{ "cells": [ { "cell_type": "markdown", "id": "cell-00", "metadata": {}, "source": [ "# Two-Qubit Cell: Meshing Part of the 17-Qubit Chip" ] }, { "cell_type": "markdown", "id": "cell-01", "metadata": {}, "source": [ "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/qiskit-community/qiskit-metal/blob/main/docs/circuit-examples/F.Small-quantum-chips/54-Wallraff_TwoQubit_Cell_Mesh.ipynb)\n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/qiskit-community/qiskit-metal/main?labpath=docs%2Fcircuit-examples%2FF.Small-quantum-chips%2F54-Wallraff_TwoQubit_Cell_Mesh.ipynb)\n", "\n", "> 💡 **What you need.** Meshing needs gmsh: `pip install \"quantum-metal[mesh]\"`. The capacitance step at the end also needs [ElmerFEM](https://www.elmerfem.org/) (`ElmerSolver` on your `PATH`); without it the notebook stops after the mesh and says so. The outputs shown here come from a run with gmsh 4.15 and ElmerFEM 26.2." ] }, { "cell_type": "markdown", "id": "simulation-pathways", "metadata": {}, "source": [ "> 🧭 **Other simulation pathways.** This notebook uses ElmerFEM for the capacitance matrix. The same design can also go to Ansys HFSS / Q3D (tutorials 4.01–4.23) or to the pip-installable gmsh + scikit-fem solver for eigenmodes, couplings and capacitance (tutorials 4.43–4.45); AWS Palace is available through SQDMetal, with a native integration in progress. [Simulation pathways](https://qiskit-community.github.io/qiskit-metal/simulation-pathways.html) summarizes what each solver computes, how to install it, and which tutorials use it." ] }, { "cell_type": "markdown", "id": "cell-02", "metadata": {}, "source": [ "A full chip is far too big to simulate in one piece, and it does not need to be: the quantities that set a qubit's frequency and its coupling to a neighbor are local. This notebook takes one cell of the [17-qubit surface-code chip](53-Wallraff_17Qubit_SurfaceCode.ipynb) — data qubit `D5`, auxiliary qubit `Z3`, and the coupler between them — builds it as a small design of its own, and meshes it for the open-source finite-element path: gmsh for the mesh, ElmerFEM for the capacitance matrix.\n", "\n", "**What you'll learn**\n", "\n", "- how to cut a cell out of a larger design as its own, cropped design (rather than filtering the big one, which keeps the full-chip ground plane);\n", "- how to render and mesh it with `QGmshRenderer`, and look at the mesh without a GUI;\n", "- how to hand the same design to `QElmerRenderer` for the capacitance matrix.\n", "\n", "The cell uses exactly the geometry of the full chip: `build_cell()` runs the same builder stages on a subset of the qubits." ] }, { "cell_type": "code", "execution_count": 1, "id": "cell-03", "metadata": {}, "outputs": [], "source": [ "# In Colab / Binder, uncomment to install Quantum Metal with the mesher.\n", "# Colab only (not needed locally): gmsh's Linux wheel needs system graphics libraries Colab lacks.\n", "# !apt-get -qq update && apt-get -qq install -y libglu1-mesa libgl1 libxcursor1 libxft2 libxinerama1 libxfixes3 libxrender1 libxext6 libfontconfig1 > /dev/null\n", "# !pip install -q \"quantum-metal[mesh]\"" ] }, { "cell_type": "code", "execution_count": 2, "id": "cell-04", "metadata": {}, "outputs": [], "source": [ "import shutil\n", "import sys\n", "import tempfile\n", "import time\n", "import urllib.request\n", "import warnings\n", "from pathlib import Path\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from IPython.display import display\n", "\n", "import qiskit_metal as qm\n", "from qiskit_metal.validation import DEFAULT_RULES, SHAPE_RULES, validate\n", "\n", "warnings.filterwarnings(\"ignore\", category=FutureWarning)\n", "\n", "# The builder and measured geometry are shared with the 17-qubit notebook.\n", "RES = Path(\"resources/wallraff_17q\")\n", "if not RES.exists():\n", " RES.mkdir(parents=True)\n", " base = (\n", " \"https://raw.githubusercontent.com/qiskit-community/qiskit-metal/main/\"\n", " \"docs/circuit-examples/F.Small-quantum-chips/\"\n", " \"resources/wallraff_17q/\"\n", " )\n", " for f in (\"wallraff_17q.py\", \"geometry.json\"):\n", " urllib.request.urlretrieve(base + f, RES / f)\n", "sys.path.insert(0, str(RES))\n", "\n", "import wallraff_17q as chip\n", "\n", "try:\n", " import gmsh\n", " from qiskit_metal.renderers.renderer_gmsh.gmsh_renderer import QGmshRenderer\n", "\n", " HAVE_GMSH = True\n", "except Exception as error: # not installed, or a system library is missing\n", " HAVE_GMSH = False\n", " print(\"gmsh unavailable:\", error)" ] }, { "cell_type": "markdown", "id": "cell-05", "metadata": {}, "source": [ "## 1. Build the cell\n", "\n", "`build_cell()` makes a `MultiPlanar` design — the layer stack the gmsh and Elmer renderers read — with its chip cropped to the two qubits plus a 0.35 mm margin, and places the qubits and their coupler exactly as on the full chip." ] }, { "cell_type": "code", "execution_count": 3, "id": "cell-06", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "cell: 2.3092mm x 0.7mm, components: ['D5', 'Z3', 'CPL_D5_Z3']\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Design rules passed (12 rules ran, no findings).\n" ] } ], "source": [ "design = chip.build_cell((\"D5\", \"Z3\"))\n", "size = design.chips.main.size\n", "print(f\"cell: {size.size_x} x {size.size_y}, components: {list(design.components)}\")\n", "\n", "fig = qm.view(design)\n", "fig.set_size_inches(9, 3.2)\n", "display(fig)\n", "print(validate(design, rules=[*DEFAULT_RULES, *SHAPE_RULES]).report())" ] }, { "cell_type": "markdown", "id": "cell-07", "metadata": {}, "source": [ "## 2. Mesh it with gmsh\n", "\n", "The junctions are skipped: in an electrostatic (capacitance) simulation a Josephson junction is a lumped inductor, added afterwards in the circuit model. The mesh is fine near the metal edges and coarse far away (`min_size`/`max_size`)." ] }, { "cell_type": "code", "execution_count": 4, "id": "cell-08", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "meshed in 37 s: 109,821 nodes, 140,275 triangles, 609,462 tetrahedra\n" ] } ], "source": [ "if HAVE_GMSH:\n", " mesher = QGmshRenderer(design)\n", " if not gmsh.isInitialized():\n", " gmsh.initialize()\n", " gmsh.option.setNumber(\"General.Terminal\", 0) # keep gmsh's progress log out\n", " mesher.options.mesh.min_size = \"5um\"\n", " mesher.options.mesh.max_size = \"80um\"\n", " start = time.time()\n", " mesher.render_design(skip_junctions=True)\n", " tags, coords, _ = gmsh.model.mesh.getNodes()\n", " _, triangles = gmsh.model.mesh.getElementsByType(2)\n", " _, tetrahedra = gmsh.model.mesh.getElementsByType(4)\n", " print(\n", " f\"meshed in {time.time() - start:.0f} s: {len(tags):,} nodes, \"\n", " f\"{len(triangles) // 3:,} triangles, {len(tetrahedra) // 4:,} tetrahedra\"\n", " )" ] }, { "cell_type": "markdown", "id": "cell-09", "metadata": {}, "source": [ "### Look at the mesh\n", "\n", "gmsh has its own viewer (`mesher.launch_gui()`), but it needs a display. The cell below draws the triangles that lie in the plane of the metal instead: they crowd along every metal edge, where the field changes fastest." ] }, { "cell_type": "code", "execution_count": 5, "id": "cell-10", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if HAVE_GMSH:\n", " xyz = coords.reshape(-1, 3)\n", " index = {tag: i for i, tag in enumerate(tags)}\n", " tri = np.vectorize(index.get)(triangles.reshape(-1, 3))\n", " in_plane = np.ptp(xyz[tri, 2], axis=1) < 1e-9\n", " plane = tri[in_plane & np.isclose(xyz[tri[:, 0], 2], 0.0)]\n", "\n", " fig, axes = plt.subplots(1, 2, figsize=(12, 4.5))\n", " for ax, (x0, x1, y0, y1), title in (\n", " (axes[0], (-0.35, 1.95, -0.35, 0.35), \"whole cell\"),\n", " (axes[1], (0.12, 0.52, -0.26, 0.06), \"the coupler leaving D5\"),\n", " ):\n", " ax.triplot(xyz[:, 0], xyz[:, 1], plane, lw=0.2, color=\"tab:blue\")\n", " ax.set_xlim(x0, x1)\n", " ax.set_ylim(y0, y1)\n", " ax.set_aspect(\"equal\")\n", " ax.set_title(title)\n", " ax.set_xlabel(\"x (mm)\")\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 6, "id": "cell-11", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "wallraff_D5_Z3.msh: 30.1 MB\n" ] } ], "source": [ "if HAVE_GMSH:\n", " mesh_file = Path(tempfile.gettempdir()) / \"wallraff_D5_Z3.msh\"\n", " mesher.export_mesh(str(mesh_file))\n", " print(f\"{mesh_file.name}: {mesh_file.stat().st_size / 1e6:.1f} MB\")\n", " mesher.close()" ] }, { "cell_type": "markdown", "id": "cell-12", "metadata": {}, "source": [ "## 3. Capacitance matrix with ElmerFEM (optional)\n", "\n", "`QElmerRenderer` meshes the same design through gmsh and solves the electrostatics in Elmer. Every separate piece of metal — each qubit island, each pad, the coupler — becomes a row of the capacitance matrix. That matrix is the input to the lumped-oscillator model (LOM) that gives each qubit's charging energy and the coupling between D5 and Z3; tutorial 4.19 walks through that step." ] }, { "cell_type": "code", "execution_count": 7, "id": "cell-13", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "11:56PM 33s INFO [run]: Mesh not exported yet; exporting it now.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "11:56PM 33s INFO [run]: Running ElmerGrid on input mesh from Gmsh...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "11:56PM 35s INFO [run]: Running ElmerSolver for solver type: 'capacitance'\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "solved in 52 s; capacitance matrix in fF:\n" ] }, { "data": { "text/html": [ "
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Z3_contact_cpl3D5_circle_innerZ3_circle_innerground_plane
Z3_contact_cpl3418.39-18.39-18.40-381.59
D5_circle_inner-18.39167.02-0.06-148.56
Z3_circle_inner-18.40-0.06168.07-149.61
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" ], "text/plain": [ " Z3_contact_cpl3 D5_circle_inner Z3_circle_inner \\\n", "Z3_contact_cpl3 418.39 -18.39 -18.40 \n", "D5_circle_inner -18.39 167.02 -0.06 \n", "Z3_circle_inner -18.40 -0.06 168.07 \n", "ground_plane -381.59 -148.56 -149.61 \n", "\n", " ground_plane \n", "Z3_contact_cpl3 -381.59 \n", "D5_circle_inner -148.56 \n", "Z3_circle_inner -149.61 \n", "ground_plane 300.00 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if not HAVE_GMSH or shutil.which(\"ElmerSolver\") is None:\n", " print(\n", " \"ElmerSolver not found: install ElmerFEM (https://www.elmerfem.org/) \"\n", " \"to compute the capacitance matrix of this cell.\"\n", " )\n", "else:\n", " from qiskit_metal.renderers.renderer_elmer.elmer_renderer import QElmerRenderer\n", "\n", " elmer = QElmerRenderer(design)\n", " if not gmsh.isInitialized():\n", " gmsh.initialize()\n", " gmsh.option.setNumber(\"General.Terminal\", 0)\n", " # Elmer's input, mesh and results go to a scratch folder.\n", " elmer.options.simulation_dir = tempfile.mkdtemp(prefix=\"wallraff_cell_\")\n", " elmer.gmsh.options.mesh.min_size = \"5um\"\n", " elmer.gmsh.options.mesh.max_size = \"80um\"\n", " start = time.time()\n", " elmer.render_design(skip_junctions=True)\n", " elmer.add_solution_setup(\"capacitance\")\n", " elmer.run(\"capacitance\")\n", " print(f\"solved in {time.time() - start:.0f} s; capacitance matrix in fF:\")\n", " cmat = elmer.capacitance_matrix\n", " display(cmat.round(2))\n", " elmer.close()" ] }, { "cell_type": "markdown", "id": "cell-14", "metadata": {}, "source": [ "### Reading the matrix\n", "\n", "Each row is one piece of metal that is not connected to another: the two qubit islands, the coupler, and ground. The coupler and the two pads it joins form one conductor; the renderer names it after one of its pieces (`Z3_contact_cpl3`). The pads that have no line attached reach the pocket edge in this model, so they are part of ground. Ground is the reference conductor, and the renderer fills its diagonal entry with a placeholder (300 fF); every other entry is computed.\n", "\n", "The diagonal entry of an island is its total capacitance $C_\\Sigma$, which sets the charging energy $E_C = e^2/2C_\\Sigma$; the off-diagonal entry between an island and the coupler is what couples the two qubits through it. These numbers describe this cut-out cell: on the full chip the other pads connect to readout resonators and to other couplers rather than to ground, and the junction adds its own capacitance, so they are not a prediction of the measured device." ] }, { "cell_type": "code", "execution_count": 8, "id": "cell-15", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "D5: C_sigma = 167.0 fF E_C/h = 116 MHz C to coupler = 18.4 fF\n", "Z3: C_sigma = 168.1 fF E_C/h = 115 MHz C to coupler = 18.4 fF\n" ] } ], "source": [ "if \"cmat\" in globals():\n", " from scipy.constants import e, h\n", "\n", " coupler = next(n for n in cmat.index if \"cpl\" in n) # the coupler's net\n", " for q in (\"D5\", \"Z3\"):\n", " island = f\"{q}_circle_inner\"\n", " c_sigma = cmat.loc[island, island]\n", " e_c = e**2 / (2 * h * c_sigma * 1e-15) / 1e6\n", " print(\n", " f\"{q}: C_sigma = {c_sigma:5.1f} fF E_C/h = {e_c:4.0f} MHz \"\n", " f\"C to coupler = {-cmat.loc[island, coupler]:4.1f} fF\"\n", " )" ] }, { "cell_type": "markdown", "id": "cell-16", "metadata": {}, "source": [ "## Where to go next\n", "\n", "- **LOM analysis:** turn the capacitance matrix into qubit frequencies and the D5–Z3 coupling — tutorial [4.19 Analyze a transmon using ElmerFEM](../../tut/4-Analysis/4.19-Analyze-a-transmon-using-ElmerFEM.ipynb), section 4.\n", "- **A different pair:** `chip.build_cell((\"X3\", \"D8\"))` builds any two neighbors, or more: pass a longer tuple.\n", "- **Mesh density:** halve `min_size` and see how the matrix moves — a quick convergence check.\n", "\n", "## References\n", "\n", "1. S. Krinner, N. Lacroix, A. Remm *et al.*, \"Realizing repeated quantum error correction in a distance-three surface code,\" *Nature* **605**, 669–674 (2022). [doi:10.1038/s41586-022-04566-8](https://doi.org/10.1038/s41586-022-04566-8)\n", "2. C. Geuzaine, J.-F. Remacle, \"Gmsh: A 3-D finite element mesh generator with built-in pre- and post-processing facilities,\" *Int. J. Numer. Methods Eng.* **79**, 1309–1331 (2009). [doi:10.1002/nme.2579](https://doi.org/10.1002/nme.2579)\n", "3. ElmerFEM, open-source multiphysics finite-element software, CSC – IT Center for Science: [elmerfem.org](https://www.elmerfem.org/)" ] } ], "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": "3.11.14" } }, "nbformat": 4, "nbformat_minor": 5 }