{ "cells": [ { "cell_type": "markdown", "id": "5688cf29", "metadata": {}, "source": [ "# 01 · From a GDS layout to a `Component`\n", "\n", "Every simulation starts with geometry. gds_fdtd reads a GDS cell against a\n", "technology and produces a **`Component`** — device polygons, a material stack,\n", "and **auto-detected ports** — the object every engine consumes. This first\n", "step is entirely offline (KLayout + matplotlib), no engine required.\n", "\n", "Here we load a waveguide **crossing** shipped with the examples." ] }, { "cell_type": "code", "execution_count": 1, "id": "0ae64e67", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:10.818002Z", "iopub.status.busy": "2026-07-21T07:26:10.817880Z", "iopub.status.idle": "2026-07-21T07:26:11.452730Z", "shell.execute_reply": "2026-07-21T07:26:11.452248Z" } }, "outputs": [], "source": [ "from pathlib import Path\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "from gds_fdtd.lyprocessor import load_cell\n", "from gds_fdtd.plotting import plot_component\n", "from gds_fdtd.simprocessor import load_component_from_tech\n", "from gds_fdtd.spec import SimulationSpec\n", "from gds_fdtd.technology import Technology\n", "\n", "\n", "def _find(rel: str) -> Path:\n", " for base in (Path.cwd(), *Path.cwd().parents):\n", " if (base / rel).exists():\n", " return base / rel\n", " raise FileNotFoundError(rel)" ] }, { "cell_type": "markdown", "id": "eb310e54", "metadata": {}, "source": [ "## 1 · Load the cell against a technology\n", "\n", "`load_cell` opens the GDS and picks the top cell; `load_component_from_tech`\n", "extrudes each layer's polygons to the z-heights and materials the technology\n", "defines, and detects ports from the pin/DevRec layers. The technology is what\n", "turns 2-D polygons into a 3-D, materialized device." ] }, { "cell_type": "code", "execution_count": 2, "id": "cc2d777a", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:11.455194Z", "iopub.status.busy": "2026-07-21T07:26:11.454944Z", "iopub.status.idle": "2026-07-21T07:26:12.994688Z", "shell.execute_reply": "2026-07-21T07:26:12.994099Z" } }, "outputs": [ { "data": { "text/html": [ "
00:26:11 PDT WARNING: Using canonical configuration directory at                \n",
       "             '/home/mustafa/.config/tidy3d'. Found legacy directory at          \n",
       "             '~/.tidy3d', which will be ignored. Remove it manually or run      \n",
       "             'tidy3d config migrate --delete-legacy' to clean up.               \n",
       "
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Remove it manually or run \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[32m'tidy3d config migrate --delete-legacy'\u001b[0m\u001b[31m to clean up. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "loaded 'crossing_te1550'\n" ] } ], "source": [ "tech = Technology.from_yaml(_find(\"examples/tech.yaml\"))\n", "cell, layout = load_cell(str(_find(\"examples/devices.gds\")), top_cell=\"crossing_te1550\")\n", "component = load_component_from_tech(cell=cell, tech=tech)\n", "print(f\"loaded {component.name!r}\")" ] }, { "cell_type": "markdown", "id": "1b275b74", "metadata": {}, "source": [ "## 2 · Ports — detected automatically\n", "\n", "A crossing has four ports. Each carries its own name, µm coordinates, width,\n", "and a snapped direction (0/90/180/270°) — everything an engine needs to launch\n", "and collect modes." ] }, { "cell_type": "code", "execution_count": 3, "id": "a1719883", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:12.995715Z", "iopub.status.busy": "2026-07-21T07:26:12.995503Z", "iopub.status.idle": "2026-07-21T07:26:12.997839Z", "shell.execute_reply": "2026-07-21T07:26:12.997484Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " opt1: center (-4.80, 0.00, 0.11) µm, width 0.500 µm, facing 180°\n", " opt4: center (4.80, 0.00, 0.11) µm, width 0.500 µm, facing 0°\n", " opt2: center (0.00, 4.80, 0.11) µm, width 0.500 µm, facing 90°\n", " opt3: center (0.00, -4.80, 0.11) µm, width 0.500 µm, facing 270°\n" ] } ], "source": [ "for p in component.ports:\n", " print(f\" {p.name}: center ({p.center[0]:.2f}, {p.center[1]:.2f}, {p.center[2]:.2f}) µm, \"\n", " f\"width {p.width:.3f} µm, facing {p.direction}°\")" ] }, { "cell_type": "markdown", "id": "590f0214", "metadata": {}, "source": [ "## 3 · Structures — role-tagged, materialized\n", "\n", "The component is a flat list of structures, each tagged by **role** (device /\n", "substrate / superstrate), with its GDS layer, z-extent, and resolved material.\n", "Backgrounds (substrate/superstrate) are filled by the technology, not the GDS." ] }, { "cell_type": "code", "execution_count": 4, "id": "529db6e0", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:12.998510Z", "iopub.status.busy": "2026-07-21T07:26:12.998450Z", "iopub.status.idle": "2026-07-21T07:26:13.000623Z", "shell.execute_reply": "2026-07-21T07:26:13.000252Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " substrate Substrate layer [999, 0] z +0.00…-2.00 µm\n", " superstrate Superstrate layer [999, 1] z +0.00…+3.00 µm\n", " device dev_0_0 layer [1, 0] z +0.00…+0.22 µm\n", "\n", "bounds: x [-4.80, 4.80] y [-4.80, 4.80] z-center 0.110 µm\n" ] } ], "source": [ "for s in component.structures:\n", " print(f\" {s.role:<11} {s.name:<10} layer {s.layer} z {s.z_base:+.2f}…{s.z_base + s.z_span:+.2f} µm\")\n", "b = component.bounds\n", "print(f\"\\nbounds: x [{b.x_min:.2f}, {b.x_max:.2f}] y [{b.y_min:.2f}, {b.y_max:.2f}] \"\n", " f\"z-center {b.z_center:.3f} µm\")" ] }, { "cell_type": "markdown", "id": "9422becb", "metadata": {}, "source": [ "## 4 · The geometry view\n", "\n", "The standard picture: device polygons (per layer), the detected ports\n", "(arrows + width ticks), the `devrec` bounds, and — given a `SimulationSpec` —\n", "the FDTD region and the port-extension stubs the solvers push through the PML.\n", "Each simulation notebook opens with this geometry view." ] }, { "cell_type": "code", "execution_count": 5, "id": "06932958", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:13.001358Z", "iopub.status.busy": "2026-07-21T07:26:13.001298Z", "iopub.status.idle": "2026-07-21T07:26:13.134272Z", "shell.execute_reply": "2026-07-21T07:26:13.133456Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_component(component, spec=SimulationSpec(buffer=1.0))\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "209aa752", "metadata": {}, "source": [ "## 5 · The same component in 3D\n", "\n", "`show_3d` renders the extruded stack interactively — drag to orbit, scroll\n", "to zoom, click any object for its name, material, and z-extent; the legend\n", "toggles layers, ports, and the translucent substrate/superstrate. It works\n", "in the notebook and in this documentation page alike (the static fallback\n", "for JavaScript-free contexts is `viewer3d.render_static`)." ] }, { "cell_type": "code", "execution_count": 6, "id": "a040eaf4", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:13.135583Z", "iopub.status.busy": "2026-07-21T07:26:13.135486Z", "iopub.status.idle": "2026-07-21T07:26:13.139859Z", "shell.execute_reply": "2026-07-21T07:26:13.139500Z" } }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from gds_fdtd.viewer3d import show_3d # noqa: E402\n", "\n", "show_3d(component, height=420)" ] }, { "cell_type": "code", "execution_count": 7, "id": "0c7386c3", "metadata": { "execution": { "iopub.execute_input": "2026-07-21T07:26:13.140772Z", "iopub.status.busy": "2026-07-21T07:26:13.140703Z", "iopub.status.idle": "2026-07-21T07:26:13.143091Z", "shell.execute_reply": "2026-07-21T07:26:13.142400Z" } }, "outputs": [], "source": [ "del layout # release the KLayout objects" ] }, { "cell_type": "markdown", "id": "7bb7163a", "metadata": {}, "source": [ "## Recap & next\n", "\n", "One `Component` — geometry + materials + ports — is all any engine needs, and\n", "it came from a plain GDS file plus a technology. The rest of the toolbox works\n", "the same regardless of the source.\n", "\n", "- **`02_technology`** — the material side of that technology.\n", "- **`03_first_simulation`** — put this Component through an FDTD engine.\n", "- **`08_frontends`** — the same Component from gdsfactory / SiEPIC / raw GDS." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.13" } }, "nbformat": 4, "nbformat_minor": 5 }