diff --git a/metasurface/full_meta.ipynb b/metasurface/full_meta.ipynb index f1bc0ca..d080d32 100644 --- a/metasurface/full_meta.ipynb +++ b/metasurface/full_meta.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "c1b76998", "metadata": {}, "outputs": [ @@ -67,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 3, "id": "fa557135", "metadata": {}, "outputs": [ @@ -135,13 +135,13 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 4, "id": "098a77d3", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -156,7 +156,8 @@ "#___________________________________________________\n", "#import the unit-cell transmission coefficient data\n", "unit_cell_diameters = np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_diameters.npy\")\n", - "unit_cell_mode_phase = np.unwrap(np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_phase.npy\"))\n", + "unit_cell_mode_phase = np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_phase.npy\")\n", + "unit_cell_mode_phase = np.unwrap(unit_cell_mode_phase - unit_cell_mode_phase[0]) #normalize to 0 phase at smallest diameter\n", "unit_cell_mode_tran = np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_tran.npy\")\n", "\n", "#make a plot of the unit-cell transmission coefficient\n", @@ -175,7 +176,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 5, "id": "e8617b05", "metadata": {}, "outputs": [ @@ -209,7 +210,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "38796b96", "metadata": {}, "outputs": [], @@ -224,7 +225,7 @@ "ys_far = np.linspace(-Ly/2, Ly/2, 101)\n", "X_far, Y_far = np.meshgrid(xs_far, ys_far)\n", "\n", - "projection_distance = d1 + h\n", + "projection_distance = h + d1 - lda0 / 2\n", "\n", "monitor_proj = td.FieldProjectionCartesianMonitor(\n", " center=[0, 0, h + 0.5*lda0],\n", @@ -250,17 +251,17 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 7, "id": "cece7e67", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 30, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, @@ -306,18 +307,10 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "86c231e6", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "161.0 161.0\n" - ] - } - ], + "outputs": [], "source": [ "#define the source field dataset\n", "source_position = -lda0 / 2\n", @@ -360,13 +353,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "06971828", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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", 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", 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" ] @@ -404,104 +397,17 @@ "\n", "fig, ax = plt.subplots()\n", "sim.plot(z=h/2, ax=ax)\n", + "plt.xlim(0,sim_domain_size/2)\n", + "plt.ylim(0,sim_domain_size/2)\n", "plt.show()" ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "id": "108c430f", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
17:15:49 CEST Created task 'full_meta1' with resource_id                        \n",
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              View task using web UI at                                         \n",
-       "              'https://tidy3d.simulation.cloud/workbench?taskId=fdve-3a7e3b46-25\n",
-       "              d2-48a5-a1d5-e5678140eba0'.                                       \n",
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              Task folder: 'default'.                                           \n",
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-    },
-    {
-     "data": {
-      "text/html": [
-       "
17:16:03 CEST Estimated FlexCredit cost: 6.418. 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;36m17:16:03 CEST\u001b[0m\u001b[2;36m \u001b[0mEstimated FlexCredit cost: \u001b[1;36m6.418\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" - } - ], + "outputs": [], "source": [ "job = web.Job(simulation=sim, task_name=\"full_meta1\")\n", "estimated_cost = web.estimate_cost(job.task_id)" @@ -519,13 +425,24 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "562a212d", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "proj_fields = sim_data[\"ff_proj_monitor\"].fields_cartesian.Ex.sel(f=freq0, z=projection_distance)\n", - "\n", + "np.save(\"tidy3d_results/full_meta1_proj_fields.npy\", proj_fields)\n", "fig, ax = plt.subplots(1,2,figsize=(14, 5.5),)\n", "\n", "im0 = ax[0].pcolormesh(X_far, Y_far, np.abs(proj_fields), shading='auto', cmap='viridis',rasterized=True)\n", diff --git a/metasurface/full_meta.pdf b/metasurface/full_meta.pdf new file mode 100644 index 0000000..f6d37eb Binary files /dev/null and b/metasurface/full_meta.pdf differ diff --git a/metasurface/full_meta_meep.ipynb b/metasurface/full_meta_meep.ipynb new file mode 100644 index 0000000..979d812 --- /dev/null +++ b/metasurface/full_meta_meep.ipynb @@ -0,0 +1,552 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "c1b76998", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-358.4 358.4\n" + ] + } + ], + "source": [ + "import meep as mp\n", + "mp.verbosity(1)\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "resolution = 5 #[px/um]\n", + "\n", + "#all dimensions in [um]\n", + "lda0 = 1.55\n", + "freq0 = 1 / lda0\n", + "wvl_min = 1.5\n", + "wvl_max = 1.6\n", + "wvl_cen = lda0\n", + "fmin = 1/wvl_max\n", + "fmax = 1/wvl_min\n", + "fcen = 1/wvl_cen\n", + "df = fmax-fmin\n", + "fwidth = df\n", + "nfreq = 1\n", + "\n", + "dpml = 0.5 #PML thickness\n", + "dsub = 0.2*lda0 #substrate thickness\n", + "#dpad = dsub #padding between cell and PML\n", + "\n", + "n_si = 3.45 #silicon refractive index\n", + "si = mp.Medium(index = n_si)\n", + "n_sio2 = 1.45\n", + "sio2 = mp.Medium(index = n_sio2)\n", + "n_air = 1.0 #air refractive index\n", + "air = mp.Medium(index = n_air)\n", + "\n", + "P = 0.7 #unit cell pitch [um]\n", + "unit_cell_pitch = P\n", + "h = 0.9 #pillar height [um]\n", + "\n", + "#propgation distances\n", + "d0 = 535 #[um]\n", + "d1 = 415 #[um]\n", + "d2 = d0 #[um]\n", + "\n", + "Nx = 1025 #pixels per dimension\n", + "Ny = Nx\n", + "nx = (Nx - 1) // 2 #indices without axes (= #512)\n", + "ny = (Ny - 1) // 2\n", + "dof = 2*((nx + 1)**2) #number of degrees of freedom per metasurface\n", + "S = Nx * Ny\n", + "\n", + "size_x = unit_cell_pitch * Nx #actual physical size\n", + "size_y = unit_cell_pitch * Ny\n", + "\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", + "print(xs[0],xs[-1])\n", + "X, Y = np.meshgrid(xs, ys)\n", + "rho = np.sqrt(X**2 + Y**2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fa557135", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "####################################################\n", + "#LOAD PHASE MASK\n", + "#___________________________________________________\n", + "#load the phase mask data\n", + "phase_mask_filename = \"../results_sym/optimized_phase_mask_1.npy\"\n", + "phase_mask = np.load(phase_mask_filename)\n", + "\n", + "fig, ax = plt.subplots()\n", + "im = ax.pcolormesh(X, Y, phase_mask, cmap='hsv', shading='auto')\n", + "ax.set_xlabel('X [um]')\n", + "ax.set_ylabel('Y [um]')\n", + "fig.show()\n", + "\n", + "#sim_domain_pixel_size = #full simulation domain (full axis)\n", + "sim_domain_size = 140 #[um]\n", + "\n", + "max_sim_radius = 60\n", + "\n", + "X_quadrant = X[nx:, ny:]\n", + "xs_quadrant = xs[nx:]\n", + "xs_sim = xs[np.abs(xs) <= sim_domain_size/2]\n", + "xs_sim_quadrant = xs_quadrant[np.abs(xs_quadrant) <= sim_domain_size/2]\n", + "\n", + "Y_quadrant = Y[nx:, ny:]\n", + "ys_quadrant = ys[ny:]\n", + "ys_sim = ys[np.abs(ys) <= sim_domain_size/2]\n", + "ys_sim_quadrant = ys_quadrant[np.abs(ys_quadrant) <= sim_domain_size/2]\n", + "\n", + "X_sim, Y_sim = np.meshgrid(xs_sim, ys_sim)\n", + "\n", + "phase_mask_quadrant = phase_mask[nx:, ny:]\n", + "\n", + "fig, ax = plt.subplots()\n", + "im = ax.pcolormesh(X_quadrant, Y_quadrant, phase_mask_quadrant, cmap='hsv', shading='auto')\n", + "ax.set_xlabel('X [um]')\n", + "ax.set_ylabel('Y [um]')\n", + "ax.set_ybound(0,sim_domain_size/2)\n", + "ax.set_xbound(0,sim_domain_size/2)\n", + "fig.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "098a77d3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "####################################################\n", + "#UNIT CELL DATA\n", + "#___________________________________________________\n", + "#import the unit-cell transmission coefficient data\n", + "unit_cell_diameters = np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_diameters.npy\")\n", + "unit_cell_mode_phase = np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_phase.npy\")\n", + "unit_cell_mode_phase = np.unwrap(unit_cell_mode_phase - unit_cell_mode_phase[0]) #normalize to 0 phase at smallest diameter\n", + "unit_cell_mode_tran = np.load(\"../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_tran.npy\")\n", + "\n", + "#make a plot of the unit-cell transmission coefficient\n", + "fig, ax = plt.subplots(1, 2, figsize=(10, 4))\n", + "ax[0].plot(unit_cell_diameters, unit_cell_mode_phase, 'r-', marker='o', label='Phase')\n", + "ax[0].set_xlabel('Diameter (um)')\n", + "ax[0].set_ylabel('Phase (rad)')\n", + "ax[1].plot(unit_cell_diameters, unit_cell_mode_tran, 'b-', marker='o', label='Transmission')\n", + "ax[1].set_xlabel('Diameter (um)')\n", + "ax[1].set_ylabel('Amplitude')\n", + "ax[0].legend()\n", + "ax[1].legend()\n", + "plt.show()\n", + "####################################################" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "e8617b05", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of pillars in simulation domain: 5859\n" + ] + } + ], + "source": [ + "pillars_geo = []\n", + "D_vals = []\n", + "theta = unit_cell_mode_phase\n", + "\n", + "for i, x in enumerate(xs_sim_quadrant):\n", + " for j, y in enumerate(ys_sim_quadrant):\n", + " if np.sqrt(x**2 + y**2) > max_sim_radius:\n", + " continue\n", + " else:\n", + " required_diameter = np.interp(phase_mask_quadrant[i,j], theta, unit_cell_diameters)\n", + " #round the required diameter up to three decimal places (nm)\n", + " required_diameter = np.round(required_diameter, 3)\n", + " D_vals.append(required_diameter)\n", + " pillar_geo = mp.Cylinder(\n", + " material=si,\n", + " radius=required_diameter/2, \n", + " height=h,\n", + " center=mp.Vector3(x, y, h/2), \n", + " axis=mp.Vector3(0, 0, 1),\n", + " )\n", + " pillars_geo.append(pillar_geo)\n", + "print(\"Number of pillars in simulation domain: \", len(pillars_geo))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "cece7e67", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#import the input field (just before MS1)\n", + "input_field = np.load(\"../results_sym/input_field.npy\")\n", + "\n", + "mask = (np.abs(X) <= sim_domain_size/2) & (np.abs(Y) <= sim_domain_size/2)\n", + "\n", + "eta_0 = 1 #due to meep's internal normalization\n", + "Ex_field_after_MS1 = input_field * np.exp(1j*phase_mask) / np.max(np.abs(input_field))\n", + "\n", + "Ex_field_after_MS1_sim = Ex_field_after_MS1[mask].reshape((len(xs_sim), len(ys_sim)))\n", + "Hy_field_after_MS1_sim = Ex_field_after_MS1_sim / eta_0\n", + "\n", + "fig, ax = plt.subplots()\n", + "im = ax.pcolormesh(X_sim, Y_sim, np.abs(Ex_field_after_MS1_sim))\n", + "ax.set_xlabel('X [um]')\n", + "ax.set_ylabel('Y [um]')\n", + "\n", + "fig.colorbar(im, ax=ax)\n", + "\n", + "fig,ax = plt.subplots()\n", + "im = ax.pcolormesh(X_sim, Y_sim, (np.angle(Ex_field_after_MS1_sim)+2*np.pi)%(2*np.pi), cmap='hsv', shading='auto')\n", + "ax.set_xlabel('X [um]')\n", + "ax.set_ylabel('Y [um]')\n", + "\n", + "fig.colorbar(im, ax=ax)" + ] + }, + { + "cell_type": "markdown", + "id": "c62a7bdb", + "metadata": {}, + "source": [ + "for the equivalence principle, if we want to use the field after MS1\n", + "as an actual source, we need to define proper magnetic and electric currents\n", + "we assume the input electric field is polarized along the x-axis\n", + "and the magnetic field is polarized along the y-axis.\n", + "Specifying both electric and magnetic fields is necessary\n", + "to obtain a directional source. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "86c231e6", + "metadata": {}, + "outputs": [], + "source": [ + "#define the source field dataset\n", + "source_position = mp.Vector3(0,0,-0.1)\n", + "\n", + "#the surface currents due to the equivalance principle are:\n", + "#Js_x = -Hy_field_after_MS1\n", + "#Ms_y = -Ex_field_after_MS1\n", + "\n", + "sources = [\n", + " mp.Source(#electric current\n", + " src=mp.GaussianSource(frequency=freq0, fwidth=fwidth),\n", + " component=mp.Ex,\n", + " center=source_position,\n", + " size=mp.Vector3(sim_domain_size, sim_domain_size, 0),\n", + " amplitude=-1,\n", + " amp_data=Hy_field_after_MS1_sim[:, :, np.newaxis]\n", + " ),\n", + "\n", + " mp.Source(#magnetic current\n", + " src=mp.GaussianSource(frequency=freq0, fwidth=fwidth),\n", + " component=mp.Hy,\n", + " center=source_position,\n", + " size=mp.Vector3(sim_domain_size, sim_domain_size, 0),\n", + " amplitude=-1,\n", + " amp_data=Ex_field_after_MS1_sim[:, :, np.newaxis]\n", + " ),\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3d3b74dc", + "metadata": {}, + "outputs": [], + "source": [ + "pml_layers = [mp.PML(dpml)]\n", + "\n", + "Lx = sim_domain_size + 2*dpml\n", + "Ly = sim_domain_size + 2*dpml\n", + "Lz = 2*dpml + 0.4\n", + "\n", + "cell_size = mp.Vector3(Lx, Ly, Lz)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "06971828", + "metadata": {}, + "outputs": [], + "source": [ + "sim = mp.Simulation(\n", + " resolution=resolution,\n", + " cell_size = cell_size,\n", + " boundary_layers = pml_layers,\n", + " default_material = air,\n", + " sources = sources,\n", + " symmetries = [mp.Mirror(0, phase=-1), mp.Mirror(1, phase=+1)]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "38796b96", + "metadata": {}, + "outputs": [], + "source": [ + "#far field points for projection monitor\n", + "ff_resolution = 1\n", + "ff_plane_size = 30 #[um]\n", + "\n", + "xs_far = np.linspace(-ff_plane_size/2, ff_plane_size/2, ff_resolution * ff_plane_size)\n", + "ys_far = np.linspace(-ff_plane_size/2, ff_plane_size/2, ff_resolution * ff_plane_size)\n", + "\n", + "X_far, Y_far = np.meshgrid(xs_far, ys_far)\n", + "\n", + "projection_distance = h + d1 - lda0 / 2\n", + "\n", + "near_region_monitor = mp.Near2FarRegion(\n", + " center=mp.Vector3(0, 0, 0),\n", + " size=mp.Vector3(sim_domain_size, sim_domain_size, 0),\n", + ")\n", + "\n", + "n2f_obj = sim.add_near2far([freq0], near_region_monitor)\n", + "\n", + "#flux_mon = sim.add_flux(\n", + "# [fcen],\n", + "# mp.FluxRegion(center=mp.Vector3(0,0,0), size=mp.Vector3(sim_domain_size, sim_domain_size, 0))\n", + "# )" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "faa19667", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "plot_xz_plane = mp.Volume(center=mp.Vector3(0,0,0), size=mp.Vector3(Lx, 0, Lz))\n", + "sim.plot2D(ax=ax,output_plane=plot_xz_plane)\n", + "ax.set_aspect('auto')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "6c0f7961", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-----------\n", + "Initializing structure...\n", + "Padding x to even number of grid points.\n", + "Padding y to even number of grid points.\n", + "Halving computational cell along direction x\n", + "Halving computational cell along direction y\n", + "time for choose_chunkdivision = 0.002388 s\n", + "Working in 3D dimensions.\n", + "Computational cell is 141 x 141 x 1.4 with resolution 5\n", + "time for set_epsilon = 1.77537 s\n", + "-----------\n", + "on time step 1 (time=0.1), 6.54313 s/step\n", + "on time step 143 (time=14.3), 0.0282719 s/step\n", + "on time step 280 (time=28), 0.0292696 s/step\n", + "on time step 417 (time=41.7), 0.0292706 s/step\n", + "field decay(t = 50.1): 5.1928038062217734e-11 / 5.1928038062217734e-11 = 1.0\n", + "on time step 554 (time=55.4), 0.0292244 s/step\n", + "on time step 695 (time=69.5), 0.0284944 s/step\n", + "on time step 839 (time=83.9), 0.027918 s/step\n", + "on time step 979 (time=97.9), 0.0287308 s/step\n", + "field decay(t = 100.2): 1.2208801300100384e-07 / 1.2208801300100384e-07 = 1.0\n", + "on time step 1120 (time=112), 0.0286236 s/step\n", + "on time step 1258 (time=125.8), 0.0290669 s/step\n", + "on time step 1398 (time=139.8), 0.0286863 s/step\n", + "field decay(t = 150.3): 2.499762075686794e-07 / 2.499762075686794e-07 = 1.0\n", + "on time step 1537 (time=153.7), 0.0288409 s/step\n", + "on time step 1676 (time=167.6), 0.0288213 s/step\n", + "on time step 1818 (time=181.8), 0.0282518 s/step\n", + "on time step 1953 (time=195.3), 0.0298232 s/step\n", + "field decay(t = 200.4): 4.6530754527490095e-08 / 2.499762075686794e-07 = 0.18614073307239073\n", + "on time step 2089 (time=208.9), 0.0295598 s/step\n", + "on time step 2224 (time=222.4), 0.0297554 s/step\n", + "on time step 2356 (time=235.6), 0.0304477 s/step\n", + "on time step 2489 (time=248.9), 0.0300825 s/step\n", + "field decay(t = 250.5): 2.5759816121542464e-12 / 2.499762075686794e-07 = 1.0304907163800825e-05\n", + "on time step 2628 (time=262.8), 0.0289679 s/step\n", + "on time step 2765 (time=276.5), 0.0293881 s/step\n", + "on time step 2908 (time=290.8), 0.0281305 s/step\n", + "field decay(t = 300.6): 5.133720520413553e-19 / 2.499762075686794e-07 = 2.0536836566748438e-12\n", + "run 0 finished at t = 300.6 (3006 timesteps)\n" + ] + } + ], + "source": [ + "obs_point = mp.Vector3(0,0,0)\n", + "stop_cond = mp.stop_when_fields_decayed(50, mp.Ez, obs_point, 1e-9)\n", + "\n", + "sim.run(until_after_sources=stop_cond)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e5bd53be", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "far_plane = mp.Volume(\n", + " center=mp.Vector3(0, 0, projection_distance),\n", + " size=mp.Vector3(ff_plane_size, ff_plane_size, 0)\n", + ")\n", + "\n", + "ff_data = sim.get_farfields(n2f_obj, 1, where=far_plane)\n", + "\n", + "ff_Ex = ff_data['Ex']" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1fb2e049", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots()\n", + "im = ax.pcolormesh(X_far, Y_far, np.abs(ff_Ex), cmap='viridis', shading='auto')\n", + "ax.set_xlabel('X [um]')\n", + "ax.set_ylabel('Y [um]')\n", + "fig.colorbar(im, ax=ax)\n", + "fig.show()\n", + "fig.savefig(\"magnitude_field_before_MS2.pdf\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "mp", + "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": "3.13.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/metasurface/magnitude_field_before_MS2.pdf b/metasurface/magnitude_field_before_MS2.pdf new file mode 100644 index 0000000..6333db4 Binary files /dev/null and b/metasurface/magnitude_field_before_MS2.pdf differ diff --git a/metasurface/meep_fullmeta_propagation.py b/metasurface/meep_fullmeta_propagation.py new file mode 100644 index 0000000..856b1af --- /dev/null +++ b/metasurface/meep_fullmeta_propagation.py @@ -0,0 +1,282 @@ +import meep as mp +mp.verbosity(1) + +import numpy as np +import matplotlib.pyplot as plt + +resolution = 15 #[px/um] + +#all dimensions in [um] +lda0 = 1.55 +freq0 = 1 / lda0 +wvl_min = 1.5 +wvl_max = 1.6 +wvl_cen = lda0 +fmin = 1/wvl_max +fmax = 1/wvl_min +fcen = 1/wvl_cen +df = fmax-fmin +fwidth = df +nfreq = 1 + +dpml = 0.5 #PML thickness +dsub = 0.2*lda0 #substrate thickness +#dpad = dsub #padding between cell and PML + +n_si = 3.45 #silicon refractive index +si = mp.Medium(index = n_si) +n_sio2 = 1.45 +sio2 = mp.Medium(index = n_sio2) +n_air = 1.0 #air refractive index +air = mp.Medium(index = n_air) + +P = 0.7 #unit cell pitch [um] +unit_cell_pitch = P +h = 0.9 #pillar height [um] + +#propgation distances +d0 = 535 #[um] +d1 = 415 #[um] +d2 = d0 #[um] + +Nx = 1025 #pixels per dimension +Ny = Nx +nx = (Nx - 1) // 2 #indices without axes (= #512) +ny = (Ny - 1) // 2 +dof = 2*((nx + 1)**2) #number of degrees of freedom per metasurface +S = Nx * Ny + +size_x = unit_cell_pitch * Nx #actual physical size +size_y = unit_cell_pitch * Ny + +xs = np.arange(-Nx//2+1, Nx//2+1) * (size_x / Nx) +ys = np.arange(-Ny//2+1, Ny//2+1) * (size_y / Ny) +print(xs[0],xs[-1]) +X, Y = np.meshgrid(xs, ys) +rho = np.sqrt(X**2 + Y**2) + + +#################################################### +#LOAD PHASE MASK +#___________________________________________________ +#load the phase mask data +phase_mask_filename = "../results_sym/optimized_phase_mask_1.npy" +phase_mask = np.load(phase_mask_filename) + +fig, ax = plt.subplots() +im = ax.pcolormesh(X, Y, phase_mask, cmap='hsv', shading='auto') +ax.set_xlabel('X [um]') +ax.set_ylabel('Y [um]') +fig.show() + +#sim_domain_pixel_size = #full simulation domain (full axis) +sim_domain_size = 140 #[um] + +max_sim_radius = 60 + +X_quadrant = X[nx:, ny:] +xs_quadrant = xs[nx:] +xs_sim = xs[np.abs(xs) <= sim_domain_size/2] +xs_sim_quadrant = xs_quadrant[np.abs(xs_quadrant) <= sim_domain_size/2] + +Y_quadrant = Y[nx:, ny:] +ys_quadrant = ys[ny:] +ys_sim = ys[np.abs(ys) <= sim_domain_size/2] +ys_sim_quadrant = ys_quadrant[np.abs(ys_quadrant) <= sim_domain_size/2] + +X_sim, Y_sim = np.meshgrid(xs_sim, ys_sim) + +phase_mask_quadrant = phase_mask[nx:, ny:] + +fig, ax = plt.subplots() +im = ax.pcolormesh(X_quadrant, Y_quadrant, phase_mask_quadrant, cmap='hsv', shading='auto') +ax.set_xlabel('X [um]') +ax.set_ylabel('Y [um]') +ax.set_ybound(0,sim_domain_size/2) +ax.set_xbound(0,sim_domain_size/2) +fig.show() + + + +#################################################### +#UNIT CELL DATA +#___________________________________________________ +#import the unit-cell transmission coefficient data +unit_cell_diameters = np.load("../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_diameters.npy") +unit_cell_mode_phase = np.load("../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_phase.npy") +unit_cell_mode_phase = np.unwrap(unit_cell_mode_phase - unit_cell_mode_phase[0]) #normalize to 0 phase at smallest diameter +unit_cell_mode_tran = np.load("../unit_cell/unit_cell_center_1550_h900nm_res50_wvl_mode_tran.npy") + +#make a plot of the unit-cell transmission coefficient +fig, ax = plt.subplots(1, 2, figsize=(10, 4)) +ax[0].plot(unit_cell_diameters, unit_cell_mode_phase, 'r-', marker='o', label='Phase') +ax[0].set_xlabel('Diameter (um)') +ax[0].set_ylabel('Phase (rad)') +ax[1].plot(unit_cell_diameters, unit_cell_mode_tran, 'b-', marker='o', label='Transmission') +ax[1].set_xlabel('Diameter (um)') +ax[1].set_ylabel('Amplitude') +ax[0].legend() +ax[1].legend() +plt.show() +#################################################### + +pillars_geo = [] +D_vals = [] +theta = unit_cell_mode_phase + +for i, x in enumerate(xs_sim_quadrant): + for j, y in enumerate(ys_sim_quadrant): + if np.sqrt(x**2 + y**2) > max_sim_radius: + continue + else: + required_diameter = np.interp(phase_mask_quadrant[i,j], theta, unit_cell_diameters) + #round the required diameter up to three decimal places (nm) + required_diameter = np.round(required_diameter, 3) + D_vals.append(required_diameter) + pillar_geo = mp.Cylinder( + material=si, + radius=required_diameter/2, + height=h, + center=mp.Vector3(x, y, h/2), + axis=mp.Vector3(0, 0, 1), + ) + pillars_geo.append(pillar_geo) +print("Number of pillars in simulation domain: ", len(pillars_geo)) + +#import the input field (just before MS1) +input_field = np.load("../results_sym/input_field.npy") + +mask = (np.abs(X) <= sim_domain_size/2) & (np.abs(Y) <= sim_domain_size/2) + +eta_0 = 1 #due to meep's internal normalization +Ex_field_after_MS1 = input_field * np.exp(1j*phase_mask) / np.max(np.abs(input_field)) + +Ex_field_after_MS1_sim = Ex_field_after_MS1[mask].reshape((len(xs_sim), len(ys_sim))) +Hy_field_after_MS1_sim = Ex_field_after_MS1_sim / eta_0 + +fig, ax = plt.subplots() +im = ax.pcolormesh(X_sim, Y_sim, np.abs(Ex_field_after_MS1_sim)) +ax.set_xlabel('X [um]') +ax.set_ylabel('Y [um]') + +fig.colorbar(im, ax=ax) + +fig,ax = plt.subplots() +im = ax.pcolormesh(X_sim, Y_sim, (np.angle(Ex_field_after_MS1_sim)+2*np.pi)%(2*np.pi), cmap='hsv', shading='auto') +ax.set_xlabel('X [um]') +ax.set_ylabel('Y [um]') + +fig.colorbar(im, ax=ax) + +# [markdown] +# for the equivalence principle, if we want to use the field after MS1 +# as an actual source, we need to define proper magnetic and electric currents +# we assume the input electric field is polarized along the x-axis +# and the magnetic field is polarized along the y-axis. +# Specifying both electric and magnetic fields is necessary +# to obtain a directional source. + +#define the source field dataset +source_position = mp.Vector3(0,0,-0.1) + +#the surface currents due to the equivalance principle are: +#Js_x = -Hy_field_after_MS1 +#Ms_y = -Ex_field_after_MS1 + +sources = [ + mp.Source(#electric current + src=mp.GaussianSource(frequency=freq0, fwidth=fwidth), + component=mp.Ex, + center=source_position, + size=mp.Vector3(sim_domain_size, sim_domain_size, 0), + amplitude=-1, + amp_data=Hy_field_after_MS1_sim[:, :, np.newaxis] + ), + + mp.Source(#magnetic current + src=mp.GaussianSource(frequency=freq0, fwidth=fwidth), + component=mp.Hy, + center=source_position, + size=mp.Vector3(sim_domain_size, sim_domain_size, 0), + amplitude=-1, + amp_data=Ex_field_after_MS1_sim[:, :, np.newaxis] + ), +] + +pml_layers = [mp.PML(dpml)] + +Lx = sim_domain_size + 2*dpml +Ly = sim_domain_size + 2*dpml +Lz = 2*dpml + 0.4 + +cell_size = mp.Vector3(Lx, Ly, Lz) + +sim = mp.Simulation( + resolution=resolution, + cell_size = cell_size, + boundary_layers = pml_layers, + default_material = air, + sources = sources, + symmetries = [mp.Mirror(0, phase=-1), mp.Mirror(1, phase=+1)] +) + + +#far field points for projection monitor +ff_resolution = 5 +ff_plane_size = 30 #[um] + +xs_far = np.linspace(-ff_plane_size/2, ff_plane_size/2, ff_resolution * ff_plane_size) +ys_far = np.linspace(-ff_plane_size/2, ff_plane_size/2, ff_resolution * ff_plane_size) + +X_far, Y_far = np.meshgrid(xs_far, ys_far) + +projection_distance = h + d1 - lda0 / 2 + +near_region_monitor = mp.Near2FarRegion( + center=mp.Vector3(0, 0, 0), + size=mp.Vector3(sim_domain_size, sim_domain_size, 0), +) + +n2f_obj = sim.add_near2far([freq0], near_region_monitor) + +#flux_mon = sim.add_flux( +# [fcen], +# mp.FluxRegion(center=mp.Vector3(0,0,0), size=mp.Vector3(sim_domain_size, sim_domain_size, 0)) +# ) + +fig, ax = plt.subplots() +plot_xz_plane = mp.Volume(center=mp.Vector3(0,0,0), size=mp.Vector3(Lx, 0, Lz)) +sim.plot2D(ax=ax,output_plane=plot_xz_plane) +ax.set_aspect('auto') + +obs_point = mp.Vector3(0,0,0) +stop_cond = mp.stop_when_fields_decayed(50, mp.Ez, obs_point, 1e-9) + +sim.run(until_after_sources=stop_cond) + + +far_plane = mp.Volume( + center=mp.Vector3(0, 0, projection_distance), + size=mp.Vector3(ff_plane_size, ff_plane_size, 0) +) + +ff_data = sim.get_farfields(n2f_obj, ff_resolution, where=far_plane) + +ff_Ex = ff_data['Ex'] +np.save("ff_Ex.npy", ff_Ex) + +fig, ax = plt.subplots() +im = ax.pcolormesh(X_far, Y_far, np.abs(ff_Ex), cmap='viridis', shading='auto') +ax.set_xlabel('X [um]') +ax.set_ylabel('Y [um]') +fig.colorbar(im, ax=ax) +fig.savefig("magnitude_field_before_MS2.pdf") + +#make a line plot that is a slice along the y=0 axis +fig, az = plt.subplots() +im = az.plot(xs_far, np.abs(ff_Ex[ff_resolution * ff_plane_size//2, :])) +az.set_xlabel('X [um]') +az.set_ylabel('Magnitude of E-field') +fig.savefig("magnitude_field_before_MS2_slice.pdf") + + diff --git a/metasurface/unit_cell_transmission.pdf b/metasurface/unit_cell_transmission.pdf deleted file mode 100644 index 814dfff..0000000 Binary files a/metasurface/unit_cell_transmission.pdf and /dev/null differ