{ "cells": [ { "cell_type": "markdown", "id": "af4d0d2a", "metadata": {}, "source": [ "# Full Physical Designs of Three iSWAP Gates" ] }, { "cell_type": "markdown", "id": "7fb27b941602401d91542211134fc71a", "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/Full-Physical-Design-of-iSWAP-Gates.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%2FFull-Physical-Design-of-iSWAP-Gates.ipynb)\n", "\n", "> 💡 **Running in Colab or Binder?** Skip the desktop GUI install — the cell below grabs the lite (no-Qt) wheel, and `qm.gui(design)` auto-picks an inline matplotlib viewer with the same API (`gui.rebuild()`, `gui.screenshot()`, `gui.edit_component(...)`) as the desktop `MetalGUI`." ] }, { "cell_type": "code", "execution_count": 2, "id": "acae54e37e7d407bbb7b55eff062a284", "metadata": {}, "outputs": [], "source": [ "# In Colab / Binder, uncomment to install Quantum Metal (lite, no Qt).\n", "# Locally you should already have it via `pip install quantum-metal` or\n", "# `pip install 'quantum-metal[gui]'` for the desktop GUI.\n", "# !pip install -q quantum-metal" ] }, { "cell_type": "markdown", "id": "1f2a3790", "metadata": {}, "source": [ "> 💡 **Desktop GUI or inline.** `metal.gui(design)` opens the desktop `MetalGUI` when Qt and a display are available and falls back to an inline viewer (Colab, Binder, a server) with the same API, so `gui.rebuild()` and `gui.screenshot()` work in both. See [1.1 Quick start](https://qiskit-community.github.io/qiskit-metal/tut/1-Overview/1.1-Quick-start.html) and [`docs/headless-usage.rst`](https://qiskit-community.github.io/qiskit-metal/headless-usage.html)." ] }, { "cell_type": "markdown", "id": "3650bd31", "metadata": {}, "source": [ "An iSWAP gate exchanges an excitation between two qubits. This notebook lays out three published two-qubit devices that implement it, each as a full chip: the qubits, the element that couples them, their readout resonators, the control lines and the launch pads.\n", "\n", "1. One fixed-frequency qubit and one flux-tunable qubit, coupled directly — Phys. Rev. Applied **10**, 034050 (2018), [doi:10.1103/PhysRevApplied.10.034050](https://doi.org/10.1103/PhysRevApplied.10.034050).\n", "2. Two fixed-frequency transmons and a flux-tunable coupler between them — Phys. Rev. Research **2**, 033447 (2020), [doi:10.1103/PhysRevResearch.2.033447](https://doi.org/10.1103/PhysRevResearch.2.033447).\n", "3. Two fixed-frequency Xmon qubits and an interdigitated tunable coupler — Phys. Rev. X **11**, 021058 (2021), [doi:10.1103/PhysRevX.11.021058](https://doi.org/10.1103/PhysRevX.11.021058).\n", "\n", "**What you'll learn**\n", "\n", "- how to lay out a two-qubit gate as a complete chip from library components;\n", "- three ways to couple two qubits: directly, through a tunable coupler, and through an interdigitated coupler;\n", "- how to connect qubits, couplers and launch pads with straight, meandered and mixed routes;\n", "- how to size the chip to the layout.\n", "\n", "Positions and sizes follow the published figures only roughly; the point is the structure of each device, not its exact geometry." ] }, { "cell_type": "code", "execution_count": 3, "id": "7ad15f59", "metadata": {}, "outputs": [], "source": [ "import qiskit_metal as metal\n", "from qiskit_metal import Dict, designs" ] }, { "cell_type": "markdown", "id": "7340380f", "metadata": {}, "source": [ "## Example 1: one fixed-frequency qubit and one flux-tunable qubit" ] }, { "cell_type": "markdown", "id": "8895b1b2", "metadata": {}, "source": [ "For this iSWAP gate design, we'll need to import the concentric qubits used in the design as well as unique lumped resonators, straight transmission lines and launch pads:" ] }, { "cell_type": "code", "execution_count": 4, "id": "bf1237bf", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.qubits.transmon_concentric_type_2 import (\n", " TransmonConcentricType2,\n", ")\n", "from qiskit_metal.qlibrary.resonators.resonator_lumped import ResonatorLumped\n", "from qiskit_metal.qlibrary.tlines.straight_path import RouteStraight\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb_coupled import (\n", " LaunchpadWirebondCoupled,\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "id": "abd3ccb3", "metadata": {}, "outputs": [], "source": [ "design = designs.DesignPlanar()\n", "design.overwrite_enabled = True\n", "# This device spans about 30 mm x 18 mm; size the chip to it.\n", "design.chips.main.size.update(\n", " size_x=\"32mm\", size_y=\"20mm\", center_x=\"1mm\", center_y=\"3mm\"\n", ")\n", "\n", "gui = metal.gui(design)" ] }, { "cell_type": "markdown", "id": "f370f0cc", "metadata": {}, "source": [ "Let's first instantiate the six custom components; the two qubits, two launch pads and two lumped resonators: " ] }, { "cell_type": "code", "execution_count": 6, "id": "461856ec", "metadata": {}, "outputs": [], "source": [ "q1 = TransmonConcentricType2(\n", " design, \"qubit1\", options=dict(pos_x=\"0.0mm\", orientation=\"-45\")\n", ")\n", "q2 = TransmonConcentricType2(\n", " design, \"qubit2\", options=dict(pos_y=\"10.0mm\", orientation=\"135\")\n", ")\n", "res1 = ResonatorLumped(\n", " design,\n", " \"resonator1\",\n", " options=dict(pos_x=\"10.0mm\", pos_y=\"10.0mm\", orientation=\"-45\"),\n", ")\n", "res2 = ResonatorLumped(\n", " design, \"resonator2\", options=dict(pos_x=\"-10.0mm\", pos_y=\"0.0mm\", orientation=\"45\")\n", ")\n", "\n", "pad1 = LaunchpadWirebond(\n", " design,\n", " \"P1_C\",\n", " options=dict(\n", " pos_x=\"0mm\",\n", " pos_y=\"-5mm\",\n", " orientation=\"90\",\n", " pad_width=\"0.5mm\",\n", " pad_height=\"1mm\",\n", " lead_length=\"0um\",\n", " ),\n", ")\n", "\n", "pad2 = LaunchpadWirebond(\n", " design,\n", " \"P2_C\",\n", " options=dict(\n", " pos_x=\"-13mm\",\n", " pos_y=\"-5mm\",\n", " orientation=\"90\",\n", " pad_width=\"0.5mm\",\n", " pad_height=\"1mm\",\n", " lead_length=\"0um\",\n", " ),\n", ")\n", "\n", "pad3 = LaunchpadWirebond(\n", " design,\n", " \"P3_C\",\n", " options=dict(\n", " pos_x=\"15mm\",\n", " pos_y=\"7mm\",\n", " orientation=\"180\",\n", " pad_width=\"0.5mm\",\n", " pad_height=\"1mm\",\n", " lead_length=\"0um\",\n", " ),\n", ")\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "3ac91079", "metadata": {}, "source": [ "Now let's connect everything with CPWs:" ] }, { "cell_type": "code", "execution_count": 7, "id": "609ab4ec", "metadata": {}, "outputs": [], "source": [ "design.variables[\"cpw_width\"] = \"0.1mm\"\n", "\n", "# Connect the two qubits\n", "route1 = RouteStraight(\n", " design,\n", " \"route1\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"qubit1\", pin=\"pin2\"),\n", " end_pin=Dict(component=\"qubit2\", pin=\"pin2\"),\n", " ),\n", " lead=Dict(start_straight=\"0.0mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "# Connect top qubit to lumped resonator\n", "route2 = RouteStraight(\n", " design,\n", " \"route2\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"resonator1\", pin=\"pin_sw\"),\n", " end_pin=Dict(component=\"qubit2\", pin=\"pin3\"),\n", " ),\n", " lead=Dict(start_straight=\"0.0mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "# Connect bottom qubit to lumped resonator\n", "route3 = RouteStraight(\n", " design,\n", " \"route3\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"resonator2\", pin=\"pin_se\"),\n", " end_pin=Dict(component=\"qubit1\", pin=\"pin3\"),\n", " ),\n", " lead=Dict(start_straight=\"0.0mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "# Connect top lumped resonator to launch pad\n", "route4 = RouteStraight(\n", " design,\n", " \"route4\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"resonator1\", pin=\"pin_east\"),\n", " end_pin=Dict(component=\"P3_C\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"1mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "# Connect bottom lumped resonator to launch pad\n", "route5 = RouteStraight(\n", " design,\n", " \"route5\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"resonator2\", pin=\"pin_west\"),\n", " end_pin=Dict(component=\"P2_C\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"1mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "from qiskit_metal.qlibrary.terminations.open_to_ground import OpenToGround\n", "\n", "otg11 = OpenToGround(\n", " design, \"open1i\", options=dict(pos_x=\"0mm\", pos_y=\"-2.5mm\", orientation=\"90\")\n", ")\n", "\n", "# Connect bottom qubit to launch pad\n", "route5 = RouteStraight(\n", " design,\n", " \"route6\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"open1i\", pin=\"open\"),\n", " end_pin=Dict(component=\"P1_C\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "0b128620", "metadata": {}, "source": [ "And we're done! Here's a look at the final full chip design:" ] }, { "cell_type": "code", "execution_count": 8, "id": "012446b0", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": "" }, "metadata": { "image/png": { "width": 500 } }, "output_type": "display_data" } ], "source": [ "gui.screenshot()" ] }, { "cell_type": "markdown", "id": "75a854e6", "metadata": {}, "source": [ "## Example 2: two fixed-frequency transmons and a flux-tunable coupler" ] }, { "cell_type": "markdown", "id": "4c4aa2de", "metadata": {}, "source": [ "First delete the components of the previous design and resize the chip for this one:" ] }, { "cell_type": "code", "execution_count": 9, "id": "4be658ba", "metadata": {}, "outputs": [], "source": [ "design.delete_all_components()\n", "design.chips.main.size.update(\n", " size_x=\"16mm\", size_y=\"6mm\", center_x=\"0mm\", center_y=\"1mm\"\n", ")\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "a7c70de2", "metadata": {}, "source": [ "Now let's instantiate the six components used in this design: two transmon pocket qubits, a flux tunable qubit and three launch pads:" ] }, { "cell_type": "code", "execution_count": 10, "id": "d0f6aee1", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.qubits.transmon_pocket_6 import TransmonPocket6\n", "from qiskit_metal.qlibrary.couplers.tunable_coupler_02 import TunableCoupler02\n", "from qiskit_metal.qlibrary.tlines.straight_path import RouteStraight\n", "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond" ] }, { "cell_type": "code", "execution_count": 11, "id": "b58fdb60", "metadata": {}, "outputs": [], "source": [ "Q1 = TransmonPocket6(\n", " design,\n", " \"Q1\",\n", " options=dict(\n", " pos_x=\"-4mm\",\n", " pos_y=\"0.0mm\",\n", " orientation=\"90\",\n", " pad_width=\"1mm\",\n", " pad_height=\"0.4mm\",\n", " pocket_width=\"1.5mm\",\n", " pocket_height=\"1.2mm\",\n", " pad_gap=\"0.05mm\",\n", " connection_pads=dict(\n", " bus_03=dict(loc_W=0, loc_H=-1, pad_width=\"100um\", pad_gap=\"50um\"),\n", " readout=dict(loc_W=0, loc_H=1, pad_width=\"100um\", pad_gap=\"50um\"),\n", " ),\n", " ),\n", ")\n", "\n", "Q2 = TransmonPocket6(\n", " design,\n", " \"Q2\",\n", " options=dict(\n", " pos_x=\"4mm\",\n", " pos_y=\"0.0mm\",\n", " orientation=\"90\",\n", " pad_width=\"1mm\",\n", " pad_height=\"0.4mm\",\n", " pocket_width=\"1.5mm\",\n", " pocket_height=\"1.2mm\",\n", " pad_gap=\"0.05mm\",\n", " connection_pads=dict(\n", " bus_03=dict(loc_W=0, loc_H=-1, pad_width=\"100um\", pad_gap=\"50um\"),\n", " readout=dict(loc_W=0, loc_H=1, pad_width=\"100um\", pad_gap=\"50um\"),\n", " ),\n", " ),\n", ")\n", "\n", "\n", "TC = TunableCoupler02(design, \"TC\")\n", "\n", "pad1 = LaunchpadWirebond(\n", " design,\n", " \"P1_C\",\n", " options=dict(\n", " pos_x=\"-7mm\",\n", " pos_y=\"0.5mm\",\n", " orientation=\"90\",\n", " pad_width=\"0.5mm\",\n", " pad_height=\"1mm\",\n", " lead_length=\"0um\",\n", " ),\n", ")\n", "\n", "pad2 = LaunchpadWirebond(\n", " design,\n", " \"P2_C\",\n", " options=dict(\n", " pos_x=\"7mm\",\n", " pos_y=\"0.5mm\",\n", " orientation=\"90\",\n", " pad_width=\"0.5mm\",\n", " pad_height=\"1mm\",\n", " lead_length=\"0um\",\n", " ),\n", ")\n", "\n", "pad3 = LaunchpadWirebond(\n", " design,\n", " \"P3_C\",\n", " options=dict(\n", " pos_x=\"3mm\",\n", " pos_y=\"3mm\",\n", " orientation=\"-180\",\n", " pad_width=\"0.5mm\",\n", " pad_height=\"1mm\",\n", " lead_length=\"0um\",\n", " ),\n", ")\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "b5757644", "metadata": {}, "source": [ "Now we can connect all of the components with CPWs:" ] }, { "cell_type": "code", "execution_count": 12, "id": "7beb7e90", "metadata": {}, "outputs": [], "source": [ "design.variables[\"cpw_width\"] = \"0.01mm\"\n", "\n", "# Connect the two qubits\n", "route1 = RouteStraight(\n", " design,\n", " \"route1\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q1\", pin=\"bus_03\"),\n", " end_pin=Dict(component=\"TC\", pin=\"pin2\"),\n", " ),\n", " lead=Dict(start_straight=\"0.0mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "route2 = RouteStraight(\n", " design,\n", " \"route2\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q2\", pin=\"readout\"),\n", " end_pin=Dict(component=\"TC\", pin=\"pin1\"),\n", " ),\n", " lead=Dict(start_straight=\"0.0mm\", end_straight=\"0.0mm\"),\n", " ),\n", ")\n", "\n", "route3 = RouteStraight(\n", " design,\n", " \"route3\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"P3_C\", pin=\"tie\"),\n", " end_pin=Dict(component=\"TC\", pin=\"fbl\"),\n", " ),\n", " lead=Dict(start_straight=\"3.4mm\", end_straight=\"0.2mm\"),\n", " fillet=\"90um\",\n", " ),\n", ")\n", "\n", "route4 = RouteMeander(\n", " design,\n", " \"route4\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q1\", pin=\"readout\"),\n", " end_pin=Dict(component=\"P1_C\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0.2mm\", end_straight=\"0.5mm\"),\n", " meander=Dict(asymmetry=\"0mm\"),\n", " total_length=\"10mm\",\n", " fillet=\"90um\",\n", " ),\n", ")\n", "\n", "route5 = RouteMeander(\n", " design,\n", " \"route5\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q2\", pin=\"bus_03\"),\n", " end_pin=Dict(component=\"P2_C\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0.2mm\", end_straight=\"0.5mm\"),\n", " meander=Dict(asymmetry=\"0mm\"),\n", " total_length=\"10mm\",\n", " fillet=\"90um\",\n", " ),\n", ")\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "4cc2b64f", "metadata": {}, "source": [ "Here's a look at the final, complete design:" ] }, { "cell_type": "code", "execution_count": 13, "id": "b017396e", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": "" }, "metadata": { "image/png": { "width": 500 } }, "output_type": "display_data" } ], "source": [ "gui.screenshot()" ] }, { "cell_type": "markdown", "id": "0dd3c804", "metadata": {}, "source": [ "The above design closely matches the chip design depicted in Fig. 1 of Phys. Rev. Research 2, 033447 (2020). " ] }, { "cell_type": "markdown", "id": "017a63ec", "metadata": {}, "source": [ "## Example 3: two fixed-frequency Xmon qubits and a tunable coupler" ] }, { "cell_type": "markdown", "id": "36c8aaf6", "metadata": {}, "source": [ "This third example is similar to the preceding one but uses Xmon qubits (instead of transmon pockets) and an interdigitated capacitive coupler. Again, start by deleting the previous design:" ] }, { "cell_type": "code", "execution_count": 14, "id": "0ea8ec1c", "metadata": {}, "outputs": [], "source": [ "design.delete_all_components()\n", "design.chips.main.size.update(\n", " size_x=\"4mm\", size_y=\"3mm\", center_x=\"0mm\", center_y=\"0mm\"\n", ")\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "code", "execution_count": 15, "id": "6a037406", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.couplers.tunable_coupler_01 import TunableCoupler01\n", "from qiskit_metal.qlibrary.qubits.transmon_cross_fl import TransmonCrossFL\n", "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond" ] }, { "cell_type": "code", "execution_count": 16, "id": "8835859c", "metadata": {}, "outputs": [ { "data": { "text/plain": "{'material': 'silicon',\n 'layer_start': '0',\n 'layer_end': '2048',\n 'size': {'center_x': '0mm',\n 'center_y': '0mm',\n 'center_z': '0.0mm',\n 'size_x': '4mm',\n 'size_y': '3mm',\n 'size_z': '-750um',\n 'sample_holder_top': '890um',\n 'sample_holder_bottom': '1650um'}}" }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "design.chips.main" ] }, { "cell_type": "markdown", "id": "76802cdf", "metadata": {}, "source": [ "We will first place the two X-mon qubits with the flux-tunable coupler located between them:" ] }, { "cell_type": "code", "execution_count": 17, "id": "8ac2b9ec", "metadata": {}, "outputs": [], "source": [ "xmon_options1 = dict(\n", " connection_pads=dict(\n", " # a = dict( connector_location = '0', connector_type = '0'),\n", " b=dict(connector_location=\"90\", connector_type=\"1\"),\n", " c=dict(connector_location=\"180\", connector_type=\"0\"),\n", " ),\n", " pos_x=\"0.3mm\",\n", ")\n", "\n", "xmon_options2 = dict(\n", " connection_pads=dict(\n", " # a = dict( connector_location = '0', connector_type = '0'),\n", " b=dict(connector_location=\"90\", connector_type=\"1\"),\n", " c=dict(connector_location=\"180\", connector_type=\"0\"),\n", " ),\n", " pos_x=\"-0.3mm\",\n", " orientation=\"180\",\n", ")\n", "\n", "# Create a new Transmon Cross object with name 'Q1'\n", "q1 = TransmonCrossFL(design, \"Q1\", options=xmon_options1)\n", "q2 = TransmonCrossFL(design, \"Q2\", options=xmon_options2)\n", "\n", "TC = TunableCoupler01(design, \"TC\", options=dict(pos_y=\"0.15mm\", a_height=\"100um\"))\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "3df6df33", "metadata": {}, "source": [ "Next, we will place the launch pads:" ] }, { "cell_type": "code", "execution_count": 18, "id": "e9509472", "metadata": {}, "outputs": [], "source": [ "T_west = LaunchpadWirebond(\n", " design,\n", " \"T_west\",\n", " options=dict(\n", " pos_x=\"-1.5mm\",\n", " pos_y=\"0.0mm\",\n", " ),\n", ")\n", "\n", "T_east = LaunchpadWirebond(\n", " design,\n", " \"T_east\",\n", " options=dict(\n", " pos_x=\"1.5mm\",\n", " pos_y=\"0.0mm\",\n", " orientation=\"180\",\n", " ),\n", ")\n", "\n", "T_NE = LaunchpadWirebond(\n", " design,\n", " \"T_NE\",\n", " options=dict(\n", " pos_x=\"0.5mm\",\n", " pos_y=\"1mm\",\n", " orientation=\"-90\",\n", " ),\n", ")\n", "\n", "T_NW = LaunchpadWirebond(\n", " design,\n", " \"T_NW\",\n", " options=dict(\n", " pos_x=\"-0.5mm\",\n", " pos_y=\"1mm\",\n", " orientation=\"-90\",\n", " ),\n", ")\n", "\n", "T_SW = LaunchpadWirebond(\n", " design,\n", " \"T_SW\",\n", " options=dict(\n", " pos_x=\"-0.5mm\",\n", " pos_y=\"-1mm\",\n", " orientation=\"90\",\n", " ),\n", ")\n", "\n", "T_SE = LaunchpadWirebond(\n", " design,\n", " \"T_SE\",\n", " options=dict(\n", " pos_x=\"0.5mm\",\n", " pos_y=\"-1mm\",\n", " orientation=\"90\",\n", " ),\n", ")\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "1519e946", "metadata": {}, "source": [ "Next we'll import the relevant routing modules:" ] }, { "cell_type": "code", "execution_count": 19, "id": "8a63c40d", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n", "from qiskit_metal.qlibrary.tlines.anchored_path import RouteAnchors\n", "from qiskit_metal.qlibrary.tlines.pathfinder import RoutePathfinder\n", "from qiskit_metal.qlibrary.tlines.straight_path import RouteStraight\n", "from qiskit_metal.qlibrary.tlines.framed_path import RouteFramed\n", "from qiskit_metal.qlibrary.tlines.mixed_path import RouteMixed" ] }, { "cell_type": "markdown", "id": "4779a0eb", "metadata": {}, "source": [ "We'll create the straight routing segments first, which connect the top/bottom launch pads with the qubits and coupler:" ] }, { "cell_type": "code", "execution_count": 20, "id": "40bd24be", "metadata": {}, "outputs": [], "source": [ "route1 = RouteStraight(\n", " design,\n", " \"cpw_1\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q1\", pin=\"flux_line\"),\n", " end_pin=Dict(component=\"T_SE\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0.25mm\", end_straight=\"0.25mm\"),\n", " ),\n", ")\n", "\n", "route2 = RouteStraight(\n", " design,\n", " \"cpw_2\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q2\", pin=\"b\"),\n", " end_pin=Dict(component=\"T_SW\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0.25mm\", end_straight=\"0.25mm\"),\n", " ),\n", ")\n", "\n", "route3 = RouteStraight(\n", " design,\n", " \"cpw_3\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q1\", pin=\"b\"),\n", " end_pin=Dict(component=\"T_NE\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0.25mm\", end_straight=\"0.25mm\"),\n", " ),\n", ")\n", "\n", "route4 = RouteStraight(\n", " design,\n", " \"cpw_4\",\n", " options=Dict(\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"TC\", pin=\"Flux\"),\n", " end_pin=Dict(component=\"T_NW\", pin=\"tie\"),\n", " ),\n", " lead=Dict(start_straight=\"0.25mm\", end_straight=\"0.25mm\"),\n", " ),\n", ")\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "4f8ba5ef", "metadata": {}, "source": [ "Next we'll create the east-west transmission line connecting the east/west launch pads:" ] }, { "cell_type": "code", "execution_count": 21, "id": "485e1ad4", "metadata": {}, "outputs": [], "source": [ "from collections import OrderedDict\n", "\n", "jogs = OrderedDict()\n", "jogs[0] = [\"R\", \"0.5mm\"]\n", "jogs[1] = [45, \"0.5mm\"]\n", "jogs[2] = [45, \"1.75mm\"]\n", "jogs[3] = [45, \"0.5mm\"]\n", "jogs[4] = [45, \"0.5mm\"]\n", "jogs[5] = [\"R\", \"0.5mm\"]\n", "\n", "options = Dict(\n", " total_length=\"4.75mm\",\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"T_east\", pin=\"tie\"),\n", " end_pin=Dict(component=\"T_west\", pin=\"tie\"),\n", " ),\n", " lead=Dict(\n", " start_straight=\"0.25mm\", end_straight=\"0.1mm\", start_jogged_extension=jogs\n", " ),\n", " # start_jogged_extension=jogs,\n", " # end_jogged_extension=jogs),\n", " meander=Dict(asymmetry=\"0.0mm\"),\n", ")\n", "\n", "\n", "cpw5 = RouteMeander(design, \"tline\", options=options)\n", "# cpw5 = RouteStraight(design,options=options)\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "bf600b14", "metadata": {}, "source": [ "Some of the CPWs are capacitively coupled to the main transmission line, so we will create several open-to-grounds at the appropriate locations for our CPWs to terminate:" ] }, { "cell_type": "code", "execution_count": 22, "id": "b6f4662c", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.terminations.open_to_ground import OpenToGround\n", "\n", "otg1 = OpenToGround(\n", " design, \"open1\", options=dict(pos_x=\"0.25mm\", pos_y=\"0.8mm\", orientation=\"0\")\n", ")\n", "otg2 = OpenToGround(\n", " design, \"open2\", options=dict(pos_x=\"1.1mm\", pos_y=\"0.0mm\", orientation=\"-90\")\n", ")\n", "otg3 = OpenToGround(\n", " design, \"open3\", options=dict(pos_x=\"-1.1mm\", pos_y=\"0.0mm\", orientation=\"90\")\n", ")\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "d6d0c000", "metadata": {}, "source": [ "Now we can route the meandering CPWs to create the capacitive coupling between the qubits/coupler and the main transmission line:" ] }, { "cell_type": "code", "execution_count": 23, "id": "d76c12ab", "metadata": {}, "outputs": [], "source": [ "options2 = Dict(\n", " fillet=\"40um\",\n", " total_length=\"1.5mm\",\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"TC\", pin=\"Control\"),\n", " end_pin=Dict(component=\"open1\", pin=\"open\"),\n", " ),\n", " lead=Dict(start_straight=\"0.1mm\", end_straight=\"0.1mm\"),\n", " meander=Dict(spacing=\"90um\", asymmetry=\"0mm\"),\n", ")\n", "\n", "coupler_middle = RouteMeander(design, \"coupler_mid\", options=options2)\n", "\n", "options_right = Dict(\n", " fillet=\"40um\",\n", " total_length=\"2mm\",\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q1\", pin=\"c\"),\n", " end_pin=Dict(component=\"open2\", pin=\"open\"),\n", " ),\n", " lead=Dict(start_straight=\"0.1mm\", end_straight=\"0.1mm\"),\n", " meander=Dict(spacing=\"90um\", asymmetry=\"0mm\"),\n", ")\n", "\n", "coupler_right = RouteMeander(design, \"coupler_right\", options=options_right)\n", "\n", "options_left = Dict(\n", " fillet=\"40um\",\n", " total_length=\"2mm\",\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=\"Q2\", pin=\"c\"),\n", " end_pin=Dict(component=\"open3\", pin=\"open\"),\n", " ),\n", " lead=Dict(start_straight=\"0.1mm\", end_straight=\"0.1mm\"),\n", " meander=Dict(spacing=\"90um\", asymmetry=\"0mm\"),\n", ")\n", "\n", "coupler_left = RouteMeander(design, \"coupler_left\", options=options_left)\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "2f88b332", "metadata": {}, "source": [ "Now the full chip design is complete. Here is a screenshot of the final design:" ] }, { "cell_type": "code", "execution_count": 24, "id": "df887a2f", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": "" }, "metadata": { "image/png": { "width": 500 } }, "output_type": "display_data" } ], "source": [ "gui.screenshot()" ] }, { "cell_type": "markdown", "id": "3b8920c5", "metadata": {}, "source": [ "The layout follows the device in Fig. 1 of Phys. Rev. X **11**, 021058 (2021).\n", "\n", "## Where to go next\n", "\n", "- [53 Wallraff 17-qubit surface code](53-Wallraff_17Qubit_SurfaceCode.ipynb) builds a larger chip in stages, with a design-rule check after each stage.\n", "- [A.4 Full chip design](../full-design-flow-examples/A.4-Full-chip-design.ipynb) takes a chip from layout through capacitance, LOM and eigenmode analysis to GDS.\n", "- Try it: run `from qiskit_metal.validation import validate; print(validate(design).report())` on each example to see where the layouts would need work before fabrication." ] } ], "metadata": { "kernelspec": { "display_name": "metal_qamp_v2", "language": "python", "name": "metal_qamp_v2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.5" } }, "nbformat": 4, "nbformat_minor": 5 }