])\n", "#sm.add_surface([-r3, f3])" ] }, { "cell_type": "code", "execution_count": 54, "id": "a26f0ff4", "metadata": { "scrolled": true }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "bc33ba3f73f646adb605241decb1dcb5", "version_major": 2, "version_minor": 0 }, "image/png": "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", "text/html": [ "\n", "