{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "S4EeSOjoOolm" }, "source": [ "# Guided mode expansion with Autograd" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "fr5ZYJaHOolo", "outputId": "22f22721-d2cb-43fa-b13f-b3409baf26aa" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The autoreload extension is already loaded. To reload it, use:\n", " %reload_ext autoreload\n" ] } ], "source": [ "import legume\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import time\n", "\n", "import autograd.numpy as npa\n", "from autograd import grad, value_and_grad\n", "\n", "import legume\n", "from legume.minimize import Minimize\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "id": "GRXr4s3XOolo" }, "source": [ "## PhC cavity simulation\n", "\n", "In this Notebook, we will optimize a photonic crystal cavity in a lithium niobate slab. We use the small-volume design of Minkov et al., APL 111 (2017), and optimize with respect to shifts in the positions of the air holes. So, we start by defining the starting structure, and a function that builds the photonic crystal given some hole shifts. The PhC parameters are as from Li et al., https://arxiv.org/abs/1806.04755" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "id": "YzmHv6kIOolo" }, "outputs": [], "source": [ "# Number of PhC periods in x and y directions\n", "Nx, Ny = 16, 10\n", "\n", "# Regular PhC parameters\n", "ra = 0.234\n", "dslab = 0.4355\n", "n_slab = 2.21\n", "\n", "# Initialize a lattice and PhC\n", "lattice = legume.Lattice([Nx, 0], [0, Ny*np.sqrt(3)/2])\n", "\n", "# Make x and y positions in one quadrant of the supercell\n", "# We only initialize one quadrant because we want to shift the holes symmetrically\n", "xp, yp = [], []\n", "nx, ny = Nx//2 + 1, Ny//2 + 1\n", "for iy in range(ny):\n", " for ix in range(nx):\n", " xp.append(ix + (iy%2)*0.5)\n", " yp.append(iy*np.sqrt(3)/2)\n", "\n", "# Move the first two holes to create the L4/3 defect\n", "xp[0] = 2/5\n", "xp[1] = 6/5\n", "nc = len(xp)\n", "\n", "# Initialize shift parameters to zeros\n", "dx, dy = np.zeros((nc,)), np.zeros((nc,))" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "id": "0JedO1FrOolp" }, "outputs": [], "source": [ "# Define L4/3 PhC cavity with shifted holes\n", "def cavity(dx, dy):\n", " # Initialize PhC\n", " phc = legume.PhotCryst(lattice)\n", "\n", " # Add a layer to the PhC\n", " phc.add_layer(d=dslab, eps_b=n_slab**2)\n", "\n", " # Apply holes symmetrically in the four quadrants\n", " for ic, x in enumerate(xp):\n", " yc = yp[ic] if yp[ic] == 0 else yp[ic] + dy[ic]\n", " xc = x if x == 0 else xp[ic] + dx[ic]\n", " phc.add_shape(legume.Circle(x_cent=xc, y_cent=yc, r=ra))\n", " if nx-0.6 > xp[ic] > 0 and (ny-1.1)*np.sqrt(3)/2 > yp[ic] > 0:\n", " phc.add_shape(legume.Circle(x_cent=-xc, y_cent=-yc, r=ra))\n", " if nx-1.6 > xp[ic] > 0:\n", " phc.add_shape(legume.Circle(x_cent=-xc, y_cent=yc, r=ra))\n", " if (ny-1.1)*np.sqrt(3)/2 > yp[ic] > 0 and nx-1.1 > xp[ic]:\n", " phc.add_shape(legume.Circle(x_cent=xc, y_cent=-yc, r=ra))\n", "\n", " return phc" ] }, { "cell_type": "markdown", "metadata": { "id": "apfXA93LOolp" }, "source": [ "We will also define a function that initializes and runs a GME computation given shifts `dx`, `dy`, and returns the `gme` object and the quality factor of the fundamental cavity mode." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "id": "u-lm_EqcOolp" }, "outputs": [], "source": [ "# Solve for a cavity defined by shifts dx, dy\n", "def gme_cavity(dx, dy, gmax, truncate_g, options):\n", " # Initialize PhC\n", " phc = cavity(dx, dy)\n", "\n", " # For speed, we don't want to compute the loss rates of *all* modes that we store\n", " options['compute_im'] = False\n", "\n", " # Initialize GME\n", " gme = legume.GuidedModeExp(phc, gmax=gmax, truncate_g=truncate_g)\n", "\n", " # Solve for the real part of the frequencies\n", " gme.run(kpoints=np.array([[0], [0]]), **options)\n", "\n", " # Find the imaginary frequency of the fundamental cavity mode\n", " (freq_im, _, _) = gme.compute_rad(0, [Nx*Ny])\n", "\n", " # Finally, compute the quality factor\n", " Q = gme.freqs[0, Nx*Ny]/2/freq_im[0]\n", " return (gme, Q)" ] }, { "cell_type": "markdown", "metadata": { "id": "_DV4YwUbOolp" }, "source": [ "Let's first test the forward computation. Note that position shifts of the holes do not affect the average permittivity of the slab that is used for the guided modes. Thus, setting the `gradients` option to `approx` actually still returns the exact gradients, but is faster." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Z_XRNnCuOolp", "outputId": "8a93501c-93d7-4bc0-b56a-8476c469cf88", "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running gme k-points: │██████████████████████████████│ 1 of 1\r" ] }, { "data": { "text/html": [ "
┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
"┃ Steps in GuidedModeExp: 2275 plane waves and 1 guided modes ┃ Time (s) ┃ % vs total T ┃\n",
"┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
"│ Guided modes computation with gmode_compute='exact' │ 0.312 │ │--------------------│ 2% │\n",
"│ Inverse matrix of Fourier-space permittivity │ 0.383 │ │--------------------│ 2% │\n",
"│ Matrix diagionalization using the 'eigh' solver │ 17.868 │ │█████████████████---│ 87% │\n",
"│ Creating GME matrix │ 2.056 │ │█-------------------│ 10% │\n",
"├─────────────────────────────────────────────────────────────┼──────────┼──────────────────────────────┤\n",
"│ Total time for real part of frequencies for 1 k-points │ 20.620 │ │████████████████████│ 100% │\n",
"└─────────────────────────────────────────────────────────────┴──────────┴──────────────────────────────┘\n",
"\n"
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"text/plain": [
"┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
"┃\u001b[1m \u001b[0m\u001b[1mSteps in GuidedModeExp: 2275 plane waves and 1 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[35m0.312 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│--------------------│ 2%\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[35m0.383 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│--------------------│ 2%\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[35m17.868 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│█████████████████---│ 87%\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[35m2.056 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32m│█-------------------│ 10%\u001b[0m\u001b[32m \u001b[0m│\n",
"├─────────────────────────────────────────────────────────────┼──────────┼──────────────────────────────┤\n",
"│\u001b[1;36m \u001b[0m\u001b[1;36mTotal time for real part of frequencies for 1 k-points\u001b[0m\u001b[1;36m \u001b[0m\u001b[1;36m \u001b[0m│\u001b[1;35m \u001b[0m\u001b[1;4;35m20.620\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"
]
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"Skipping imaginary part computation, use run_im() to run it, or compute_rad() to compute the radiative rates of \n", "selected eigenmodes\n", "\n" ], "text/plain": [ "Skipping imaginary part computation, use \u001b[1;35mrun_im\u001b[0m\u001b[1m(\u001b[0m\u001b[1m)\u001b[0m to run it, or \u001b[1;35mcompute_rad\u001b[0m\u001b[1m(\u001b[0m\u001b[1m)\u001b[0m to compute the radiative rates of \n", "selected eigenmodes\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set some GME options\n", "options = {'gmode_inds': [0], 'verbose': True, 'numeig': Nx*Ny+5, 'gradients': 'approx'}\n", "\n", "gmax = 2\n", "truncate_g = 'tbt' # for large rectangular supercells better to use tbt, it is faster and uses less memory\n", "\n", "# Run the simulation for the starting cavity (zero shifts as initialized above)\n", "(gme, Q) = gme_cavity(dx, dy, gmax, truncate_g, options)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 437 }, "id": "uCW34Em5Oolp", "outputId": "ad82fbf9-c0fe-449b-8f47-cabb4e76bc3a" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Cavity quality factor: 6454.17\n" ] }, { "data": { "image/png": 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\n", 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