{ "cells": [ { "cell_type": "markdown", "id": "bfd97cdb", "metadata": {}, "source": [ "# 2.22 Design 100 qubits programmatically" ] }, { "cell_type": "markdown", "id": "796ef8b3", "metadata": {}, "source": [ "> 💡 **Using this tutorial without the Qt GUI**\n", "> \n", "> This tutorial uses the desktop `MetalGUI`. To follow along on Colab, Binder, JupyterHub, or any environment where Qt isn't available, **replace any `gui.rebuild()` / `gui.screenshot()` call with `qm.view(design)`** — it renders the design to a matplotlib `Figure` you can display inline or save with `fig.savefig(...)`.\n", "> \n", "> See [1.1 Quick start](../1-Overview/1.1-Quick-start.ipynb) for a complete runnable walkthrough and [`docs/headless-usage.rst`](../../docs/headless-usage.rst) for the full reference." ] }, { "cell_type": "markdown", "id": "508db694", "metadata": {}, "source": [ "#### Prerequisite\n", "For the LOM part of this tutorial, a working local installation of Ansys" ] }, { "cell_type": "markdown", "id": "6e4c0d67", "metadata": {}, "source": [ "## N_x by N_y grid of qubits" ] }, { "cell_type": "markdown", "id": "53c56cc9", "metadata": {}, "source": [ "A simple example of generating a large grid of qubits.\n", "\n", "Using TransmonPocket and RouteMeander, we can generate a large, varied grid array of qubits. This is not a practical design given the lack of readouts or control lines to the qubits, just an example for how to make a design algorithmically." ] }, { "cell_type": "code", "execution_count": 1, "id": "07f2f5e9", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:39:59.585784Z", "iopub.status.busy": "2026-08-08T04:39:59.585571Z", "iopub.status.idle": "2026-08-08T04:40:00.746358Z", "shell.execute_reply": "2026-08-08T04:40:00.745876Z" } }, "outputs": [], "source": [ "import qiskit_metal as metal\n", "import qiskit_metal as qm\n", "from qiskit_metal import designs\n", "from qiskit_metal import Dict, Headings" ] }, { "cell_type": "code", "execution_count": 2, "id": "89bf0d31", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:00.748115Z", "iopub.status.busy": "2026-08-08T04:40:00.747973Z", "iopub.status.idle": "2026-08-08T04:40:01.666110Z", "shell.execute_reply": "2026-08-08T04:40:01.665605Z" } }, "outputs": [], "source": [ "design = designs.DesignPlanar()\n", "gui = qm.gui(design)" ] }, { "cell_type": "code", "execution_count": 3, "id": "91fcda06", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:01.667549Z", "iopub.status.busy": "2026-08-08T04:40:01.667466Z", "iopub.status.idle": "2026-08-08T04:40:01.670196Z", "shell.execute_reply": "2026-08-08T04:40:01.669869Z" } }, "outputs": [], "source": [ "from qiskit_metal.qlibrary.qubits.transmon_pocket import TransmonPocket\n", "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander" ] }, { "cell_type": "code", "execution_count": 4, "id": "6c0908b3", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:01.671326Z", "iopub.status.busy": "2026-08-08T04:40:01.671250Z", "iopub.status.idle": "2026-08-08T04:40:01.672966Z", "shell.execute_reply": "2026-08-08T04:40:01.672590Z" } }, "outputs": [], "source": [ "design.overwrite_enabled = True" ] }, { "cell_type": "markdown", "id": "55d5a546", "metadata": {}, "source": [ "## Design" ] }, { "cell_type": "markdown", "id": "be39dd32", "metadata": {}, "source": [ "We can vary how big we want the grid to be by changing N_x/N_y (number of qubits along the x/y axis).\n", "Be careful as very large arrays can take a fair bit of time to generate. We modify the chip size so it contains all of the qubits." ] }, { "cell_type": "code", "execution_count": 5, "id": "9e3c6176", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:01.673971Z", "iopub.status.busy": "2026-08-08T04:40:01.673909Z", "iopub.status.idle": "2026-08-08T04:40:01.675509Z", "shell.execute_reply": "2026-08-08T04:40:01.675215Z" } }, "outputs": [], "source": [ "N_x = 10\n", "N_y = 10" ] }, { "cell_type": "code", "execution_count": 6, "id": "c754854d", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:01.676560Z", "iopub.status.busy": "2026-08-08T04:40:01.676497Z", "iopub.status.idle": "2026-08-08T04:40:01.684604Z", "shell.execute_reply": "2026-08-08T04:40:01.684196Z" } }, "outputs": [], "source": [ "design.delete_all_components()\n", "\n", "design.chips.main.size.size_x = str((N_x + 1) * 3) + \"mm\"\n", "design.chips.main.size.size_y = str((N_y + 1) * 3) + \"mm\"\n", "\n", "design.chips.main.size.center_x = str((N_x - 1) * 1.5) + \"mm\"\n", "design.chips.main.size.center_y = str((N_y - 0.5) * 1.5) + \"mm\"" ] }, { "cell_type": "markdown", "id": "953feafd", "metadata": {}, "source": [ "First we generate the qubits. We use some simple math to generate the offset pattern in order to make the bus resonators easier to connect." ] }, { "cell_type": "code", "execution_count": 7, "id": "e4029b22", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:01.685747Z", "iopub.status.busy": "2026-08-08T04:40:01.685684Z", "iopub.status.idle": "2026-08-08T04:40:07.966863Z", "shell.execute_reply": "2026-08-08T04:40:07.965689Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Loop to generate and draw the qubits\n", "for x in range(N_x):\n", " for y in range(N_y):\n", " options = dict(\n", " pos_x=str(x * 3000) + \"um\",\n", " pos_y=str(y * 3000 + (x % 2) * 1500) + \"um\",\n", " orientation=\"-90\",\n", " connection_pads=dict(\n", " B0=dict(loc_W=-1, loc_H=-1, pad_width=\"75um\"),\n", " B1=dict(loc_W=-1, loc_H=+1, pad_width=\"120um\"),\n", " B2=dict(loc_W=+1, loc_H=-1, pad_width=\"120um\"),\n", " B3=dict(loc_w=+1, loc_H=+1, pad_width=\"90um\"),\n", " ),\n", " )\n", "\n", " obj = TransmonPocket(design, \"Q_\" + str(x) + \"_\" + str(y), options)\n", "\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "code", "execution_count": 8, "id": "580652d8", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:07.970108Z", "iopub.status.busy": "2026-08-08T04:40:07.969921Z", "iopub.status.idle": "2026-08-08T04:40:08.203732Z", "shell.execute_reply": "2026-08-08T04:40:08.203349Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "gui.screenshot()" ] }, { "cell_type": "markdown", "id": "f8d58667", "metadata": {}, "source": [ "Next, we generate the route meanders. As we used consistent naming schemes for the qubits and pins, we can loop through them with out issue.\n", "We also have the length vary based on which qubit is being connected, such that no qubit should be connected to two resonators of the same frequency." ] }, { "cell_type": "code", "execution_count": 9, "id": "cbe93737", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:08.205221Z", "iopub.status.busy": "2026-08-08T04:40:08.205129Z", "iopub.status.idle": "2026-08-08T04:40:15.959148Z", "shell.execute_reply": "2026-08-08T04:40:15.958756Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "for x in range(N_x):\n", " for y in range(N_y):\n", " # \"upward\" connection, avoids drawing connectors for 'top' row. Changes connector length by +/-50um to avoid frequency collisions\n", " if y < (N_y - 1):\n", " connectorAD = RouteMeander(\n", " design,\n", " \"CU_\" + str(x) + \"_\" + str(y),\n", " options=dict(\n", " total_length=str(7 + (y % 2) * 0.5) + \"mm\",\n", " fillet=\"99um\",\n", " lead=dict(start_straight=\"0.5mm\", end_straight=\"0.25mm\"),\n", " meander=dict(asymmetry=\"-700um\"),\n", " pin_inputs=dict(\n", " start_pin=dict(\n", " component=\"Q_\" + str(x) + \"_\" + str(y), pin=\"B0\"\n", " ),\n", " end_pin=dict(\n", " component=\"Q_\" + str(x) + \"_\" + str(y + 1), pin=\"B3\"\n", " ),\n", " ),\n", " ),\n", " )\n", "\n", " # \"sideways\" connection, avoids drawing for far right col, and for top qubit in odd col. Changes connector length by +/- 25um\n", " # to avoid frequency collisions\n", " if x < (N_x - 1) and (not (x % 2 and y == (N_y - 1))):\n", " connectorBC = RouteMeander(\n", " design,\n", " \"CS_\" + str(x) + \"_\" + str(y),\n", " options=dict(\n", " total_length=str(6 + (y % 2) * 0.5) + \"mm\",\n", " fillet=\"99um\",\n", " lead=Dict(start_straight=\"0.3mm\", end_straight=\"0.25mm\"),\n", " meander=Dict(asymmetry=\"-200um\"),\n", " pin_inputs=Dict(\n", " start_pin=Dict(\n", " component=\"Q_\" + str(x) + \"_\" + str(y), pin=\"B1\"\n", " ),\n", " end_pin=Dict(\n", " component=\"Q_\" + str(x + 1) + \"_\" + str(y + (x % 2)),\n", " pin=\"B2\",\n", " ),\n", " ),\n", " ),\n", " )\n", "\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "code", "execution_count": 10, "id": "9e4e95c0", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:15.960320Z", "iopub.status.busy": "2026-08-08T04:40:15.960241Z", "iopub.status.idle": "2026-08-08T04:40:16.806954Z", "shell.execute_reply": "2026-08-08T04:40:16.806538Z" }, "tags": [ "nbsphinx-thumbnail" ] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "gui.screenshot()" ] }, { "cell_type": "markdown", "id": "44b4d697", "metadata": {}, "source": [ "100 qubits in a 10x10 grid with bus couplers " ] }, { "cell_type": "markdown", "id": "64ca3064", "metadata": {}, "source": [ "## Analysis" ] }, { "cell_type": "markdown", "id": "c3324aa4", "metadata": {}, "source": [ "We can quickly check if we have designed the qubits well with an LOM analysis. \n", "First we select the design that we want to analyse and the tool to use for any simulation." ] }, { "cell_type": "code", "execution_count": 11, "id": "eaec2a62", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:16.808290Z", "iopub.status.busy": "2026-08-08T04:40:16.808208Z", "iopub.status.idle": "2026-08-08T04:40:16.809953Z", "shell.execute_reply": "2026-08-08T04:40:16.809515Z" }, "tags": [ "raises-exception" ] }, "outputs": [], "source": [ "from qiskit_metal.analyses.quantization import LOManalysis\n", "\n", "c1 = LOManalysis(design, \"q3d\")" ] }, { "cell_type": "markdown", "id": "e63201b6", "metadata": {}, "source": [ "You can review and update the Analysis default setup following the examples in the next two cells." ] }, { "cell_type": "code", "execution_count": 12, "id": "8d88b2ad", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:16.810921Z", "iopub.status.busy": "2026-08-08T04:40:16.810859Z", "iopub.status.idle": "2026-08-08T04:40:16.813314Z", "shell.execute_reply": "2026-08-08T04:40:16.813059Z" }, "tags": [ "raises-exception" ] }, "outputs": [ { "data": { "text/plain": [ "{'name': 'Setup',\n", " 'reuse_selected_design': True,\n", " 'reuse_setup': True,\n", " 'freq_ghz': 5.0,\n", " 'save_fields': False,\n", " 'enabled': True,\n", " 'max_passes': 15,\n", " 'min_passes': 2,\n", " 'min_converged_passes': 2,\n", " 'percent_error': 0.5,\n", " 'percent_refinement': 30,\n", " 'auto_increase_solution_order': True,\n", " 'solution_order': 'High',\n", " 'solver_type': 'Iterative'}" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c1.sim.setup" ] }, { "cell_type": "markdown", "id": "c3402229", "metadata": {}, "source": [ "Let's change the name of the setup and increase the maximum number of passes." ] }, { "cell_type": "code", "execution_count": 13, "id": "99de714a", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:16.814522Z", "iopub.status.busy": "2026-08-08T04:40:16.814462Z", "iopub.status.idle": "2026-08-08T04:40:16.816975Z", "shell.execute_reply": "2026-08-08T04:40:16.816607Z" }, "tags": [ "raises-exception" ] }, "outputs": [ { "data": { "text/plain": [ "{'name': 'LOM',\n", " 'reuse_selected_design': True,\n", " 'reuse_setup': True,\n", " 'freq_ghz': 5.0,\n", " 'save_fields': False,\n", " 'enabled': True,\n", " 'max_passes': 14,\n", " 'min_passes': 2,\n", " 'min_converged_passes': 2,\n", " 'percent_error': 0.5,\n", " 'percent_refinement': 30,\n", " 'auto_increase_solution_order': True,\n", " 'solution_order': 'High',\n", " 'solver_type': 'Iterative'}" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c1.sim.setup.name = \"LOM\"\n", "c1.sim.setup.max_passes = 14\n", "\n", "# To change multiple settings use the following method:\n", "# c1.sim.setup_update(name = 'LOM', max_passes = 14)\n", "\n", "c1.sim.setup" ] }, { "cell_type": "markdown", "id": "fa3879d6", "metadata": {}, "source": [ "For our analysis we will pick the first qubit, Q_0_0, making sure to apply open terminations to the connection pads. The default bounding box is sufficient for a simple analysis. By passing the parameter `components` to the `sim.run()` method, the design is rendered automatically. Not passing it skips the rendering and tries to run the analysis on the latest design. If a design is not found, the full metal design is rendered." ] }, { "cell_type": "code", "execution_count": 14, "id": "32d8b9d3", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:16.818046Z", "iopub.status.busy": "2026-08-08T04:40:16.817969Z", "iopub.status.idle": "2026-08-08T04:40:17.092808Z", "shell.execute_reply": "2026-08-08T04:40:17.092370Z" }, "tags": [ "raises-exception" ] }, "outputs": [ { "ename": "RuntimeError", "evalue": "\n\nCannot connect to Ansys HFSS — win32com (Windows COM) is not available.\n\nThis renderer requires:\n 1. Microsoft Windows (COM automation is Windows-only)\n 2. Ansys Electronics Desktop (HFSS) installed and licensed\n 3. pywin32 installed: pip install pywin32\n\nRunning on macOS or Linux? Use one of these alternatives instead:\n • ElmerFEM open-source FEM: see tutorial 4.19 (tutorials/4-Analysis/)\n • Export to GDS and simulate externally: see tutorial 3.2\n • pyaedt-based renderer (Windows + Ansys 2022+): QAnsysPyaedtRenderer\n", "output_type": "error", "traceback": [ "\u001b[31m---------------------------------------------------------------------------\u001b[39m", "\u001b[31mRuntimeError\u001b[39m Traceback (most recent call last)", "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[14]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m \u001b[43mc1\u001b[49m\u001b[43m.\u001b[49m\u001b[43msim\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrun\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 2\u001b[39m \u001b[43m \u001b[49m\u001b[43mcomponents\u001b[49m\u001b[43m=\u001b[49m\u001b[43m[\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mQ_0_0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3\u001b[39m \u001b[43m \u001b[49m\u001b[43mopen_terminations\u001b[49m\u001b[43m=\u001b[49m\u001b[43m[\u001b[49m\n\u001b[32m 4\u001b[39m \u001b[43m \u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mQ_0_0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mB0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 5\u001b[39m \u001b[43m \u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mQ_0_0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mB1\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 6\u001b[39m \u001b[43m \u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mQ_0_0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mB2\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 7\u001b[39m \u001b[43m \u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mQ_0_0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mB3\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 8\u001b[39m \u001b[43m \u001b[49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 9\u001b[39m \u001b[43m)\u001b[49m\n", "\u001b[36mFile \u001b[39m\u001b[32m~/CODE_REPOS/quantum_hardware_all/qiskit-metal/src/qiskit_metal/analyses/core/simulation.py:203\u001b[39m, in \u001b[36mQSimulation.run\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 199\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mrun\u001b[39m(\u001b[38;5;28mself\u001b[39m, *args, **kwargs):\n\u001b[32m 200\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"Alias for run_sim() necessary to implement super-class method, while\u001b[39;00m\n\u001b[32m 201\u001b[39m \u001b[33;03m preventing method name collision when sim and non-sim QAnalysis classes are inherited.\u001b[39;00m\n\u001b[32m 202\u001b[39m \u001b[33;03m \"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m203\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mrun_sim\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", "\u001b[36mFile \u001b[39m\u001b[32m~/CODE_REPOS/quantum_hardware_all/qiskit-metal/src/qiskit_metal/analyses/simulation/lumped_elements.py:136\u001b[39m, in \u001b[36mLumpedElementsSim.run_sim\u001b[39m\u001b[34m(self, name, components, open_terminations, box_plus_buffer)\u001b[39m\n\u001b[32m 133\u001b[39m \u001b[38;5;28mself\u001b[39m.clear_data()\n\u001b[32m 135\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m.renderer_initialized:\n\u001b[32m--> \u001b[39m\u001b[32m136\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_initialize_renderer\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 138\u001b[39m renderer_design_name = \u001b[38;5;28mself\u001b[39m._render(\n\u001b[32m 139\u001b[39m name=name,\n\u001b[32m 140\u001b[39m solution_type=\u001b[33m\"\u001b[39m\u001b[33mcapacitive\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m (...)\u001b[39m\u001b[32m 144\u001b[39m vars_to_initialize=Dict(),\n\u001b[32m 145\u001b[39m )\n\u001b[32m 147\u001b[39m \u001b[38;5;28mself\u001b[39m._analyze()\n", "\u001b[36mFile \u001b[39m\u001b[32m~/CODE_REPOS/quantum_hardware_all/qiskit-metal/src/qiskit_metal/analyses/core/simulation.py:144\u001b[39m, in \u001b[36mQSimulation._initialize_renderer\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 142\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m_initialize_renderer\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[32m 143\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"Starts the renderer by executing the routine of the selected renderer.\"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m144\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m.\u001b[49m\u001b[43mstart\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", "\u001b[36mFile \u001b[39m\u001b[32m~/CODE_REPOS/quantum_hardware_all/qiskit-metal/src/qiskit_metal/renderers/renderer_base/renderer_base.py:380\u001b[39m, in \u001b[36mQRenderer.start\u001b[39m\u001b[34m(self, force)\u001b[39m\n\u001b[32m 375\u001b[39m \u001b[38;5;28mself\u001b[39m._close_renderer()\n\u001b[32m 377\u001b[39m \u001b[38;5;66;03m# TODO: move the code line below to inside the `if force or not initiated`,\u001b[39;00m\n\u001b[32m 378\u001b[39m \u001b[38;5;66;03m# but only after the TODO before the `if` is completed\u001b[39;00m\n\u001b[32m 379\u001b[39m \u001b[38;5;66;03m# try to initialize the renderer\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m380\u001b[39m \u001b[38;5;28mself\u001b[39m.initiated = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_initiate_renderer\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 382\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m.initiated\n", "\u001b[36mFile \u001b[39m\u001b[32m~/CODE_REPOS/quantum_hardware_all/qiskit-metal/src/qiskit_metal/renderers/renderer_ansys/ansys_renderer.py:341\u001b[39m, in \u001b[36mQAnsysRenderer._initiate_renderer\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 339\u001b[39m \u001b[38;5;28mself\u001b[39m.rapp = HfssApp()\n\u001b[32m 340\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mNameError\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m341\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\n\u001b[32m 342\u001b[39m \u001b[33m\"\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33mCannot connect to Ansys HFSS — win32com (Windows COM) is not available.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 343\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mThis renderer requires:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 344\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m 1. Microsoft Windows (COM automation is Windows-only)\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 345\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m 2. Ansys Electronics Desktop (HFSS) installed and licensed\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 346\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m 3. pywin32 installed: pip install pywin32\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 347\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mRunning on macOS or Linux? Use one of these alternatives instead:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 348\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m • ElmerFEM open-source FEM: see tutorial 4.19 (tutorials/4-Analysis/)\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 349\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m • Export to GDS and simulate externally: see tutorial 3.2\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 350\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m • pyaedt-based renderer (Windows + Ansys 2022+): QAnsysPyaedtRenderer\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 351\u001b[39m ) \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 352\u001b[39m \u001b[38;5;28mself\u001b[39m.rdesktop = \u001b[38;5;28mself\u001b[39m.rapp.get_app_desktop()\n\u001b[32m 353\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m.rdesktop.project_count() == \u001b[32m0\u001b[39m:\n", "\u001b[31mRuntimeError\u001b[39m: \n\nCannot connect to Ansys HFSS — win32com (Windows COM) is not available.\n\nThis renderer requires:\n 1. Microsoft Windows (COM automation is Windows-only)\n 2. Ansys Electronics Desktop (HFSS) installed and licensed\n 3. pywin32 installed: pip install pywin32\n\nRunning on macOS or Linux? Use one of these alternatives instead:\n • ElmerFEM open-source FEM: see tutorial 4.19 (tutorials/4-Analysis/)\n • Export to GDS and simulate externally: see tutorial 3.2\n • pyaedt-based renderer (Windows + Ansys 2022+): QAnsysPyaedtRenderer\n" ] } ], "source": [ "c1.sim.run(\n", " components=[\"Q_0_0\"],\n", " open_terminations=[\n", " (\"Q_0_0\", \"B0\"),\n", " (\"Q_0_0\", \"B1\"),\n", " (\"Q_0_0\", \"B2\"),\n", " (\"Q_0_0\", \"B3\"),\n", " ],\n", ")" ] }, { "cell_type": "markdown", "id": "6efe0773", "metadata": {}, "source": [ "We then use the results of that simulation to complete a LOM analysis. The input values should be modified based on the simulation passes and the set frequencies of the resonators." ] }, { "cell_type": "code", "execution_count": 15, "id": "d39ee06c", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:17.094233Z", "iopub.status.busy": "2026-08-08T04:40:17.094156Z", "iopub.status.idle": "2026-08-08T04:40:17.096584Z", "shell.execute_reply": "2026-08-08T04:40:17.096210Z" }, "tags": [ "raises-exception" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "10:40PM 17s WARNING [run_lom]: Please initialize the capacitance_matrix before executing this method.`self.sim.capacitance_matrix = pd.DataFrame(...)`\n" ] } ], "source": [ "c1.setup.junctions = Dict({\"Lj\": 12.31, \"Cj\": 2})\n", "c1.setup.freq_readout = 6.6\n", "c1.setup.freq_bus = [6.0, 6.2, 6.4]\n", "\n", "c1.run_lom()" ] }, { "cell_type": "markdown", "id": "b9cadf57", "metadata": {}, "source": [ "Once you are done with your analysis, please close it with `close()`. This will free up resources currently occupied by qiskit-metal to communiate with the tool." ] }, { "cell_type": "code", "execution_count": 16, "id": "90cc70eb", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:17.097633Z", "iopub.status.busy": "2026-08-08T04:40:17.097573Z", "iopub.status.idle": "2026-08-08T04:40:17.099248Z", "shell.execute_reply": "2026-08-08T04:40:17.098941Z" }, "tags": [ "raises-exception" ] }, "outputs": [], "source": [ "c1.sim.close()" ] }, { "cell_type": "markdown", "id": "6b43ebbc", "metadata": {}, "source": [ "## GDS Render" ] }, { "cell_type": "code", "execution_count": 17, "id": "57e62a51", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:17.100310Z", "iopub.status.busy": "2026-08-08T04:40:17.100254Z", "iopub.status.idle": "2026-08-08T04:40:17.101840Z", "shell.execute_reply": "2026-08-08T04:40:17.101494Z" } }, "outputs": [], "source": [ "chip_gds = design.renderers.gds" ] }, { "cell_type": "code", "execution_count": 18, "id": "db001301", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:17.102727Z", "iopub.status.busy": "2026-08-08T04:40:17.102663Z", "iopub.status.idle": "2026-08-08T04:40:17.104347Z", "shell.execute_reply": "2026-08-08T04:40:17.103977Z" } }, "outputs": [], "source": [ "chip_gds.options[\"no_cheese\"][\"buffer\"] = \"50um\"\n", "chip_gds.options[\"path_filename\"] = \"../../resources/Fake_Junctions.GDS\"" ] }, { "cell_type": "code", "execution_count": 19, "id": "56f89700", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:40:17.105213Z", "iopub.status.busy": "2026-08-08T04:40:17.105143Z", "iopub.status.idle": "2026-08-08T04:41:01.159218Z", "shell.execute_reply": "2026-08-08T04:41:01.158766Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "10:40PM 20s WARNING [import_junction_gds_file]: Not able to find file:\"../../resources/Fake_Junctions.GDS\". Not used to replace junction. Checked directory:\"/Users/zlatkominev/CODE_REPOS/quantum_hardware_all/qiskit-metal/docs/resources\".\n" ] }, { "data": { "text/plain": [ "1" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "chip_gds.export_to_gds(\"NxN_Chip.gds\")" ] }, { "cell_type": "markdown", "id": "8965e502", "metadata": {}, "source": [ "We can close the GUI now that we have finished the design." ] }, { "cell_type": "code", "execution_count": 20, "id": "e00e14c4", "metadata": { "execution": { "iopub.execute_input": "2026-08-08T04:41:01.160708Z", "iopub.status.busy": "2026-08-08T04:41:01.160621Z", "iopub.status.idle": "2026-08-08T04:41:01.162432Z", "shell.execute_reply": "2026-08-08T04:41:01.162015Z" } }, "outputs": [], "source": [ "gui.main_window.close()" ] } ], "metadata": { "celltoolbar": "Tags", "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": "3.11.14" } }, "nbformat": 4, "nbformat_minor": 5 }