{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "P9-FPzw4D3-B" }, "source": [ "# Guided mode expansion and polarization mixing\n", "\n", "This example is related to Sec. 4.2 of the CPC paper. We calculate the bands of a PhC slab in the presence of vertical mirror symmetry and we wish to answer the following question: if a quasi-guided PhC slab mode is even (odd) under reflection in a vertical mirror plane, does it couple only to p-polarized (s-polarized) radiation modes in the far field?\n", "\n", "We answer this question by decomposing the imaginary part of the frequency into the contributions arising from s-polarized or p-polarized plane waves. This feature is new to Legume 1.0 (2024 version, CPC paper)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "executionInfo": { "elapsed": 1837, "status": "ok", "timestamp": 1708439264746, "user": { "displayName": "SIMONE ZANOTTI", "userId": "14051006727806237496" }, "user_tz": -60 }, "id": "21sd2KrpVpKj", "outputId": "cfa34265-0159-4386-82c6-0725fef89e4c" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Version of the imported legume : 1.0.0\n" ] } ], "source": [ "import legume\n", "print(f\"Version of the imported legume : {legume.__version__}\")\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import matplotlib.colors as mpc\n", "\n", "import copy" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Define the PhC" ] }, { "cell_type": "markdown", "metadata": { "id": "ctmrlAgyhTNR" }, "source": [ "We adopt the parameters of Fig. 8 of the CPC paper, but we employ dimensionless unit." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "executionInfo": { "elapsed": 262, "status": "ok", "timestamp": 1708439281174, "user": { "displayName": "SIMONE ZANOTTI", "userId": "14051006727806237496" }, "user_tz": -60 }, "id": "nJBjK69dhEEY", "outputId": "df6df5ef-eb87-44b8-c0ae-5c98d6cef767" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of reciprocal lattice vectors in the expansion: npw = 69\n" ] } ], "source": [ "D = 0.2 # slab thickness in units of a\n", "r = 0.25 # hole radius in units of a\n", "eps_c = 1 # permittivity of circular holes\n", "eps_b = 3.45**2 # background permittivity of slab\n", "eps_lower, eps_upper = 1, 1 # permittivities of lower and upper claddings\n", "\n", "\n", "lattice = legume.Lattice('square')\n", "phc = legume.PhotCryst(lattice, eps_l=eps_lower, eps_u=eps_upper)\n", "phc.add_layer(d=D, eps_b=eps_b)\n", "phc.layers[-1].add_shape(legume.Circle(eps=eps_c, r=r, x_cent=0., y_cent=0))\n", "\n", "gme = legume.GuidedModeExp(phc, gmax=4.5, truncate_g='abs')\n", "npw = np.shape(gme.gvec)[1] # number of plane waves in the expansion\n", "print(f'Number of reciprocal lattice vectors in the expansion: npw = {npw}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate $s-$ and $p-$ farfield coupling" ] }, { "cell_type": "markdown", "metadata": { "id": "jm21SbpfqhvL" }, "source": [ "For simplicity, we consider only $xy$-even modes, adopting a basis of guided modes $\\alpha=0,3$." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "executionInfo": { "elapsed": 17778, "status": "ok", "timestamp": 1708439303362, "user": { "displayName": "SIMONE ZANOTTI", "userId": "14051006727806237496" }, "user_tz": -60 }, "id": "siNlJJ7S29LK", "outputId": "67830f8b-c10e-4bdb-97ea-6ba0b15b4097" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Warning: gmax=4 exactly equal to one of the g-vectors modulus, reciprocal lattice truncated with gmax=4.0000000001 to avoid problems.\n", "Plane waves used in the expansion = 49.\n", "Running gme k-points: │██████████████████████████████│ 51 of 51\r" ] }, { "data": { "text/html": [ "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃ Steps in GuidedModeExp: 49 plane waves and 2 guided modes  Time (s)                  % vs total T ┃\n",
       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ Guided modes computation with gmode_compute='exact'        1.526     │███████████████-----│   75% │\n",
       "│ Inverse matrix of Fourier-space permittivity               0.017     │--------------------│    1% │\n",
       "│ Matrix diagionalization using the 'eigh' solver            0.028     │--------------------│    1% │\n",
       "│ Creating GME matrix                                        0.241     │██------------------│   12% │\n",
       "│ Creating change of basis matrix using dense matrices       0.177     │█-------------------│    9% │\n",
       "├───────────────────────────────────────────────────────────┼──────────┼──────────────────────────────┤\n",
       "│ Total time for real part of frequencies for 51 k-points    2.025     │████████████████████│  100% │\n",
       "└───────────────────────────────────────────────────────────┴──────────┴──────────────────────────────┘\n",
       "
\n" ], "text/plain": [ "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mSteps in GuidedModeExp: 49 plane waves and 2 guided modes\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mTime (s)\u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1m % vs total T\u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[36m \u001b[0m\u001b[36mGuided modes computation with gmode_compute='\u001b[0m\u001b[1;36mexact\u001b[0m\u001b[36m'\u001b[0m\u001b[36m \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.526 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│███████████████-----│ 75%\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mInverse matrix of Fourier-space permittivity\u001b[0m\u001b[36m \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.017 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│--------------------│ 1%\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mMatrix diagionalization using the '\u001b[0m\u001b[1;36meigh\u001b[0m\u001b[36m' solver\u001b[0m\u001b[36m \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.028 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│--------------------│ 1%\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mCreating GME matrix\u001b[0m\u001b[36m \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.241 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│██------------------│ 12%\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mCreating change of basis matrix using \u001b[0m\u001b[1;36mdense\u001b[0m\u001b[36m matrices\u001b[0m\u001b[36m \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.177 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│█-------------------│ 9%\u001b[0m\u001b[32m \u001b[0m│\n", "├───────────────────────────────────────────────────────────┼──────────┼──────────────────────────────┤\n", "│\u001b[1;36m \u001b[0m\u001b[1;36mTotal time for real part of frequencies for 51 k-points\u001b[0m\u001b[1;36m \u001b[0m\u001b[1;36m \u001b[0m│\u001b[1;35m \u001b[0m\u001b[1;4;35m2.025\u001b[0m\u001b[1;35m \u001b[0m\u001b[1;35m \u001b[0m│\u001b[1;32m \u001b[0m\u001b[1;32m│████████████████████│ 100%\u001b[0m\u001b[1;32m \u001b[0m│\n", "└───────────────────────────────────────────────────────────┴──────────┴──────────────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Running GME losses k-point: │██████████████████████████████│ 51 of 51\r" ] }, { "data": { "text/html": [ "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━┓\n",
       "┃ Steps in GuidedModeExp: 49 plane waves and 2 guided modes         Time (s) ┃\n",
       "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━┩\n",
       "│ Total time for imaginary part of frequencies for 1530 eigenmodes  5.568    │\n",
       "└──────────────────────────────────────────────────────────────────┴──────────┘\n",
       "
\n" ], "text/plain": [ "┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mSteps in GuidedModeExp: 49 plane waves and 2 guided modes\u001b[0m\u001b[1m \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mTime (s)\u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━┩\n", "│\u001b[1;36m \u001b[0m\u001b[1;36mTotal time for imaginary part of frequencies for 1530 eigenmodes\u001b[0m\u001b[1;36m \u001b[0m│\u001b[1;35m \u001b[0m\u001b[1;4;35m5.568\u001b[0m\u001b[1;35m \u001b[0m\u001b[1;35m \u001b[0m│\n", "└──────────────────────────────────────────────────────────────────┴──────────┘\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "nk1, nk2 = 20, 30\n", "path = lattice.bz_path(['X', 'G', 'M'], [nk1, nk2])\n", "gmode_inds, numeig = [0, 3], 30\n", "verbose, compute_im = True, True\n", "nkappa = path['kpoints'].shape[1]\n", "\n", "gme = legume.GuidedModeExp(phc, gmax=4, truncate_g='abs')\n", "gme.run(kpoints=path['kpoints'], angles=path['angles'], gmode_inds=gmode_inds, kz_symmetry='even',\n", " numeig=numeig, verbose=verbose, compute_im=compute_im)\n", "freqs = gme.freqs\n", "freqs_im = gme.freqs_im\n", "freqs_im_s = gme.freqs_im*gme.unbalance_sp\n", "freqs_im_p = gme.freqs_im*(1-gme.unbalance_sp)" ] }, { "cell_type": "markdown", "metadata": { "id": "6IoMRT-F4oSU" }, "source": [ "Prepares the light lines for the plot" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "executionInfo": { "elapsed": 1, "status": "ok", "timestamp": 1708439345084, "user": { "displayName": "SIMONE ZANOTTI", "userId": "14051006727806237496" }, "user_tz": -60 }, "id": "HNkKKEQM4jkR" }, "outputs": [], "source": [ "eps_clad = [gme.phc.claddings[0].eps_avg, gme.phc.claddings[-1].eps_avg]\n", "\n", "# this is the usual light line for the cladding\n", "light = np.sqrt(\n", " np.square(gme.kpoints[0, :]) +\n", " np.square(gme.kpoints[1, :])) / 2 / np.pi / np.sqrt(max(eps_clad))\n", "\n", "# this are light lines folded with various reciprocal lattice vectors\n", "Grec1 = [0, -2*np.pi] # this in particular gives the cutoff for out-of-plane diffraction\n", "light1 = np.sqrt(\n", " np.square(gme.kpoints[0, :]+Grec1[0]) +\n", " np.square(gme.kpoints[1, :]+Grec1[1])) / 2 / np.pi / np.sqrt(max(eps_clad))\n", "\n", "Grec2 = [-2*np.pi, 0]\n", "light2 = np.sqrt(\n", " np.square(gme.kpoints[0, :]+Grec2[0]) +\n", " np.square(gme.kpoints[1, :]+Grec2[1])) / 2 / np.pi / np.sqrt(max(eps_clad))\n", "\n", "Grec3 = [-2*np.pi, -2*np.pi]\n", "light3 = np.sqrt(\n", " np.square(gme.kpoints[0, :]+Grec3[0]) +\n", " np.square(gme.kpoints[1, :]+Grec3[1])) / 2 / np.pi / np.sqrt(max(eps_clad))" ] }, { "cell_type": "markdown", "metadata": { "id": "uCUqZAfs6262" }, "source": [ "Plot the results" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 445 }, "executionInfo": { "elapsed": 4968, "status": "ok", "timestamp": 1708439598368, "user": { "displayName": "SIMONE ZANOTTI", "userId": "14051006727806237496" }, "user_tz": -60 }, "id": "2gVgX6pNmE0e", "outputId": "72ceaeb3-2d33-42bd-aee9-fe640e6633f8" }, "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": [ "nfreqs = freqs.shape[1]\n", "ymin, ymax = 0.4, 1.4\n", "\n", "markersize = 20\n", "vmin, vmax = 1e-6, 1e-2\n", "conecolor ='lightcyan'\n", "conecolor1='cyan'\n", "\n", "# we set a minimum value to the colorscale, otherwise the points below the line line do not appear\n", "freqs_im_s_for_plot = copy.deepcopy(freqs_im_s)\n", "freqs_im_p_for_plot = copy.deepcopy(freqs_im_p)\n", "for i in range(nkappa):\n", " for j in range(nfreqs):\n", " freqs_im_s_for_plot[i,j] = max(freqs_im_s[i,j], vmin)\n", " freqs_im_p_for_plot[i,j] = max(freqs_im_p[i,j], vmin)\n", "\n", "\n", "fig, ax = plt.subplots(nrows=1, ncols=2, constrained_layout=True, figsize=(6, 4))\n", "kappa = range(nkappa)\n", "for j in range(nfreqs):\n", "# ax.scatter(kappa, freqs_even[:,j], c='red', s=markersize)\n", " f0 = ax[0].scatter(kappa, freqs[:,j], c=freqs_im_s_for_plot[:,j],\n", " s=markersize, edgecolors='black', linewidths=0.5,\n", " norm=mpc.LogNorm(vmin= vmin, vmax=vmax), cmap='viridis_r')\n", " f1 = ax[1].scatter(kappa, freqs[:,j], c=freqs_im_p_for_plot[:,j],\n", " s=markersize, edgecolors='black', linewidths=0.5,\n", " norm=mpc.LogNorm(vmin= vmin, vmax=vmax), cmap='viridis_r')\n", "\n", "for a in ax: # Loop over all axis for common set-up (limits, lightcones,...)\n", " a.set_ylim([ymin, ymax])\n", " a.set_xlim([0, nkappa-1])\n", " a.set_xlabel(\"Wavevector\")\n", " a.set_xticks(path['indexes'], path['labels'])\n", " a.xaxis.grid('True')\n", " a.plot(kappa, light, color='blue')\n", " a.plot(kappa, light2, color='green')\n", " a.plot(kappa, light1, color='red')\n", " a.plot(kappa, light3, color='magenta')\n", " a.fill_between(kappa, light, max(100, light.max(), gme.freqs[:].max()),\n", " facecolor=conecolor, zorder=0)\n", " a.fill_between(kappa, light1, max(100, light.max(), gme.freqs[:].max()),\n", " facecolor=conecolor1, zorder=0)\n", "\n", "ax[0].set_title('coupling to s-pol')\n", "ax[0].set_ylabel(\"$\\omega a/2\\pi c$\")\n", "ax[1].set_title('coupling to p-pol')\n", "\n", "plt.colorbar(f1, ax=ax[1], label=\"$\\Im(\\omega a/2\\pi c)$\", extend=\"max\")\n" ] }, { "cell_type": "markdown", "metadata": { "id": "d2uxtJlBkRIk" }, "source": [ "Interpretation:\n", "* the blue line (light line in the cladding) determines the onset of losses of quasi-guided modes. Above this cutoff, kz-even modes start to couple to p-polarized plane waves, thus they become radiative - but there is no polarization mixing.\n", "* the red line (folded line corresponding to the reciprocal lattice vector [0, -2*np.pi]) is the cutoff for diffraction in directions out of the ${\\bf k}z$ plane. Above this cutoff, kz-even modes start to couple to s-polarized plane waves - and there is polarization mixing!\n", "\n", "Compare with Fig. 10(a,b) of the CPC paper." ] } ], "metadata": { "colab": { "provenance": [ { "file_id": "1FJOpgUI7ptjD4DoHdbNaukgCLY93jKrv", "timestamp": 1707987732557 }, { "file_id": "1n0P6EbaveZbZ93A9xfPE6bJ2qnti4zZh", "timestamp": 1706725478031 }, { "file_id": "1HVj2bXU4fgooGFL4bv1nWIEMlFxLSwKL", "timestamp": 1703665850721 }, { "file_id": "1faK4isUy1NDKeqWl6nvCzq20pYAeLbbg", "timestamp": 1703606078249 } ] }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.11.5" } }, "nbformat": 4, "nbformat_minor": 4 }