{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# -*- coding: utf-8 -*-\n", "\n", "import meep as mp\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "resolution = 50 # pixels/μm\n", "\n", "cell_size = mp.Vector3(14,14)\n", "\n", "pml_layers = [mp.PML(thickness=2)]\n", "\n", "# rotation angle (in degrees) of waveguide, counter clockwise (CCW) around z-axis\n", "rot_angle = np.radians(20)\n", "\n", "geometry = [mp.Block(center=mp.Vector3(),\n", " size=mp.Vector3(mp.inf,1,mp.inf),\n", " e1=mp.Vector3(1).rotate(mp.Vector3(z=1), rot_angle),\n", " e2=mp.Vector3(y=1).rotate(mp.Vector3(z=1), rot_angle),\n", " material=mp.Medium(epsilon=12))]\n", "\n", "fsrc = 0.15 # frequency of eigenmode or constant-amplitude source\n", "kx = 0.4 # initial guess for wavevector in x-direction of eigenmode\n", "bnum = 1 # band number of eigenmode\n", "\n", "compute_flux = False # compute flux (True) or plot the field profile (False)\n", "\n", "eig_src = True # eigenmode (True) or constant-amplitude (False) source\n", "\n", "if eig_src:\n", " sources = [mp.EigenModeSource(src=mp.GaussianSource(fsrc,fwidth=0.2*fsrc) if compute_flux else mp.ContinuousSource(fsrc),\n", " center=mp.Vector3(),\n", " size=mp.Vector3(y=14),\n", " direction=mp.AUTOMATIC if rot_angle == 0 else mp.NO_DIRECTION,\n", " eig_kpoint=mp.Vector3(kx).rotate(mp.Vector3(z=1), rot_angle),\n", " eig_band=bnum,\n", " eig_parity=mp.EVEN_Y+mp.ODD_Z if rot_angle == 0 else mp.ODD_Z,\n", " eig_match_freq=True)]\n", "else:\n", " sources = [mp.Source(src=mp.GaussianSource(fsrc,fwidth=0.2*fsrc) if compute_flux else mp.ContinuousSource(fsrc),\n", " center=mp.Vector3(),\n", " size=mp.Vector3(y=2),\n", " component=mp.Ez)]\n", "\n", "sim = mp.Simulation(cell_size=cell_size,\n", " resolution=resolution,\n", " boundary_layers=pml_layers,\n", " sources=sources,\n", " geometry=geometry,\n", " symmetries=[mp.Mirror(mp.Y)] if rot_angle == 0 else [])" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-----------\n", "Initializing structure...\n", "Meep progress: 6.75/100.0 = 6.8% done in 4.0s, 55.3s to go\n", "Meep progress: 13.83/100.0 = 13.8% done in 8.0s, 49.9s to go\n", "Meep progress: 20.78/100.0 = 20.8% done in 12.0s, 45.8s to go\n", "Meep progress: 27.830000000000002/100.0 = 27.8% done in 16.0s, 41.5s to go\n", "Meep progress: 34.87/100.0 = 34.9% done in 20.0s, 37.4s to go\n", "Meep progress: 41.86/100.0 = 41.9% done in 24.0s, 33.3s to go\n", "Meep progress: 48.65/100.0 = 48.6% done in 28.0s, 29.6s to go\n", "Meep progress: 55.52/100.0 = 55.5% done in 32.0s, 25.7s to go\n", "Meep progress: 62.51/100.0 = 62.5% done in 36.0s, 21.6s to go\n", "Meep progress: 69.52/100.0 = 69.5% done in 40.0s, 17.5s to go\n", "Meep progress: 76.52/100.0 = 76.5% done in 44.0s, 13.5s to go\n", "Meep progress: 83.45/100.0 = 83.5% done in 48.0s, 9.5s to go\n", "Meep progress: 90.52/100.0 = 90.5% done in 52.0s, 5.4s to go\n", "Meep progress: 97.52/100.0 = 97.5% done in 56.0s, 1.4s to go\n", "run 0 finished at t = 100.0 (10000 timesteps)\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "if compute_flux:\n", " tran = sim.add_flux(fsrc, 0, 1, mp.FluxRegion(center=mp.Vector3(x=5), size=mp.Vector3(y=14)))\n", " sim.run(until_after_sources=50)\n", " print(\"flux:, {:.6f}\".format(mp.get_fluxes(tran)[0]))\n", "else:\n", " sim.run(until=100)\n", " nonpml_vol = mp.Volume(center=mp.Vector3(), size=mp.Vector3(10,10,0))\n", " eps_data = sim.get_array(vol=nonpml_vol, component=mp.Dielectric)\n", " ez_data = sim.get_array(vol=nonpml_vol, component=mp.Ez)\n", " plt.figure(dpi=200)\n", " plt.imshow(np.flipud(np.transpose(eps_data)), interpolation='spline36', cmap='binary')\n", " plt.imshow(np.flipud(np.transpose(ez_data)), interpolation='spline36', cmap='RdBu', alpha=0.9)\n", " plt.axis('off')" ] } ], "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": "3.7.1" } }, "nbformat": 4, "nbformat_minor": 2 }