{ "cells": [ { "cell_type": "markdown", "id": "86b701b6", "metadata": {}, "source": [ "# Launch Videos\n", "Ther two designs below were used in the October video used to launch qiskit-metal on twitter.\n", "\n", "## First launch video\n", "\n", "### Preparations" ] }, { "cell_type": "markdown", "id": "6ea15a76", "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": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from qiskit_metal import designs, MetalGUI, Dict" ] }, { "cell_type": "code", "execution_count": 2, "id": "d5a566d9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'pos_x': '0um',\n", " 'pos_y': '0um',\n", " 'connection_pads': {},\n", " '_default_connection_pads': {'pad_gap': '15um',\n", " 'pad_width': '125um',\n", " 'pad_height': '30um',\n", " 'pad_cpw_shift': '5um',\n", " 'pad_cpw_extent': '25um',\n", " 'cpw_width': 'cpw_width',\n", " 'cpw_gap': 'cpw_gap',\n", " 'cpw_extend': '100um',\n", " 'pocket_extent': '5um',\n", " 'pocket_rise': '65um',\n", " 'loc_W': '+1',\n", " 'loc_H': '+1'},\n", " 'chip': 'main',\n", " 'pad_gap': '30um',\n", " 'inductor_width': '20um',\n", " 'pad_width': '455um',\n", " 'pad_height': '90um',\n", " 'pocket_width': '650um',\n", " 'pocket_height': '650um',\n", " 'orientation': '0',\n", " 'hfss_wire_bonds': False,\n", " 'q3d_wire_bonds': False,\n", " 'hfss_inductance': '10nH',\n", " 'hfss_capacitance': 0,\n", " 'hfss_resistance': 0,\n", " 'hfss_mesh_kw_jj': 7e-06,\n", " 'q3d_inductance': '10nH',\n", " 'q3d_capacitance': 0,\n", " 'q3d_resistance': 0,\n", " 'q3d_mesh_kw_jj': 7e-06,\n", " 'gds_cell_name': 'my_other_junction'}" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "design = designs.DesignPlanar()\n", "gui = MetalGUI(design)\n", "\n", "from qiskit_metal.qlibrary.qubits.transmon_pocket import TransmonPocket\n", "\n", "TransmonPocket.get_template_options(design)" ] }, { "cell_type": "markdown", "id": "25a7abfd", "metadata": {}, "source": [ "Set the default settings for trace width and trace gap." ] }, { "cell_type": "code", "execution_count": null, "id": "41b3c37a", "metadata": {}, "outputs": [], "source": [ "design.variables[\"cpw_width\"] = \"15 um\"\n", "design.variables[\"cpw_gap\"] = \"9 um\"" ] }, { "cell_type": "markdown", "id": "e76cbf3f", "metadata": {}, "source": [ "### Create the design\n", "4 transmons (3 pins each) + 4 CPWs" ] }, { "cell_type": "code", "execution_count": null, "id": "2dda2ba1", "metadata": {}, "outputs": [], "source": [ "# Allow running the same cell here multiple times to overwrite changes\n", "design.overwrite_enabled = True\n", "\n", "## Custom options for all the transmons\n", "options = dict(\n", " # Some options we want to modify from the defaults\n", " # (see below for defaults)\n", " pad_width=\"425 um\",\n", " pocket_height=\"650um\",\n", " # Adding 4 connectors (see below for defaults)\n", " connection_pads=dict(\n", " a=dict(loc_W=+1, loc_H=-1, pad_width=\"200um\"),\n", " b=dict(loc_W=-1, loc_H=+1, pad_height=\"30um\"),\n", " c=dict(loc_W=-1, loc_H=-1, pad_height=\"50um\"),\n", " ),\n", ")\n", "\n", "## Create 4 transmons\n", "\n", "q1 = TransmonPocket(\n", " design, \"Q1\", options=dict(pos_x=\"+2.42251mm\", pos_y=\"+0.0mm\", **options)\n", ")\n", "q2 = TransmonPocket(\n", " design,\n", " \"Q2\",\n", " options=dict(pos_x=\"+0.0mm\", pos_y=\"-0.95mm\", orientation=\"270\", **options),\n", ")\n", "q3 = TransmonPocket(\n", " design,\n", " \"Q3\",\n", " options=dict(pos_x=\"-2.42251mm\", pos_y=\"+0.0mm\", orientation=\"180\", **options),\n", ")\n", "q4 = TransmonPocket(\n", " design,\n", " \"Q4\",\n", " options=dict(pos_x=\"+0.0mm\", pos_y=\"+0.95mm\", orientation=\"90\", **options),\n", ")\n", "\n", "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n", "\n", "RouteMeander.get_template_options(design)\n", "\n", "options = Dict(\n", " lead=Dict(start_straight=\"0.2mm\", end_straight=\"0.2mm\"),\n", " trace_gap=\"9um\",\n", " trace_width=\"15um\",\n", ")\n", "\n", "\n", "def connect(\n", " component_name: str,\n", " component1: str,\n", " pin1: str,\n", " component2: str,\n", " pin2: str,\n", " length: str,\n", " asymmetry=\"0 um\",\n", " flip=False,\n", " fillet=\"90um\",\n", "):\n", " \"\"\"Connect two pins with a CPW.\"\"\"\n", " myoptions = Dict(\n", " fillet=fillet,\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=component1, pin=pin1),\n", " end_pin=Dict(component=component2, pin=pin2),\n", " ),\n", " total_length=length,\n", " )\n", " myoptions.update(options)\n", " myoptions.meander.asymmetry = asymmetry\n", " myoptions.meander.lead_direction_inverted = \"true\" if flip else \"false\"\n", " return RouteMeander(design, component_name, myoptions)\n", "\n", "\n", "asym = 140\n", "cpw1 = connect(\"cpw1\", \"Q1\", \"c\", \"Q2\", \"b\", \"5.6 mm\", f\"+{asym}um\")\n", "cpw2 = connect(\"cpw2\", \"Q3\", \"b\", \"Q2\", \"c\", \"5.7 mm\", f\"-{asym}um\", flip=True)\n", "cpw3 = connect(\"cpw3\", \"Q3\", \"c\", \"Q4\", \"b\", \"5.6 mm\", f\"+{asym}um\")\n", "cpw4 = connect(\"cpw4\", \"Q1\", \"b\", \"Q4\", \"c\", \"5.7 mm\", f\"-{asym}um\", flip=True)\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "299cf1e0", "metadata": {}, "source": [ "4 Open to Ground Pins" ] }, { "cell_type": "code", "execution_count": null, "id": "48188ca2", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.terminations.open_to_ground import OpenToGround\n", "\n", "otg1 = OpenToGround(\n", " design,\n", " \"OTG1\",\n", " options=dict(pos_x=\"2771um\", pos_y=\"0\", orientation=\"180\", gap=\"9um\", width=\"15um\"),\n", ")\n", "otg2 = OpenToGround(\n", " design,\n", " \"OTG2\",\n", " options=dict(\n", " pos_x=\"0um\", pos_y=\"-1301um\", orientation=\"90\", gap=\"9um\", width=\"15um\"\n", " ),\n", ")\n", "otg3 = OpenToGround(\n", " design,\n", " \"OTG3\",\n", " options=dict(pos_x=\"-2771um\", pos_y=\"0\", orientation=\"0\", gap=\"9um\", width=\"15um\"),\n", ")\n", "otg4 = OpenToGround(\n", " design,\n", " \"OTG4\",\n", " options=dict(\n", " pos_x=\"0um\", pos_y=\"1301um\", orientation=\"270\", gap=\"9um\", width=\"15um\"\n", " ),\n", ")" ] }, { "cell_type": "markdown", "id": "bf1ba582", "metadata": {}, "source": [ "V1 Launchers" ] }, { "cell_type": "code", "execution_count": null, "id": "4577b1d9", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n", "\n", "p1_c = LaunchpadWirebond(\n", " design,\n", " \"P1_C\",\n", " options=dict(\n", " pos_x=\"4000um\",\n", " pos_y=\"2812um\",\n", " orientation=\"270\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "p2_c = LaunchpadWirebond(\n", " design,\n", " \"P2_C\",\n", " options=dict(\n", " pos_x=\"4000um\",\n", " pos_y=\"-2812um\",\n", " orientation=\"90\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "p3_c = LaunchpadWirebond(\n", " design,\n", " \"P3_C\",\n", " options=dict(\n", " pos_x=\"-4000um\",\n", " pos_y=\"-2812um\",\n", " orientation=\"90\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "p4_c = LaunchpadWirebond(\n", " design,\n", " \"P4_C\",\n", " options=dict(\n", " pos_x=\"-4000um\",\n", " pos_y=\"2812um\",\n", " orientation=\"270\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")" ] }, { "cell_type": "markdown", "id": "ce1c490a", "metadata": {}, "source": [ "V2 Launchers" ] }, { "cell_type": "code", "execution_count": null, "id": "3c873bc8", "metadata": {}, "outputs": [], "source": [ "from qiskit_metal.qlibrary.terminations.launchpad_wb_coupled import (\n", " LaunchpadWirebondCoupled,\n", ")\n", "\n", "p1_q = LaunchpadWirebondCoupled(\n", " design,\n", " \"P1_Q\",\n", " options=dict(\n", " pos_x=\"4020um\",\n", " pos_y=\"0\",\n", " orientation=\"180\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "p2_q = LaunchpadWirebondCoupled(\n", " design,\n", " \"P2_Q\",\n", " options=dict(\n", " pos_x=\"-990um\",\n", " pos_y=\"-2812um\",\n", " orientation=\"90\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "p3_q = LaunchpadWirebondCoupled(\n", " design,\n", " \"P3_Q\",\n", " options=dict(\n", " pos_x=\"-4020um\",\n", " pos_y=\"0\",\n", " orientation=\"0\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "p4_q = LaunchpadWirebondCoupled(\n", " design,\n", " \"P4_Q\",\n", " options=dict(\n", " pos_x=\"990um\",\n", " pos_y=\"2812um\",\n", " orientation=\"270\",\n", " lead_length=\"0um\",\n", " cpw_gap=\"9um\",\n", " cpw_width=\"15um\",\n", " ),\n", ")\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "471e03f1", "metadata": {}, "source": [ "Charge Lines to Corners" ] }, { "cell_type": "code", "execution_count": null, "id": "241e6cfb", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from collections import OrderedDict\n", "\n", "from qiskit_metal.qlibrary.tlines.anchored_path import RouteAnchors\n", "\n", "anchors1c = OrderedDict()\n", "anchors1c[0] = np.array([3, 0])\n", "anchors1c[1] = np.array([3, 2.5])\n", "anchors1c[2] = np.array([4, 2.5])\n", "\n", "options_line_cl1 = {\n", " \"pin_inputs\": {\n", " \"start_pin\": {\"component\": \"OTG1\", \"pin\": \"open\"},\n", " \"end_pin\": {\"component\": \"P1_C\", \"pin\": \"tie\"},\n", " },\n", " \"leadin\": {\"start\": \"0um\", \"end\": \"0um\"},\n", " \"anchors\": anchors1c,\n", " \"trace_gap\": \"9um\",\n", " \"trace_width\": \"15um\",\n", " \"fillet\": \"90um\",\n", "}\n", "\n", "cl1 = RouteAnchors(design, \"line_cl1\", options_line_cl1)\n", "\n", "anchors2c = OrderedDict()\n", "anchors2c[0] = np.array([0, -1.5])\n", "anchors2c[1] = np.array([2, -1.5])\n", "anchors2c[2] = np.array([2, -2.5])\n", "anchors2c[3] = np.array([4, -2.5])\n", "\n", "options_line_cl2 = {\n", " \"pin_inputs\": {\n", " \"start_pin\": {\"component\": \"OTG2\", \"pin\": \"open\"},\n", " \"end_pin\": {\"component\": \"P2_C\", \"pin\": \"tie\"},\n", " },\n", " \"leadin\": {\"start\": \"0um\", \"end\": \"0um\"},\n", " \"anchors\": anchors2c,\n", " \"fillet\": \"90um\",\n", " \"trace_gap\": \"9um\",\n", " \"trace_width\": \"15um\",\n", "}\n", "\n", "cl2 = RouteAnchors(design, \"line_cl2\", options_line_cl2)\n", "\n", "anchors3c = OrderedDict()\n", "anchors3c[0] = np.array([-3, 0])\n", "anchors3c[1] = np.array([-3, -2.5])\n", "anchors3c[2] = np.array([-4, -2.5])\n", "\n", "options_line_cl3 = {\n", " \"pin_inputs\": {\n", " \"start_pin\": {\"component\": \"OTG3\", \"pin\": \"open\"},\n", " \"end_pin\": {\"component\": \"P3_C\", \"pin\": \"tie\"},\n", " },\n", " \"leadin\": {\"start\": \"0um\", \"end\": \"0um\"},\n", " \"anchors\": anchors3c,\n", " \"fillet\": \"90um\",\n", " \"trace_gap\": \"9um\",\n", " \"trace_width\": \"15um\",\n", "}\n", "\n", "cl3 = RouteAnchors(design, \"line_cl3\", options_line_cl3)\n", "\n", "anchors4c = OrderedDict()\n", "anchors4c[0] = np.array([0, 1.5])\n", "anchors4c[1] = np.array([-2, 1.5])\n", "anchors4c[2] = np.array([-2, 2.5])\n", "anchors4c[3] = np.array([-4, 2.5])\n", "\n", "options_line_cl4 = {\n", " \"pin_inputs\": {\n", " \"start_pin\": {\"component\": \"OTG4\", \"pin\": \"open\"},\n", " \"end_pin\": {\"component\": \"P4_C\", \"pin\": \"tie\"},\n", " },\n", " \"leadin\": {\"start\": \"0um\", \"end\": \"0um\"},\n", " \"anchors\": anchors4c,\n", " \"fillet\": \"90um\",\n", " \"trace_gap\": \"9um\",\n", " \"trace_width\": \"15um\",\n", "}\n", "\n", "cl4 = RouteAnchors(design, \"line_cl4\", options_line_cl4)\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "ff05d0af", "metadata": {}, "source": [ "Exchange Coupler Lines" ] }, { "cell_type": "code", "execution_count": null, "id": "03d1e339", "metadata": {}, "outputs": [], "source": [ "options = Dict(\n", " lead=Dict(start_straight=\"0.35mm\", end_straight=\"0.15mm\"),\n", " trace_gap=\"9um\",\n", " trace_width=\"15um\",\n", ")\n", "\n", "ol1 = connect(\"ol1\", \"Q1\", \"a\", \"P1_Q\", \"tie\", \"5.5 mm\", f\"+{asym}um\", flip=True)\n", "ol2 = connect(\"ol2\", \"Q2\", \"a\", \"P2_Q\", \"tie\", \"13.0 mm\", f\"+{asym}um\", flip=True)\n", "ol3 = connect(\"ol3\", \"Q3\", \"a\", \"P3_Q\", \"tie\", \"5.5 mm\", f\"+{asym}um\", flip=True)\n", "ol4 = connect(\"ol4\", \"Q4\", \"a\", \"P4_Q\", \"tie\", \"13.0 mm\", f\"+{asym}um\", flip=True)\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 500 } } } ], "source": [ "# Rebuild the design in the GUI and save a screenshot as a .png file.\n", "\n", "gui.rebuild()\n", "gui.autoscale()\n", "gui.screenshot()" ] }, { "cell_type": "markdown", "id": "cc9a5e8f", "metadata": {}, "source": [ "### Export\n", "We now demonstrate the export to GDS. QDesign enables GDS renderer during init." ] }, { "cell_type": "code", "execution_count": 10, "id": "f52be5be", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'short_segments_to_not_fillet': 'True',\n", " 'check_short_segments_by_scaling_fillet': '2.0',\n", " 'gds_unit': 0.001,\n", " 'ground_plane': 'True',\n", " 'negative_mask': {'main': []},\n", " 'corners': 'circular bend',\n", " 'tolerance': '0.00001',\n", " 'precision': '0.000000001',\n", " 'width_LineString': '10um',\n", " 'path_filename': '../resources/Fake_Junctions.GDS',\n", " 'junction_pad_overlap': '5um',\n", " 'max_points': '199',\n", " 'cheese': {'datatype': '100',\n", " 'shape': '0',\n", " 'cheese_0_x': '25um',\n", " 'cheese_0_y': '25um',\n", " 'cheese_1_radius': '100um',\n", " 'view_in_file': {'main': {1: True}},\n", " 'delta_x': '100um',\n", " 'delta_y': '100um',\n", " 'edge_nocheese': '200um'},\n", " 'no_cheese': {'datatype': '99',\n", " 'buffer': '25um',\n", " 'cap_style': '2',\n", " 'join_style': '2',\n", " 'view_in_file': {'main': {1: True}}},\n", " 'bounding_box_scale_x': '1.2',\n", " 'bounding_box_scale_y': '1.2'}" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a_gds = design.renderers.gds\n", "a_gds.options" ] }, { "cell_type": "markdown", "id": "6aa96a46", "metadata": {}, "source": [ "If you have a fillet_value, this will not be applied to the LineSegments that are shorter than 2*fillet_value. " ] }, { "cell_type": "code", "execution_count": null, "id": "00a59911", "metadata": {}, "outputs": [], "source": [ "a_gds.options[\"short_segments_to_not_fillet\"] = \"True\"\n", "a_gds.options[\"check_short_segments_by_scaling_fillet\"] = 2.0\n", "a_gds.options[\"path_filename\"] = \"../resources/Fake_Junctions.GDS\"" ] }, { "cell_type": "markdown", "id": "c70f13ef", "metadata": {}, "source": [ "Export GDS file for all components in design.\n", "Please include the path to the location where you want to eport the GDS file. No path, will export to the folder where this notebook resides.\n", "\n", "`export_to_gds(self, file_name: str, highlight_qcomponents: list = []) -> int`" ] }, { "cell_type": "code", "execution_count": 12, "id": "f5640f17", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "02:54PM 53s WARNING [_cheese_buffer_maker]: The bounding box for no-cheese is outside of chip size.\n", "Bounding box for chip is (-4.5, -3.0, 4.5, 3.0).\n", "Bounding box with no_cheese buffer is (-4.295000000000001, -3.087, 4.295000000000001, 3.087).\n" ] }, { "data": { "text/plain": [ "1" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a_gds.export_to_gds(\"Launch_Notebook.gds\")" ] }, { "cell_type": "code", "execution_count": 13, "id": "b2505f0f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gui.main_window.close()" ] }, { "cell_type": "markdown", "id": "8d10856c", "metadata": {}, "source": [ "#### END of first video\n", "\n", "## Second launch video\n", "Requires both Ansys and the design from the previous setup\n", "\n", "### Preparations" ] }, { "cell_type": "code", "execution_count": 15, "id": "45ae87da", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Lj': '10nH',\n", " 'Cj': 0,\n", " '_Rj': 0,\n", " 'max_mesh_length_jj': '7um',\n", " 'project_path': None,\n", " 'project_name': None,\n", " 'design_name': None,\n", " 'x_buffer_width_mm': 0.2,\n", " 'y_buffer_width_mm': 0.2,\n", " 'wb_threshold': '400um',\n", " 'wb_offset': '0um',\n", " 'wb_size': 5,\n", " 'plot_ansys_fields_options': {'name': 'NAME:Mag_E1',\n", " 'UserSpecifyName': '0',\n", " 'UserSpecifyFolder': '0',\n", " 'QuantityName': 'Mag_E',\n", " 'PlotFolder': 'E Field',\n", " 'StreamlinePlot': 'False',\n", " 'AdjacentSidePlot': 'False',\n", " 'FullModelPlot': 'False',\n", " 'IntrinsicVar': \"Phase='0deg'\",\n", " 'PlotGeomInfo_0': '1',\n", " 'PlotGeomInfo_1': 'Surface',\n", " 'PlotGeomInfo_2': 'FacesList',\n", " 'PlotGeomInfo_3': '1'}}" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from qiskit_metal.renderers.renderer_ansys.ansys_renderer import QAnsysRenderer\n", "\n", "QAnsysRenderer.default_options" ] }, { "cell_type": "code", "execution_count": null, "id": "ee7577b3", "metadata": {}, "outputs": [], "source": [ "design = designs.DesignPlanar()\n", "gui = MetalGUI(design)\n", "\n", "from qiskit_metal.qlibrary.qubits.transmon_pocket import TransmonPocket" ] }, { "cell_type": "code", "execution_count": null, "id": "3a217457", "metadata": {}, "outputs": [], "source": [ "design.variables[\"cpw_width\"] = \"15 um\"\n", "design.variables[\"cpw_gap\"] = \"9 um\"" ] }, { "cell_type": "markdown", "id": "4112e846", "metadata": {}, "source": [ "### Create the design" ] }, { "cell_type": "code", "execution_count": null, "id": "23d7342c", "metadata": {}, "outputs": [], "source": [ "# Allow running the same cell here multiple times to overwrite changes\n", "design.overwrite_enabled = True\n", "\n", "## Custom options for all the transmons\n", "options = dict(\n", " # Some options we want to modify from the defaults\n", " # (see below for defaults)\n", " pad_width=\"425 um\",\n", " pocket_height=\"650um\",\n", " # Adding 4 connectors (see below for defaults)\n", " connection_pads=dict(\n", " a=dict(loc_W=+1, loc_H=-1, pad_width=\"200um\"),\n", " b=dict(loc_W=-1, loc_H=+1, pad_height=\"30um\"),\n", " c=dict(loc_W=-1, loc_H=-1, pad_height=\"50um\"),\n", " ),\n", ")\n", "\n", "## Create 4 transmons\n", "\n", "q1 = TransmonPocket(\n", " design, \"Q1\", options=dict(pos_x=\"+2.42251mm\", pos_y=\"+0.0mm\", **options)\n", ")\n", "q2 = TransmonPocket(\n", " design,\n", " \"Q2\",\n", " options=dict(pos_x=\"+0.0mm\", pos_y=\"-0.95mm\", orientation=\"270\", **options),\n", ")\n", "q3 = TransmonPocket(\n", " design,\n", " \"Q3\",\n", " options=dict(pos_x=\"-2.42251mm\", pos_y=\"+0.0mm\", orientation=\"180\", **options),\n", ")\n", "q4 = TransmonPocket(\n", " design,\n", " \"Q4\",\n", " options=dict(pos_x=\"+0.0mm\", pos_y=\"+0.95mm\", orientation=\"90\", **options),\n", ")\n", "\n", "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n", "\n", "RouteMeander.get_template_options(design)\n", "\n", "options = Dict(\n", " lead=Dict(start_straight=\"0.2mm\", end_straight=\"0.2mm\"),\n", " trace_gap=\"9um\",\n", " trace_width=\"15um\",\n", ")\n", "\n", "\n", "def connect(\n", " component_name: str,\n", " component1: str,\n", " pin1: str,\n", " component2: str,\n", " pin2: str,\n", " length: str,\n", " asymmetry=\"0 um\",\n", " flip=False,\n", " fillet=\"90um\",\n", "):\n", " \"\"\"Connect two pins with a CPW.\"\"\"\n", " myoptions = Dict(\n", " fillet=fillet,\n", " pin_inputs=Dict(\n", " start_pin=Dict(component=component1, pin=pin1),\n", " end_pin=Dict(component=component2, pin=pin2),\n", " ),\n", " total_length=length,\n", " )\n", " myoptions.update(options)\n", " myoptions.meander.asymmetry = asymmetry\n", " myoptions.meander.lead_direction_inverted = \"true\" if flip else \"false\"\n", " return RouteMeander(design, component_name, myoptions)\n", "\n", "\n", "asym = 140\n", "cpw1 = connect(\"cpw1\", \"Q1\", \"c\", \"Q2\", \"b\", \"5.6 mm\", f\"+{asym}um\")\n", "cpw2 = connect(\"cpw2\", \"Q3\", \"b\", \"Q2\", \"c\", \"5.7 mm\", f\"-{asym}um\", flip=True)\n", "cpw3 = connect(\"cpw3\", \"Q3\", \"c\", \"Q4\", \"b\", \"5.6 mm\", f\"+{asym}um\")\n", "cpw4 = connect(\"cpw4\", \"Q1\", \"b\", \"Q4\", \"c\", \"5.7 mm\", f\"-{asym}um\", flip=True)\n", "\n", "gui.rebuild()\n", "gui.autoscale()" ] }, { "cell_type": "markdown", "id": "e5a93f03", "metadata": {}, "source": [ "### Render the design\n", "This section directly interacts with the renderer, thus will not allow analysis. For analyzing the design, please refer to the method described in the `tutorial notebook 4.2`." ] }, { "cell_type": "code", "execution_count": null, "id": "aedf37a5", "metadata": {}, "outputs": [], "source": [ "fourq = design.renderers.hfss" ] }, { "cell_type": "markdown", "id": "20d8040b", "metadata": {}, "source": [ "Before proceding, open Ansys Electronic Desktop manually and wait for it to completely open. Also create a project if it does not get created automatically.\n", "\n", "The following cell will error out if Ansys is not configured correctly." ] }, { "cell_type": "code", "execution_count": 21, "id": "48c935bd", "metadata": { "scrolled": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "INFO 02:54PM [connect_project]: Connecting to Ansys Desktop API...\n", "INFO 02:54PM [load_ansys_project]: \tOpened Ansys App\n", "INFO 02:54PM [load_ansys_project]: \tOpened Ansys Desktop v2020.2.0\n", "INFO 02:54PM [load_ansys_project]: \tOpened Ansys Project\n", "\tFolder: C:/Ansoft/\n", "\tProject: Project16\n", "INFO 02:54PM [connect_design]: No active design found (or error getting active design).\n", "INFO 02:54PM [connect]: \t Connected to project \"Project16\". No design detected\n" ] } ], "source": [ "fourq.connect_ansys()" ] }, { "cell_type": "code", "execution_count": 22, "id": "0486b184", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "02:54PM 59s WARNING [add_eigenmode_design]: This method is deprecated. Change your scripts to use new_ansys_design()\n", "INFO 02:55PM [connect_design]: \tOpened active design\n", "\tDesign: FourQ [Solution type: Eigenmode]\n", "WARNING 02:55PM [connect_setup]: \tNo design setup detected.\n", "WARNING 02:55PM [connect_setup]: \tCreating eigenmode default setup.\n", "INFO 02:55PM [get_setup]: \tOpened setup `Setup` ()\n" ] } ], "source": [ "fourq.add_eigenmode_design(\"FourQ\")" ] }, { "cell_type": "markdown", "id": "e013d7b5", "metadata": {}, "source": [ "Render everything from the design onto Ansys." ] }, { "cell_type": "code", "execution_count": null, "id": "153b2154", "metadata": {}, "outputs": [], "source": [ "fourq.render_design([], [])" ] }, { "cell_type": "code", "execution_count": null, "id": "2af3d97e", "metadata": {}, "outputs": [], "source": [ "fourq.disconnect_ansys()" ] } ], "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": "3.9.5" } }, "nbformat": 4, "nbformat_minor": 5 }