From d928584554c29885f828904938b88b5de1207f42 Mon Sep 17 00:00:00 2001 From: Edoardo Vergerio Date: Mon, 24 Aug 2026 17:27:50 +0200 Subject: [PATCH] added a notebook to verify the full symmetric phase masks and propagation. A comparison between ASM and FDTD is made. The comparison is ideal in the sense that phase masks are implemented assuming unitary transmission. Although not realistic in practice, it is good to compare the results obtained from the two methods. Next steps will require simulating the phase mask as a true metasurface made of nano-pillars. --- metaprop_fibermode_doublet_sym.py | 10 +- metasurface/full_verification.ipynb | 1498 +++++++++++++++++ .../asm_intermediate_field.pdf | Bin 0 -> 132733 bytes .../asm_output_field.pdf | Bin 0 -> 119473 bytes .../fdtd_intermediate_field.pdf | Bin 0 -> 129274 bytes .../fdtd_output_field.pdf | Bin 0 -> 115077 bytes ...td_vs_asm_intermediate_field_amplitude.pdf | Bin 0 -> 18498 bytes .../fdtd_vs_asm_intermediate_field_phase.pdf | Bin 0 -> 16925 bytes .../fdtd_vs_asm_output_field_amplitude.pdf | Bin 0 -> 23569 bytes .../fdtd_vs_asm_output_field_phase.pdf | Bin 0 -> 22417 bytes .../simulation_setup.pdf | Bin 0 -> 12653 bytes metasurface/meep_fullmeta_propagation.py | 4 +- 12 files changed, 1505 insertions(+), 7 deletions(-) create mode 100644 metasurface/full_verification.ipynb create mode 100644 metasurface/full_verification_results/asm_intermediate_field.pdf create mode 100644 metasurface/full_verification_results/asm_output_field.pdf create mode 100644 metasurface/full_verification_results/fdtd_intermediate_field.pdf create mode 100644 metasurface/full_verification_results/fdtd_output_field.pdf create mode 100644 metasurface/full_verification_results/fdtd_vs_asm_intermediate_field_amplitude.pdf create mode 100644 metasurface/full_verification_results/fdtd_vs_asm_intermediate_field_phase.pdf create mode 100644 metasurface/full_verification_results/fdtd_vs_asm_output_field_amplitude.pdf create mode 100644 metasurface/full_verification_results/fdtd_vs_asm_output_field_phase.pdf create mode 100644 metasurface/full_verification_results/simulation_setup.pdf diff --git a/metaprop_fibermode_doublet_sym.py b/metaprop_fibermode_doublet_sym.py index 602ef31..5377c5e 100644 --- a/metaprop_fibermode_doublet_sym.py +++ b/metaprop_fibermode_doublet_sym.py @@ -456,8 +456,8 @@ print("Input field integrated intensity: %.4e" % input_field_intensity) #make a plot and save the input field make_2Dplot_of(input_field_2d, choose_quantity="amplitude", save_name="input_field_amplitude", plot_zoom_x=zoom_x, plot_zoom_y=zoom_y) make_2Dplot_of(input_field_2d, choose_quantity="phase", save_name="input_field_phase", plot_zoom_x=zoom_x, plot_zoom_y=zoom_y) -make_2Dplot_of(input_field_before_MS1.reshape((Nx, Ny)), choose_quantity="amplitude", save_name="input_field_before_MS1_amplitude", plot_zoom_x=full_view_x, plot_zoom_y=full_view_y) -make_2Dplot_of(input_field_before_MS1.reshape((Nx, Ny)), choose_quantity="phase", save_name="input_field_before_MS1_phase", plot_zoom_x=full_view_x, plot_zoom_y=full_view_y) +make_2Dplot_of(input_field_before_MS1.reshape((Nx, Ny)), choose_quantity="amplitude", save_name="input_field_before_MS1_amplitude", plot_zoom_x=zoom_x, plot_zoom_y=zoom_y) +make_2Dplot_of(input_field_before_MS1.reshape((Nx, Ny)), choose_quantity="phase", save_name="input_field_before_MS1_phase", plot_zoom_x=zoom_x, plot_zoom_y=zoom_y) ########################### ########################### @@ -468,8 +468,8 @@ target_Efield_2d = fiber_mode_pattern / np.sqrt(np.sum(np.abs(fiber_mode_pattern target_Efield = target_Efield_2d.flatten() #normalized target field (intensity = 1) # Plot: Target field -make_polarPlot_of(target_Efield_2d, choose_quantity="amplitude", save_name="target_field_1_amplitude_polar", plot_zoom_r=zoom_output_fiber_radius) -make_polarPlot_of(target_Efield_2d, choose_quantity="phase", save_name="target_field_1_phase_polar", plot_zoom_r=zoom_output_fiber_radius) +make_2Dplot_of(target_Efield_2d, choose_quantity="amplitude", save_name="target_field_1_amplitude_polar", plot_zoom_x=zoom_x, plot_zoom_y=zoom_y) +make_2Dplot_of(target_Efield_2d, choose_quantity="phase", save_name="target_field_1_phase_polar", plot_zoom_x=zoom_x, plot_zoom_y=zoom_y) ########################### ########################### @@ -687,7 +687,7 @@ if __name__ == "__main__": #save the output field for later use save_output_field = True if save_output_field: - np.save(f"{save_folder}/intermediate_field_0.npy", intermediate_fields[0].reshape((Nx, Ny))) + np.save(f"{save_folder}/intermediate_field_1.npy", intermediate_fields[0].reshape((Nx, Ny))) np.save(f"{save_folder}/optimized_output_field.npy", output_field.reshape((Nx, Ny))) # Plot results in individual PDF figures diff --git a/metasurface/full_verification.ipynb b/metasurface/full_verification.ipynb new file mode 100644 index 0000000..5b4c619 --- /dev/null +++ b/metasurface/full_verification.ipynb @@ -0,0 +1,1498 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "03366420", + "metadata": {}, + "source": [ + "This notebook illustrates the complete verification procedure of the phase masks by implementing beam propagation within the Tidy3D FDTD solver." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "e1636f84", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import tidy3d as td\n", + "from tidy3d import web" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "3d793ad6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Simulation pixel size: 199 199\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lambda0 = 1.55\n", + "freq0 = td.C_0 / lambda0\n", + "fwidth = freq0 / 10\n", + "min_steps_wavelength = 20\n", + "\n", + "#simulation size\n", + "sim_x_size = 140 #x dimension [um]\n", + "sim_y_size = sim_x_size #y dimension [um]\n", + "sim_z_size = 3 * lambda0\n", + "P = 0.700 #unitcell pitch [um]\n", + "unit_cell_pitch = P #[um]\n", + "Nx = 1025 #x-number of pixels\n", + "Ny = Nx #y-number of pixels\n", + "nx = (Nx - 1) // 2 #indices without axes (= #512)\n", + "ny = (Ny - 1) // 2\n", + "n_siO2 = 1.45\n", + "\n", + "#simulation run time\n", + "run_time = 20 / fwidth\n", + "\n", + "#full spatial grid\n", + "size_x = unit_cell_pitch * Nx #actual physical size [um]\n", + "size_y = unit_cell_pitch * Ny\n", + "xs = np.arange(-Nx//2+1, Nx//2+1) * (size_x / Nx)\n", + "ys = np.arange(-Ny//2+1, Ny//2+1) * (size_y / Ny)\n", + "XS, YS = np.meshgrid(xs, ys)\n", + "\n", + "#important checks on spatial grid\n", + "try:\n", + " assert(len(xs) == Nx)\n", + " assert(len(ys) == Ny)\n", + " assert(xs[0] == xs[-1]*-1)\n", + " assert(ys[0] == ys[-1]*-1)\n", + " assert(xs[nx]==0)\n", + " assert(ys[ny]==0)\n", + " assert(np.abs(np.abs(xs[1]-xs[0]) - unit_cell_pitch) < 1e-12)\n", + "except:\n", + " raise ValueError(\"Error while setting up the spatial grid.\")\n", + "\n", + "#defines the simulation spatial grid (which is smaller than the full spatial grid)\n", + "sim_mask = np.zeros((Nx, Ny),dtype=int)\n", + "for i in range(Nx):\n", + " for j in range(Ny):\n", + " if np.abs(XS[i,j])" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sim_size = [sim_x_size, sim_y_size, sim_z_size]\n", + "sim = td.Simulation(\n", + " size=sim_size,\n", + " grid_spec=grid_spec,\n", + " sources=[custom_src],\n", + " monitors=all_monitors,\n", + " run_time=run_time,\n", + " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", + ")\n", + "sim.plot(x=0)\n", + "plt.savefig(\"full_verification_results/simulation_setup.pdf\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "4236ca3d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
16:44:28 CEST Created task 'full_verification_step1' with resource_id           \n",
+       "              'fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2' and task_type 'FDTD'. \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m16:44:28 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'full_verification_step1'\u001b[0m with resource_id \n", + "\u001b[2;36m \u001b[0m\u001b[32m'fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
              View task using web UI at                                         \n",
+       "              'https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8\n",
+       "              d8-4b1d-8e84-004d4bee9cb2'.                                       \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at \n", + "\u001b[2;36m \u001b[0m\u001b]8;id=9512730;https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512731;https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512730;https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512732;https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512730;https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2\u001b\\\u001b[32m-36857d42-c8\u001b[0m\u001b]8;;\u001b\\\n", + "\u001b[2;36m \u001b[0m\u001b]8;id=9512730;https://tidy3d.simulation.cloud/workbench?taskId=fdve-36857d42-c8d8-4b1d-8e84-004d4bee9cb2\u001b\\\u001b[32md8-4b1d-8e84-004d4bee9cb2'\u001b[0m\u001b]8;;\u001b\\. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
              Task folder: 'default'.                                           \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=9512734;https://tidy3d.simulation.cloud/folders/folder-6fa00d15-cb0e-4116-8177-44b5787077db\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "681c53d570884fd98ce873c814e92324", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n"
+      ],
+      "text/plain": []
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "
16:44:33 CEST Estimated FlexCredit cost: 0.676. This assumes the FDTD solver    \n",
+       "              runs for the full simulation time; if early shutoff is reached,   \n",
+       "              the billed cost can be lower. Use 'web.real_cost(task_id)' to get \n",
+       "              the billed FlexCredit cost after a simulation run.                \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m16:44:33 CEST\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m0.676\u001b[0m. This assumes the FDTD solver \n", + "\u001b[2;36m \u001b[0mruns for the full simulation time; if early shutoff is reached, \n", + "\u001b[2;36m \u001b[0mthe billed cost can be lower. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get \n", + "\u001b[2;36m \u001b[0mthe billed FlexCredit cost after a simulation run. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "job = web.Job(simulation=sim, task_name=\"full_verification_step1\")\n", + "estimated_cost = web.estimate_cost(job.task_id)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "6af7d021", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
16:44:43 CEST status = queued                                                   \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m16:44:43 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = queued \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
              To cancel the simulation, use 'web.abort(task_id)' or             \n",
+       "              'web.delete(task_id)' or abort/delete the task in the web UI.     \n",
+       "              Terminating the Python script will not stop the job running on the\n",
+       "              cloud.                                                            \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or \n", + "\u001b[2;36m \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI. \n", + "\u001b[2;36m \u001b[0mTerminating the Python script will not stop the job running on the\n", + "\u001b[2;36m \u001b[0mcloud. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "33496b8f5c93457ab8c3b677e3d9cd15", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
16:44:54 CEST status = preprocess                                               \n",
+       "
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16:44:59 CEST starting up solver                                                \n",
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16:45:45 CEST View simulation result at                                         \n",
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+       "              d8-4b1d-8e84-004d4bee9cb2'.                                       \n",
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16:45:52 CEST Loading results from                                              \n",
+       "              full_verification_results/full_verification_step1.hdf5            \n",
+       "
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"outputs": [], + "source": [ + "#Projected field monitor\n", + "proj_fields = sim_data[\"monitor_projection\"].fields_cartesian.Ex.sel(f=freq0, z=f)\n", + "\n", + "fig, ax = plt.subplots(1,2,figsize=(14, 5.5),)\n", + "\n", + "im0 = ax[0].pcolormesh(XS_source, YS_source, np.abs(proj_fields), shading='auto', cmap='viridis',rasterized=True)\n", + "ax[0].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[0].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[0].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[0].set_ylabel(\"y (μm)\", fontsize=15,)\n", + "ax[0].set_title(\"FDTD - Projected Amplitude\", fontsize=15, pad=15)\n", + "ax[0].set_aspect('equal')\n", + "cbar0 = plt.colorbar(im0, ax=ax[0], label=\"Amplitude (a.u.)\")\n", + "cbar0.set_label(\"Amplitude (a.u.)\", fontsize=15)\n", + "cbar0.ax.tick_params(labelsize=15)\n", + "\n", + "im1 = ax[1].pcolormesh(XS_source, YS_source, (np.angle(proj_fields)+2*np.pi)%(2*np.pi), shading='auto', cmap='hsv',rasterized=True)\n", + "ax[1].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[1].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[1].set_title(\"FDTD - Projected Phase\", fontsize=15, pad=15)\n", + "ax[1].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[1].set_ylabel(\"y (μm)\", fontsize=15,)\n", + "ax[1].set_aspect('equal')\n", + "cbar1 = plt.colorbar(im1, ax=ax[1], label=\"Phase (rad)\")\n", + "cbar1.set_label(\"Phase (rad)\", fontsize=15)\n", + "cbar1.ax.tick_params(labelsize=15)\n", + "\n", + "for ax_item in ax:\n", + " ax_item.tick_params(labelsize=15, width=1.5, length=6)\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "\n", + "nf_fields_x = sim_data[\"monitor_nf\"].Ex.sel(f=freq0, z=prj_monitor_position).x\n", + "nf_fields_y = sim_data[\"monitor_nf\"].Ex.sel(f=freq0, z=prj_monitor_position).y\n", + "nf_fields_Ex = sim_data[\"monitor_nf\"].Ex.sel(f=freq0, z=prj_monitor_position)\n", + "\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/fdtd_intermediate_field.pdf\")\n", + "plt.close()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "db4463fe", + "metadata": {}, + "outputs": [], + "source": [ + "#Intermediate field computed by ASM\n", + "#import the ASM intermediate field\n", + "intermediate_field = np.load(\"../results_sym/intermediate_field_1.npy\")\n", + "\n", + "fig, ax = plt.subplots(1,2,figsize=(14, 5.5),)\n", + "im0 = ax[0].pcolormesh(XS, YS, np.abs(intermediate_field), shading='auto', cmap='viridis',rasterized=True)\n", + "ax[0].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[0].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[0].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[0].set_ylabel(\"y (μm)\", fontsize=15,)\n", + "ax[0].set_title(\"ASM - Intermediate Field Amplitude\", fontsize=15, pad=15)\n", + "cbar0 = plt.colorbar(im0, ax=ax[0], label=\"Amplitude (a.u.)\")\n", + "cbar0.set_label(\"Amplitude (a.u.)\", fontsize=15)\n", + "cbar0.ax.tick_params(labelsize=15)\n", + "\n", + "im1 = ax[1].pcolormesh(XS, YS, (np.angle(intermediate_field)+2*np.pi)%(2*np.pi), shading='auto', cmap='hsv',rasterized=True)\n", + "ax[1].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[1].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[1].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[1].set_ylabel(\"y (μm)\", fontsize=15,)\n", + "ax[1].set_title(\"ASM - Intermediate Field Phase\", fontsize=15, pad=15)\n", + "cbar1 = plt.colorbar(im1, ax=ax[1], label=\"Phase (rad)\")\n", + "cbar1.set_label(\"Phase (rad)\", fontsize=15)\n", + "cbar1.ax.tick_params(labelsize=15)\n", + "\n", + "for ax_item in ax:\n", + " ax_item.tick_params(labelsize=15, width=1.5, length=6)\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/asm_intermediate_field.pdf\")\n", + "plt.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "b77434c9", + "metadata": {}, + "outputs": [], + "source": [ + "#make a 1D slice to compare phase of projected and intermediate ASM fields\n", + "#phase\n", + "output_fiber_core_diameter = 19\n", + "\n", + "projected_field_slice_x = proj_fields.x\n", + "projected_field_slice_xCut = proj_fields[XS_source.shape[0]//2, :]\n", + "projected_field_slice_y = proj_fields.y\n", + "projected_field_slice_yCut = proj_fields[:,YS_source.shape[0]//2]\n", + "\n", + "intermediate_field_slice_xCut = intermediate_field[XS.shape[0]//2,:]\n", + "intermediate_field_slice_x = XS[XS.shape[0]//2,:]\n", + "intermediate_field_slice_yCut = intermediate_field[:,YS.shape[0]//2]\n", + "intermediate_field_slice_y = YS[:,YS.shape[0]//2]\n", + "\n", + "fig, ax = plt.subplots(1,2,figsize=(12,6))\n", + "ax[0].plot(projected_field_slice_x, ((np.angle(projected_field_slice_xCut))),'r', label=\"FDTD\", linewidth=2.5)\n", + "ax[0].plot(intermediate_field_slice_x, ((np.angle(intermediate_field_slice_xCut))),'--b', label=\"ASM\", linewidth=2.5)\n", + "ax[0].set_xlabel(\"x [um]\",fontsize=15,)\n", + "ax[0].set_ylabel(\"Phase [rad]\",fontsize=15,)\n", + "ax[0].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[0].tick_params(labelsize=15)\n", + "ax[0].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "\n", + "\n", + "ax[1].plot(projected_field_slice_y, ((np.angle(projected_field_slice_yCut))),'r', label=\"FDTD\", linewidth=2.5)\n", + "ax[1].plot(intermediate_field_slice_y, ((np.angle(intermediate_field_slice_yCut))),'--b', label=\"ASM\", linewidth=2.5)\n", + "ax[1].set_xlabel(\"y [um]\", fontsize=15,)\n", + "ax[1].set_ylabel(\"Phase [rad]\", fontsize=15,)\n", + "ax[1].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[1].tick_params(labelsize=15)\n", + "ax[1].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "\n", + "for ax_item in ax:\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/fdtd_vs_asm_intermediate_field_phase.pdf\")\n", + "plt.close()\n", + "\n", + "#amplitudes\n", + "normalized_projected_field_xCut = np.abs(projected_field_slice_xCut) / np.max(np.abs(projected_field_slice_xCut))\n", + "normalized_intermediate_field_xCut = np.abs(intermediate_field_slice_xCut) / np.max(np.abs(intermediate_field_slice_xCut))\n", + "normalized_projected_field_yCut = np.abs(projected_field_slice_yCut) / np.max(np.abs(projected_field_slice_yCut))\n", + "normalized_intermediate_field_yCut = np.abs(intermediate_field_slice_yCut) / np.max(np.abs(intermediate_field_slice_yCut))\n", + "\n", + "fig, ax = plt.subplots(1,2,figsize=(12,6))\n", + "ax[0].plot(projected_field_slice_x, normalized_projected_field_xCut,'r', label=\"FDTD\", linewidth=2.5)\n", + "ax[0].plot(intermediate_field_slice_x, normalized_intermediate_field_xCut,'-.b', label=\"ASM\", linewidth=2.5)\n", + "ax[0].set_xlabel(\"x [um]\", fontsize=15,)\n", + "ax[0].set_ylabel(\"Normalized Amplitude\", fontsize=15,)\n", + "ax[0].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[0].tick_params(labelsize=15)\n", + "ax[0].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "ax[1].plot(projected_field_slice_y, normalized_projected_field_yCut,'r', label=\"FDTD\", linewidth=2.5)\n", + "ax[1].plot(intermediate_field_slice_y, normalized_intermediate_field_yCut,'-.b', label=\"ASM\", linewidth=2.5)\n", + "ax[1].set_xlabel(\"y [um]\", fontsize=15,)\n", + "ax[1].set_ylabel(\"Normalized Amplitude\", fontsize=15,)\n", + "ax[1].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[1].tick_params(labelsize=15)\n", + "ax[1].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "for ax_item in ax:\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/fdtd_vs_asm_intermediate_field_amplitude.pdf\")\n", + "plt.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "f8294d30", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#the projected field represents the field just before the second metasurface.\n", + "#To compute the field after the second metasurface, we need the second metasurface phase mask.\n", + "#The resulting field, the product between field and phase mask, will then need to be propagated \n", + "#up to the output plane.\n", + "phase_mask2 = np.load(\"../results_sym/optimized_phase_mask_2.npy\")\n", + "phase_mask2_sim = phase_mask2[sim_mask==1].reshape((Nx_sim, Ny_sim))\n", + "\n", + "field_after_ms2 = proj_fields.data * np.exp(1j*phase_mask2_sim)\n", + "\n", + "#make a subplot of the field after the second metasurface amplitude and phase\n", + "fig, ax = plt.subplots(1,2,figsize=(12,5))\n", + "ax[0].pcolormesh(XS_source, YS_source, np.abs(field_after_ms2), shading='auto',rasterized=True)\n", + "ax[0].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[0].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[1].pcolormesh(XS_source, YS_source, (np.angle(field_after_ms2)+2*np.pi)%(2*np.pi), shading='auto', cmap='hsv',rasterized=True)\n", + "ax[1].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[1].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "b7e76020", + "metadata": {}, + "outputs": [], + "source": [ + "#second simulation setup\n", + "medium_impedance = td.ETA_0 / n_siO2\n", + "\n", + "dataset_input_MS2_EH = td.FieldDataset(\n", + " Ex = td.ScalarFieldDataArray(\n", + " field_after_ms2[..., None, None],\n", + " coords={\n", + " \"x\": xs_source,\n", + " \"y\": ys_source,\n", + " \"z\": [source_position],\n", + " \"f\": [freq0],\n", + " },\n", + " ),\n", + " Hy = td.ScalarFieldDataArray(\n", + " field_after_ms2[..., None, None] / medium_impedance,\n", + " coords={\n", + " \"x\": xs_source,\n", + " \"y\": ys_source,\n", + " \"z\": [source_position],\n", + " \"f\": [freq0],\n", + " },\n", + " ),\n", + ")\n", + "\n", + "custom_src_MS2 = td.CustomFieldSource(\n", + " source_time = source_time,\n", + " center = (0,0,source_position),\n", + " size = (source_x_size,source_y_size,0),\n", + " field_dataset = dataset_input_MS2_EH\n", + ")\n", + "\n", + "#far-field projection monitor\n", + "f2 = d0 #recall that we assumed d0=d2\n", + "\n", + "mnt_prj_MS2 = td.FieldProjectionCartesianMonitor(\n", + " center=[0,0,prj_monitor_position],\n", + " size=[source_x_size,source_y_size,0],\n", + " freqs=[freq0],\n", + " name=\"monitor_projection_MS2\",\n", + " proj_axis=2, #axis along which the projection plane is oriented\n", + " proj_distance=f2,\n", + " x=xs_far,\n", + " y=ys_far,\n", + " custom_origin=(0,0,source_position),\n", + " far_field_approx=False,\n", + ")\n", + "\n", + "all_monitors2 = [mnt_flux_f, mnt_flux_b, mnt_src, mnt_nf, mnt_prj_MS2, mnt_yz]" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "b78ef7b5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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tWdDZytChQyW9QEJIcL3IJyQkhXkYgte5c+e0jw8++KAe+/3331XLWKdOnRTL/8A06w8sP2NdggbtwL8Qvn8YZASOuJCLbcP2caPMcyExJoRI5GnKLHBN+CBBLj7WPqXHNToBz5H12n37lFnwfvB++ML3g++HL/y+4vuRGfMHnrMCBQro3xdffFHd01KzXroW7GbMmKHr8M2fP1+TQfqSXoIdBKnHH39cevXqpQKkP+69916ZNGmSJwP6Cy+8oAtkI7s48gtB0AMxMTFe9WCSNY/ZMWHCBF3I3Ao0frmjIgWybKnCkJzTQxIXuRSXLIlJf2yHh4nkyxWq58hM4uINuRr/hxCHc0fnCpWwsMztQ1KSyMW4ZB0TkDsyRHJFZu5A8H7wftjB94Pvhy/8vuL7kdHzB5aBPnvpf3MiLIbXw7XG7rPPPssQPzvrkjzwgYNZFecLJI8QhC8sgQbzLQQ7SNAAwRhWsG0eswMLVVuXRrtw4YL25Y8blCxG4lUJCU27NgvN5QsPkWvyh5QYFZ4soUmZoyWzkgsd+VOSCws1JNxIFsk8RZnngcwbHipJyX+8BblCkiQkk/vA+8H7YQffD74fvvD7iu9Hhs4fIaFiYC4MidJ2dZcDCdF1HrsOHTpIRnHq1Clp0aKFBlIsXLhQ11AMBFw4NInHjh3T7TJlykhYWJhqGa1ApVm+fHm/7UCFio8VaPhKFComIckJ0rbYaskfeTmgvhFCCCGEXJeY+nL+args3ldWDChaHOJKsMPCyEuXLs2QBY9NoQ7BDl999ZUu2OwLctxBwEI0K2zX0KRZTcJmXjtz8W0IhvAJnDt3rkbYAtRfsWKFTJw4MaD+4XzhYSESIoYKdTHRESpVE0IIIYSkCxDk8iTov5A5DCMkYwU75LHr0qWLdO3aVSpVqpRCNThq1Cg3zapz4V133aWRsMgvt3LlSs8xBD7gvOCNN96QDRs2yI4dOyQpKUkaNWqkgRJYp/Y///mPpkiBIIc1/Kz+chAEBwwYILGxsbpAdLly5dKeiw9CHQU7QgghhAQBrgS7rVu3Sq1atTSi1C6q1K1gFxcXJyVLllTtG/zbIOjBURDJhocNG+YR7CDkmSbSiIgIFfIQLYKoWERwtmzZUgU3HLNqGWfPni1jx46VxYsXa5Qttq1pUQghhBBCbrg8dhkJVoRAMmJEukIT9/7776tGcP369X4DHZzUcdOuLzD5YmWMutVLSkjSFelc4zeJKVFTJPR/AiQhhBBCSJpIThC5tFfOXImQ2bsqqY/dgKFj5fz5854MIJkm2EFThoTBbkHyYwhcS5Ys8fjcIfhhypQp0r9/f9d13LR7XcGu9jGJKdOAgh0hhBBC0lewO7XelWDnyhQ7YsQI2/0QlpDbzq1gh4R+CGh45513PPsKFSqkwRRIXWIngDmp46ZdQgghhJDshivBDkELviCVyM6dOwOOMrWCwAesMABNmhX42K1evdp1HTft2q08AY0dIYQQQkiOEuywlJgd06ZNk2XLlrnuDIInQL58+bz2Y9s85qaOm3b9rTyBlTBgvOZKsYQQQggJNlwnKLYDOeLGjBnjun7+/Pn175kzZ7z2Y51Xu6XLnNZx066/lSdeeeUVXS4kOsIQSY4XSbxMHztCCCGEpK+PHWSMZOOPnHYZnaDYHzDHIjecW5DOBIIWTL1t27b1SjiMdV/d1nHTrr+VJ2CaTUpMlHhJFrl6VORMskhoJi+oSgghhJCcS3KSyOVDInF5RJLKZLxg995776XYh0gN7EdAgvV43759HbeLqFUkPkYqEgRgIPJjzZo1smnTJs1TZzJ9+nTZu3evvPzyy47qOG3XCQgijo5KkMSkEElKipf4pMsiyRTsCCGEEJJOGEliTcQWSP4SV+lOAtHKHTx4MKC2sdQXUpNA+1ejRg1Zt26dDBo0SF566SUvYdFcecKMxoUm7vfff5fq1avrMQhwMJvatYsyyF/n267jdCeV84uRlCgdyiyQ3PngcMclxQghhBCSThjJUjCikJyJyyOf72skF6+Fyd/HvJBx6U4CFdYCYePGjRrUcPbsWdWqYcWIRx991KsM0pM88MADnm0sP7ZlyxYJDw+XEydOSGhoqKxatcqrDkyxHTp0kFdffVVTn2AptLvvvttdJw1DQkMMCUnGJ5mRFIQQQghJP9SvLkk/8bAQOrfEOhfsEHgQExOT7mWtYN1XJAxG0MLtt9+uEasDBw7U9WN37drlkVIbNmyYou59990nc+bMSTVxMlKxzJs3T1eegBm3ffv2mqKlfPny4pYQMTRxICGEEEJIegDZwsQwQiQ6MiH9BTuYRQcMGCCPPfaYlChRwrYM8sXBjw1C1PHjxyVQwsLCvFKpQHMHDRvyz0GTBwEvNZKTk1VbZ8fkyZOlT58+0qpVK93GurIzZszQvgZijlVCQgRjboSGSETSlcDqEkIIIYRcj5Aw/USGGSp2pLtgt3btWvUvg39d3bp1pX79+lK0aFENJjh27Jhs3rxZo0w7duyofnHpxX//+1/9W6BAgVTLLV68WCNYo6OjdU1YCISVK1f2pDVBsEWzZs085RFQgW342gUCBMfE5BAJSQ6VOKOcXDWuurouQgghhBB/xMdFyvlruSQRHl8BSHaOBbuKFSvKF198Ib/99pvMmjVLBT18cLJSpUpJ586d1RRaoUIFSS/i4+Nl6NCh6mcHQdIf1apVkwULFkjTpk3l6NGj8sQTT6jQBjMrBEJTe1i4cGGvekWKFNHI2EBWnoCv3vk4DFuULP39NoF+EPZvjHlEqOH5PzIsOSAJOy0g/CU+KVT/QrJPSA7x/B8amq5LAadKYlKonhvjAMz/w8Myz1SdnBzC+8H74QXfD74fdvD7iu9Hdpg/riWFyoVrERKaERo7q4A3evRoSSvwp0tI+J/NODIy0suMCrMqgiZg3kUQRWrSKoQ/E/jLffLJJ1KsWDEVQK3r1qJNK9hOrV27lSdw7YYRqvWSJEouxouEhYrki/ojhiI8VORinMi1ZJF8uTI+rgIi1KU4UcfKaJwvVCTiz31X4//Yh/5lNHEJf5wvd6RIGDoAwS5B5MKf+3L9uS8jwRjwfvB+WOH7wffDDn5f8f3ILvMH+mBg3586GieJTNI1QXEgvPvuu14C2ZIlS6R58+ZeQt23336ra7kGmvQYQRbQIkK7CIoXL65/ETFrBdsQAJ2uPIF0KvA1JIQQQgjJbC5evOhZTSvoBDto0qzaNBMIdb1795bly5dryhLTT85KYmKiloOWz19ULjR9EO4AzLEQyNCemSYF9bHdq1cvxytPIJjj8OHD6scXiL07M4G5GCttoJ/Xy3VDOGZ8zjIPvpscMz5nwcmFbDBvQlMHoc5f8GpQCHb+Oo6oW2jvvvnmGylbtqymPAEREREaNQsgEJoJiuEDd++998qoUaOkZs2aKtA9+eSTKsx169bN0/bIkSM1/x1WxoiNjZVJkybJpUuXNNLXKTAVm8JisIOHM1gf0GCFY8Yx43MWnPDd5JjxOZPrauqCUrCDpg3+cQABE1aQlsRMVAwhz9Sk4e+IESNk/Pjxsm3bNhXomjRpIh999JEULFjQU79Hjx4qyMG8imAKrBEL4TG7CGqEEEIIIRmypFinTp2kZcuW8vjjj9semz9/fqBNknRUKUOqd7LsCOGY8TnLPPhucsz4nAUnF3LYvOkqXhKpRaD5ggbNmg7EPEayDmgwx40b5+UbSDhmfM6yHr6bHDM+Z8FJVA6bN11p7BA48OOPP8o999yjEadz5871RJ7imIsmCSGEEEJIGnGd4axOnTqyZcsWlXAbNGigK08QQgghhJCsI02pawsVKqQBCNDcYdWHjz/+OP16RgghhBBCMscU61sNCYcHDx6sy4DRFEsIIYQQkk00dl9++WWKfcg/991338nLL7+cHv0iIrpyBta79V0KzeT06dNqAj927Jjj8XJSx027wcT69evlhx9+sD2GqCe4EBw5csRxe07quGk3GMA9hr8sosL8gaSYuLaDBw86btdJHTftBhNXrlzR58xc4Sa96rhpNxjBspG7du2SvXv3alJ5fyD3KJ6D1J5BN3XctBssIDUXltLct2+f7XGsgoRrO3v2rOM2ndRx024wAGXSnj175JdffvGrWMJ3HeY1zG9OcVLHTbsZDjR2JLjYtm2bccsttxhFihQx6tevb9SsWdP48ccfvcqMHTvWiIqKMmrUqKF/+/TpYyQlJaXarpM6btoNJqZNm2aEhoYaFStWTHFsypQpRq5cuYzq1asbuXPnNh544AEjLi4u1fac1HHTblazcuVKo2HDhkaxYsWMOnXqaL+HDBliJCcne5V79913jTx58hhVq1Y18ubNa/z1r381Ll26lGrbTuq4aTeYmDlzpnHTTTcZlStXNqKjo41mzZoZZ86cSXMdN+0GG3iGnn/+ef3+wjtRtmxZo3Tp0sbixYu9yl25csW455579DmoVq2aPoN4f1PDSR037QYbDz74oH6P4fvXSnx8vNGlSxfP9w3+Tpw4MdW2nNRx026wsGrVKqNChQpGqVKljLp16xq33XabceDAAc9xzF/9+vXzmtdGjx6daptO6rhpN7OgYBdkHDt2zChYsKAxYMAAIzExUfft27fPWLJkiafM/PnzjYiICGPt2rW6vWfPHiN//vzG66+/7rddJ3XctBtMbN++XV/u3r17pxDs1qxZY4SEhBiLFi3S7cOHD6tQ88wzz/htz0kdN+0GA9OnTze2bNni9WMCApZ1Avzpp590cvn00091+8SJE0a5cuWMxx9/3G+7Tuq4aTeY2L9/vxEZGWm89dZbun3+/Hn9Yu/evXua6rhpNxi5du2aPv+mQApB7+mnn9bn6/jx455yI0aMMMqUKaPfeWD27Nn6LlmfS1+c1HHTbjDxzjvvGE2aNDFiY2NTCHbjx49XgfngwYO6vWzZMr22FStW+G3PSR037QYDu3fvVsEdPySs32Vr/5zDwNSpU3UeQ1mwbt06nee++OILv+06qeOm3cyCgl2Q8dRTT+kLlprGp2PHjkabNm289vXt21c1L2mp46bdYOHy5cv6S3PevHnGmDFjUgh2EPYaNGjgtW/UqFFGyZIl/bbppI6bdoOVVq1aGY888ohne/jw4UalSpW8yuBXPL7MzB8dvjip46bdYMLURlk12W+//bb+YvendXRSx0272YUjR47APmYsXbrUI+zhBywECit4hwcNGmTbhpM6btoNJnbs2GEUL15cBazGjRunEOygmYLgaqVRo0ZG165d/bbppI6bdoMB/OiBRcvX0mDl1ltv1XnMCua5du3apamOm3YzizRFxZL0Z8WKFXLXXXfpurRYIu3AgQMpfOywv379+l77sAQb1s5NSEiwbddJHTftBgtYBeXOO+/UlU/s8Hdt8Ck5efKk6zpu2g1Grl69qve5UqVKnn3+rg3+hPv377dtx0kdN+0GE+h/vXr19B219h/J2uFT5raOm3azC2Y6rIoVK+pfLLYOnyTf56Bhw4Y6DnY4qeOm3WB6Bx966CF55ZVXdJ10X+AriPfD7t3xd21O6rhpN5jmy/bt2+s7Ar9U3H/D4mMHP8+ff/45oGtzUsdNu5kJBbsg4+jRo+o8XatWLenVq5fExsbqurbbt2/3WlPXug4uwDYeNn+Owk7quGk3GJg5c6Y6Gk+ZMsVvGX/XZh5zW8dNu8HIsGHDVHgfMGCAZx/HzB6OS2CcOHFChgwZIl26dPEIdua7YffupPY+Xq+Om3aDhaFDh0rdunV1nOzgmHkDAQ6BC/gRXbVqVenbt6/m142NjfUEZCFAC99rgTwPTuq4aTczCc/qDtyoIOoJ0Ygm+IVWunRpiYiIkEWLFsnatWs18TPSx+BX3MMPPyy7d+/WsigTFxeX4tceiIyMtD2fkzpu2s1M8KvMmgi7ZMmSUqBAAenfv78899xzXr/acR0Q9mrUqCExMTE37JhBKEeUsEnRokWlcuXKXmUwdshB+fXXX3tWkAE36phdD46LcxBd2aZNGylVqpRMnz7dawyB3XOQ2rN1vTpu2g0GVq5cKZ988onMmjVLv7cAfkwfP35ctyGscMxSpl0LCwvT+RKRvBUqVJDLly9L69atNUsHcuzeqGNGwS6LwK+MUaNGebb79esnPXr0kHLlyunkCqEO4CHp3bu3dOzYUU6dOqVJoSEEor5vezfffLNER0fbns9JHTftZvYkYR2zBx98UD/QaM6ZM0c/ZpoDmGNQdsKECdKkSRO/14YvhhIlStiez0kdN+1mJviisY5Z27ZtZfTo0Z7t8ePHa4oifDnClG3F37WBMmXK2J7PSR037QYT6D/M1oGOy/XquGk3mDl37pxOsrly5dIfDXnz5vUcw/VgYrZ7Dvxdq5M6btoNBvCjFdo6fF+ZHDp0SLWdeH8xfsWKFdOVngK5Nid13LQbLGC+hPsChDqAZ6xbt24yfPhw1ehhG1q0QK7NSR037WYqWe3kR4wUTuTly5f3cqBGlByi5RBtBuDkijJWR/M77rjD6Ny5s2cbEWHff/+9px0ndZyUyQ7YBU9gXGNiYoyrV696BYs0b97cs3369GkdMzNwxUkdJ2WClRdeeEFTQiBdgB1w3EfE2blz5zz7evToYdSrV8+zjWMYM9O530kdJ2WCGaQkCQsLM44ePerZ98QTT+i7Y4LxwLiY1+ikjpMy2QVcN9LpwAEf0b124Jg1WOfChQsaOWuNwv/11181yjGQOk7KZAfsgifgnI/UQCb4ripcuLDx3HPPeUVXb968OaA6TsoEI4MHD9ZxsjJ69GjNjmDy8MMP6zxmgvkNwSLDhg3z7Dt06JCxfv36gOo4KZNVULALMvAlBKEE0UhIcYLQd0R5jRw50lMGX/yInkO+tIULFxr9+/fXCfrnn3/2yhMGuf3ixYuO6zgpk10FO0w0SKmBL7AFCxaoEIvQdKQrMUFELcbMzIHkpI6TMsEIJjlcK6IHIYCYH6QiMYGwinQbTZs21VQ4yHEIwcOaegdCIdoxJ18ndZyUCWbwBQ6hBZ+5c+caEyZMMMLDw41Zs2Z5ymA8MC6m0OykjpMy2QH8AIVwhbQ/SANkfb6s6U6QSgPXh4kYz0GLFi00f581Arhnz55eUflO6jgpk10Fu02bNmmU9NChQ/U7GhGYEGLwo9QE+SiROzCQOk7KBGu0NQRQpEpCxPXkyZN1znrzzTc9ZXbu3KmCPXLO4dqgqEAd1DUZN26cRuUHUsdJmayCwRNBBkye69atU/U4oqPge/Hmm296qehhqt2wYYOaZREwADs/6iDgwgT1GzdurCZBp3WclMkOwKRlmrJN8ufPr9dSpUoVef311zVIZfXq1TpGJlCtYxumI6d1nJQJRmCuRh+XLFmiph7zY/WDwjjgWhDphWcQmd3htwKfKev1o518+fI5ruOkTDCDdwr9RfT6tGnT1L9n4cKF6hZggvHAuGB8nNZxUia7+A/jWhAo8eKLL3o9X9YVYVq0aKHfb4jIfOONN9TxHf5kVpMt3iuY2gKp46RMdqB27dop/GER3fv999+rW85rr72mpkj40MKP2ARmSZQLpI6TMsEI/Kw3bdqkvsSTJk2SrVu3yuzZs3V5UxP4WeNa4K+Oa8M1YZ5DXROYT+HHGEgdJ2Wy1VqxhBBCCCEk+KDGjhBCCCEkh0DBjhBCCCEkh0DBjhBCCCEkh0DBjhBCCCEkh0DBjhBCCCEkh0DBjhBCCCEkh0DBjhBCCCEkh0DBjhBC0ont27fLtm3bMnw8d+/eLRs3bszw8xBCsh8U7AghJB24fPmydOjQQRITEzN8PCMjI6V9+/Zy8uTJDD8XISR7QcGOEELSASyPVr16da/lnDIKLNeFpccmTpyY4ecihGQvKNgRQoiFs2fPysyZM1UDZ+X06dO6/8qVKynGCyszvvXWW/Loo4969u3YsUNWrFiRYo3eefPmebb37t0rixcvloSEBF1HFWvDYr1hgH1YUxfHz5w5k+Kc3bt3lw8++EDXdCaEEJNwz3+EEEIkX7588sQTT6gA17t3b8+IvP322zJjxgx56KGHbH3rDh8+LM2bN/fsmzNnjixfvlxatmzp2bdu3TpdoPzee+/V7aVLl8r48eOlUKFCUrRoUbl06ZL89NNPMnXqVJk8ebKUKFFCBU0IhGvXrvVaFL5p06ZaHgvct2rVineOEKJQY0cIIRYiIiKkZ8+eqg2z8uGHH6qgFxISkmK8tm7dKjExMVKsWLGAx/L48eMq3EG7h4AICGl9+/aVV199Vb755hvZsmWL1KxZU6ZMmeJVL2/evFK+fHnZvHkz7x8hxAMFO0II8QGCFbRrv/76q27DJHrgwAEV+Ow4deqUFChQwNU4FilSRDp16uTZbtSokZQpU0batGnjtc/sixWcE+cmhBATCnaEEOJD1apVpXHjxh6tHf62bt1aSpYs6dd86+uT5xRfgTAqKsp2n50vHc4ZHR3N+0cI8UDBjhBCbHjsscfko48+Uh83+MtZ/e18qVKliqYe8RXuEFRhBQER6UVycrL63kEIJYQQEwp2hBBiQ+fOnT0BFHny5JGOHTv6Hac77rhDc8tt2LDBa//BgwclKSnJyxcvvUCQBQRJa8AGIYRQsCOEEBty584tXbt2lfnz50u3bt1UcPMHBL8uXbrIZ5995rX//PnzKiAimnbkyJGq+Tt37px8/vnnaR7zWbNmaZJiNwEbhJCcCwU7QgjxgxnUkJoZ1mTUqFEyd+5cOXHihGdf3bp1pUePHqrJQxQrtGwjRoyQ/fv3e0y47dq182qnWrVqXoEToFatWl4pTaCpQ5TumDFjeO8IIV6EGL5OIIQQQpThw4drdKyvidUfSFKM3HMQCJ999lnNY4c8c+nNqlWrtE9PPfUU7xQhxAsmKCaEEB/gC4eEwEhKHIjZdODAgZkylvCro28dIcQOCnaEEGKzkgQS/06fPl392NwA8ykhhGQ2NMUSQgghhOQQGDxBCCGEEJJDoGBHCCGEEJJDoGBHCCGEEJJDoGBHCCGEEJJDoGBHCCGEEJJDoGBHCCGEEJJDoGBHCCGEEJJDoGBHCCGEEJJDoGBHCCGEECI5g/8HPi8ypsoTV90AAAAASUVORK5CYII=", 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17:01:40 CEST Created task 'full_verification_step2' with resource_id           \n",
+       "              'fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547' and task_type 'FDTD'. \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m17:01:40 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'full_verification_step2'\u001b[0m with resource_id \n", + "\u001b[2;36m \u001b[0m\u001b[32m'fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
              View task using web UI at                                         \n",
+       "              'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e\n",
+       "              28-4a08-a17f-2a6db8fc7547'.                                       \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at \n", + "\u001b[2;36m \u001b[0m\u001b]8;id=9512751;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512752;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512751;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512753;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512751;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[32m-a22458dc-3e\u001b[0m\u001b]8;;\u001b\\\n", + "\u001b[2;36m \u001b[0m\u001b]8;id=9512751;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[32m28-4a08-a17f-2a6db8fc7547'\u001b[0m\u001b]8;;\u001b\\. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
              Task folder: 'default'.                                           \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=9512755;https://tidy3d.simulation.cloud/folders/folder-6fa00d15-cb0e-4116-8177-44b5787077db\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ff0cb8d728d9427f8aa44c1e14004837", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n"
+      ],
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+     },
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+       "
17:01:45 CEST Estimated FlexCredit cost: 2.485. This assumes the FDTD solver    \n",
+       "              runs for the full simulation time; if early shutoff is reached,   \n",
+       "              the billed cost can be lower. Use 'web.real_cost(task_id)' to get \n",
+       "              the billed FlexCredit cost after a simulation run.                \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m17:01:45 CEST\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m2.485\u001b[0m. This assumes the FDTD solver \n", + "\u001b[2;36m \u001b[0mruns for the full simulation time; if early shutoff is reached, \n", + "\u001b[2;36m \u001b[0mthe billed cost can be lower. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get \n", + "\u001b[2;36m \u001b[0mthe billed FlexCredit cost after a simulation run. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sim2 = td.Simulation(\n", + " size=sim_size,\n", + " grid_spec=grid_spec,\n", + " sources=[custom_src_MS2],\n", + " monitors=all_monitors2,\n", + " run_time=run_time,\n", + " medium=td.Medium(permittivity=n_siO2**2),\n", + " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", + ")\n", + "sim2.plot(x=0)\n", + "#plt.savefig(\"full_verification_results/full_verification_step2.pdf\")\n", + "plt.show()\n", + "\n", + "job_MS2 = web.Job(simulation=sim2, task_name=\"full_verification_step2\")\n", + "estimated_cost = web.estimate_cost(job_MS2.task_id)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "1d328263", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
17:02:06 CEST status = queued                                                   \n",
+       "
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              To cancel the simulation, use 'web.abort(task_id)' or             \n",
+       "              'web.delete(task_id)' or abort/delete the task in the web UI.     \n",
+       "              Terminating the Python script will not stop the job running on the\n",
+       "              cloud.                                                            \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or \n", + "\u001b[2;36m \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI. \n", + "\u001b[2;36m \u001b[0mTerminating the Python script will not stop the job running on the\n", + "\u001b[2;36m \u001b[0mcloud. \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "d337c8011b944f52bfd029de7047bf8d", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
17:02:17 CEST status = preprocess                                               \n",
+       "
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+       "
17:02:22 CEST starting up solver                                                \n",
+       "
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17:02:23 CEST running solver                                                    \n",
+       "
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17:03:41 CEST early shutoff detected at 59%, exiting.                           \n",
+       "
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17:03:42 CEST status = postprocess                                              \n",
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17:04:16 CEST status = success                                                  \n",
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17:04:18 CEST View simulation result at                                         \n",
+       "              'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e\n",
+       "              28-4a08-a17f-2a6db8fc7547'.                                       \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m17:04:18 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at \n", + "\u001b[2;36m \u001b[0m\u001b]8;id=9512758;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512759;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512758;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512760;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=9512758;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[4;34m-a22458dc-3e\u001b[0m\u001b]8;;\u001b\\\n", + "\u001b[2;36m \u001b[0m\u001b]8;id=9512758;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a22458dc-3e28-4a08-a17f-2a6db8fc7547\u001b\\\u001b[4;34m28-4a08-a17f-2a6db8fc7547'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3b077468143d47f3abb2df3478e43700", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Output()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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+      ],
+      "text/plain": []
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "
17:04:30 CEST Loading results from                                              \n",
+       "              full_verification_results/full_verification_step2.hdf5            \n",
+       "
\n" + ], + "text/plain": [ + "\u001b[2;36m17:04:30 CEST\u001b[0m\u001b[2;36m \u001b[0mLoading results from \n", + "\u001b[2;36m \u001b[0mfull_verification_results/full_verification_step2.hdf5 \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sim_data_MS2 = job_MS2.run(path=\"full_verification_results/full_verification_step2.hdf5\")\n", + "\n", + "# Saves the job metadata to a single file.\n", + "#job_MS2.to_file(\"full_verification_results/full_verification_step2.hdf5\")" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "83f792e3", + "metadata": {}, + "outputs": [], + "source": [ + "#Projected field monitor\n", + "proj_fields_MS2 = sim_data_MS2[\"monitor_projection_MS2\"].fields_cartesian.Ex.sel(f=freq0, z=d0)\n", + "\n", + "fig, ax = plt.subplots(1,2,figsize=(14, 5.5),)\n", + "im0 = ax[0].pcolormesh(XS_source, YS_source, np.abs(proj_fields_MS2), shading='auto', cmap='viridis',rasterized=True)\n", + "ax[0].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[0].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[0].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[0].set_ylabel(\"y (μm)\", fontsize=15,)\n", + "ax[0].set_title(\"Projected Amplitude\", fontsize=15, pad=15)\n", + "ax[0].set_aspect('equal')\n", + "cbar0 = plt.colorbar(im0, ax=ax[0], label=\"Amplitude (a.u.)\")\n", + "cbar0.set_label(\"Amplitude (a.u.)\", fontsize=15)\n", + "cbar0.ax.tick_params(labelsize=15)\n", + "\n", + "im1 = ax[1].pcolormesh(XS_source, YS_source, (np.angle(proj_fields_MS2)+2*np.pi)%(2*np.pi), shading='auto', cmap='hsv',rasterized=True)\n", + "ax[1].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[1].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[1].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[1].set_ylabel(\"y (μm)\", fontsize=15,)\n", + "ax[1].set_title(\"Projected Phase\", fontsize=15, pad=15)\n", + "ax[1].set_aspect('equal')\n", + "cbar1 = plt.colorbar(im1, ax=ax[1], label=\"Phase (rad)\")\n", + "cbar1.set_label(\"Phase (rad)\", fontsize=15)\n", + "cbar1.ax.tick_params(labelsize=15)\n", + "\n", + "for ax_item in ax:\n", + " ax_item.tick_params(labelsize=15, width=1.5, length=6)\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/fdtd_output_field.pdf\")\n", + "plt.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "b09712ae", + "metadata": {}, + "outputs": [], + "source": [ + "#output field computed by ASM\n", + "#import the ASM output field\n", + "asm_output_field = np.load(\"../results_sym/optimized_output_field.npy\")\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=(14, 5.5),)\n", + "\n", + "# Amplitude plot\n", + "im0 = ax[0].pcolormesh(XS, YS, np.abs(asm_output_field), shading='auto', cmap='viridis',rasterized=True)\n", + "ax[0].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[0].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[0].set_xlabel('x (μm)', fontsize=15,)\n", + "ax[0].set_ylabel('y (μm)', fontsize=15,)\n", + "ax[0].set_title(\"ASM Output Field Amplitude\", fontsize=15, pad=15)\n", + "ax[0].set_aspect('equal')\n", + "cbar0 = plt.colorbar(im0, ax=ax[0], label='Amplitude (a.u.)')\n", + "cbar0.set_label('Amplitude (a.u.)', fontsize=15)\n", + "cbar0.ax.tick_params(labelsize=15)\n", + "\n", + "# Phase plot\n", + "im1 = ax[1].pcolormesh(XS, YS, (np.angle(asm_output_field)+2*np.pi)%(2*np.pi), \n", + " shading='auto', cmap='hsv',rasterized=True)\n", + "ax[1].set_xlim([-source_x_size / 2, source_x_size / 2])\n", + "ax[1].set_ylim([-source_y_size / 2, source_y_size / 2])\n", + "ax[1].set_xlabel('x (μm)', fontsize=15,)\n", + "ax[1].set_ylabel('y (μm)', fontsize=15,)\n", + "ax[1].set_title(\"ASM Output Field Phase\", fontsize=15, pad=15)\n", + "ax[1].set_aspect('equal')\n", + "cbar1 = plt.colorbar(im1, ax=ax[1], label='Phase (rad)')\n", + "cbar1.set_label('Phase (rad)', fontsize=15)\n", + "cbar1.ax.tick_params(labelsize=15)\n", + "\n", + "for ax_item in ax:\n", + " ax_item.tick_params(labelsize=15, width=1.5, length=6)\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/asm_output_field.pdf\")\n", + "plt.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "830cf77d", + "metadata": {}, + "outputs": [], + "source": [ + "#make a 1D slice to compare phase of projected and intermediate ASM fields\n", + "#phase\n", + "projected_field_MS2_slice_x = proj_fields_MS2.x\n", + "projected_field_MS2_slice_xCut = proj_fields_MS2[XS_source.shape[0]//2, :]\n", + "projected_field_MS2_slice_y = proj_fields_MS2.y\n", + "projected_field_MS2_slice_yCut = proj_fields_MS2[:,YS_source.shape[0]//2]\n", + "\n", + "asm_output_field_slice_xCut = asm_output_field[XS.shape[0]//2,:]\n", + "asm_output_field_slice_x = XS[XS.shape[0]//2,:]\n", + "asm_output_field_slice_yCut = asm_output_field[:,YS.shape[0]//2]\n", + "asm_output_field_slice_y = YS[:,YS.shape[0]//2]\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=(14, 5.5))\n", + "ax[0].plot(projected_field_MS2_slice_x, (np.angle(projected_field_MS2_slice_xCut)+2*np.pi)%(2*np.pi),\n", + " 'r', label=\"FDTD\", linewidth=2.5, marker='o', markersize=3,)\n", + "ax[0].plot(asm_output_field_slice_x, (np.angle(asm_output_field_slice_xCut)+2*np.pi)%(2*np.pi),\n", + " '--b', label=\"ASM\", linewidth=2.5, marker='s', markersize=3,)\n", + "ax[0].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[0].set_ylabel(\"Phase (rad)\", fontsize=15,)\n", + "ax[0].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[0].tick_params(labelsize=15)\n", + "ax[0].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "\n", + "\n", + "ax[1].plot(projected_field_MS2_slice_y, (np.angle(projected_field_MS2_slice_yCut)+2*np.pi)%(2*np.pi),\n", + " 'r', label=\"FDTD\", linewidth=2.5, marker='o', markersize=3,)\n", + "ax[1].plot(asm_output_field_slice_y, (np.angle(asm_output_field_slice_yCut)+2*np.pi)%(2*np.pi),\n", + " '--b', label=\"ASM\", linewidth=2.5, marker='s', markersize=3,)\n", + "ax[1].set_xlabel(\"y (μm)\", fontsize=15,)\n", + "ax[1].set_ylabel(\"Phase (rad)\", fontsize=15,)\n", + "ax[1].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[1].tick_params(labelsize=15)\n", + "ax[1].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "\n", + "\n", + "for ax_item in ax:\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/fdtd_vs_asm_output_field_phase.pdf\")\n", + "plt.close()\n", + "\n", + "#amplitudes\n", + "normalized_projected_field_MS2_xCut = np.abs(projected_field_MS2_slice_xCut) / np.max(np.abs(projected_field_MS2_slice_xCut))\n", + "normalized_asm_output_field_xCut = np.abs(asm_output_field_slice_xCut) / np.max(np.abs(asm_output_field_slice_xCut))\n", + "normalized_projected_field_MS2_yCut = np.abs(projected_field_MS2_slice_yCut) / np.max(np.abs(projected_field_MS2_slice_yCut))\n", + "normalized_asm_output_field_yCut = np.abs(asm_output_field_slice_yCut) / np.max(np.abs(asm_output_field_slice_yCut))\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=(14, 5.5))\n", + "ax[0].plot(projected_field_MS2_slice_x, normalized_projected_field_MS2_xCut,\n", + " 'r', label=\"FDTD\", linewidth=2.5, marker='o', markersize=3,)\n", + "ax[0].plot(asm_output_field_slice_x, normalized_asm_output_field_xCut,\n", + " '-.b', label=\"ASM\", linewidth=2.5, marker='s', markersize=3,)\n", + "ax[0].set_xlabel(\"x (μm)\", fontsize=15,)\n", + "ax[0].set_ylabel(\"Normalized Amplitude\", fontsize=15,)\n", + "ax[0].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[0].tick_params(labelsize=15)\n", + "ax[0].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "\n", + "\n", + "ax[1].plot(projected_field_MS2_slice_y, normalized_projected_field_MS2_yCut,\n", + " 'r', label=\"FDTD\", linewidth=2.5, marker='o', markersize=3,)\n", + "ax[1].plot(asm_output_field_slice_y, normalized_asm_output_field_yCut,\n", + " '-.b', label=\"ASM\", linewidth=2.5, marker='s', markersize=3,)\n", + "ax[1].set_xlabel(\"y (μm)\", fontsize=15,)\n", + "ax[1].set_ylabel(\"Normalized Amplitude\", fontsize=15,)\n", + "ax[1].set_xlim([-output_fiber_core_diameter, output_fiber_core_diameter])\n", + "ax[1].tick_params(labelsize=15)\n", + "ax[1].legend(fontsize=15, loc='best', framealpha=0.95)\n", + "\n", + "\n", + "for ax_item in ax:\n", + " for spine in ax_item.spines.values():\n", + " spine.set_linewidth(1.5)\n", + "\n", + "plt.tight_layout()\n", + "#plt.show()\n", + "plt.savefig(\"full_verification_results/fdtd_vs_asm_output_field_amplitude.pdf\")\n", + "plt.close()" + ] + 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