{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tutorial 1: Getting Started with SQuADDS\n", "\n", "In this tutorial, we will walk you through some basic usage of SQuADDS. By the end of this tutorial, you will be able to:\n", "\n", "- Have an HuggingFace account\n", "\n", "- Access the SQuADDS Database\n", "\n", "- Use the SQuADDS API to query for closest and \"best-guess\" interpolated device designs for your chosen Hamiltonian parameters\n", "\n", "- Simulate the \"best-guess\" design using an EM solver tool" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Since the SQuADDS Database is hosted on [HuggingFace](https://huggingface.co/), we will need to create an account and get an API key to access the database.\n", "\n", "## HuggingFace πŸ€— \n", "\n", "HuggingFace is a company that provides a large number of NLP models and datasets. They also provide a platform to host your own models and datasets.\n", "\n", "### Creating an Account\n", "\n", "Follow the instructions here - [HuggingFace: Sign Up](https://huggingface.co/join) - to create an account.\n", "\n", "Once you have created an account, you can get your API key from the [settings page](https://huggingface.co/settings/token).\n", "\n", "Please update the `HUGGINGFACE_API_KEY` variable in the `.env` file with your API key **OR** execute the following code to set the environment variable." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from squadds.core.utils import set_huggingface_api_key\n", "\n", "set_huggingface_api_key()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Login\n", "\n", "To login to your HuggingFace account, run the following command in your terminal:\n", "\n", "```bash\n", "huggingface-cli login\n", "```\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You will be prompted to enter your username and password. Once you have logged in, you can check your login status by running the following command:\n", "\n", "```bash\n", "huggingface-cli whoami\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Accessing the SQuADDS Database using the HuggingFace API\n", "\n", "The SQuADDS Database is hosted on HuggingFace. You can access the database using the `datasets` library from HuggingFace." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from datasets import get_dataset_config_names\n", "from datasets import load_dataset\n", "\n", "configs = get_dataset_config_names(\"SQuADDS/SQuADDS_DB\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can navigate the database using HuggingFace API. For example, you can access the qubit database using the following code:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "61c8651e5503436ea28aa534d4db7171", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Downloading data: 0%| | 0.00/8.32M [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
renderer_optionssetupsimulatorclaw_to_clawclaw_to_groundcross_to_clawcross_to_crosscross_to_groundground_to_groundunitsdesign_optionsdesign_toolPIdate_createdgroupinstitutionuploader
0{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS94.9742190.865853.73363158.40783158.40783311.25590fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
1{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS82.4428079.193782.93820188.15089188.15089333.52997fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-10-25-153123LFLUSCAndre Kuo
2{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS83.7641280.181303.16131104.35340104.35340237.02548fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
3{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS103.3705797.224055.77590174.13928174.13928335.31609fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-10-25-153126LFLUSCAndre Kuo
4{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS68.9285465.686072.87375120.03923120.03923240.34085fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
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1929{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS106.43025101.531974.45645174.46380174.46380340.62919fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
1930{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS121.10943112.625707.95178187.43537187.43537367.34003fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142549LFLUSCAndre Kuo
1931{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS144.56289136.368107.65968172.14561172.14561372.39970fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-10-25-153123LFLUSCAndre Kuo
1932{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS68.7641365.781162.4879556.7523056.75230166.57383fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
1933{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS58.4574955.507962.5439662.0100062.01000162.42140fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142549LFLUSCAndre Kuo
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Ansys HFSS \n", "\n", " claw_to_claw claw_to_ground cross_to_claw cross_to_cross \\\n", "0 94.97421 90.86585 3.73363 158.40783 \n", "1 82.44280 79.19378 2.93820 188.15089 \n", "2 83.76412 80.18130 3.16131 104.35340 \n", "3 103.37057 97.22405 5.77590 174.13928 \n", "4 68.92854 65.68607 2.87375 120.03923 \n", "... ... ... ... ... \n", "1929 106.43025 101.53197 4.45645 174.46380 \n", "1930 121.10943 112.62570 7.95178 187.43537 \n", "1931 144.56289 136.36810 7.65968 172.14561 \n", "1932 68.76413 65.78116 2.48795 56.75230 \n", "1933 58.45749 55.50796 2.54396 62.01000 \n", "\n", " cross_to_ground ground_to_ground units \\\n", "0 158.40783 311.25590 fF \n", "1 188.15089 333.52997 fF \n", "2 104.35340 237.02548 fF \n", "3 174.13928 335.31609 fF \n", "4 120.03923 240.34085 fF \n", "... ... ... ... \n", "1929 174.46380 340.62919 fF \n", "1930 187.43537 367.34003 fF \n", "1931 172.14561 372.39970 fF \n", "1932 56.75230 166.57383 fF \n", "1933 62.01000 162.42140 fF \n", "\n", " design_options design_tool \\\n", "0 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "2 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "3 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "4 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "... ... ... \n", "1929 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1930 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1931 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1932 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1933 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "\n", " PI date_created group institution uploader \n", "0 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1 Eli Levenson-Falk, PhD 2023-10-25-153123 LFL USC Andre Kuo \n", "2 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "3 Eli Levenson-Falk, PhD 2023-10-25-153126 LFL USC Andre Kuo \n", "4 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "... ... ... ... ... ... \n", "1929 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1930 Eli Levenson-Falk, PhD 2023-09-20-142549 LFL USC Andre Kuo \n", "1931 Eli Levenson-Falk, PhD 2023-10-25-153123 LFL USC Andre Kuo \n", "1932 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1933 Eli Levenson-Falk, PhD 2023-09-20-142549 LFL USC Andre Kuo \n", "\n", "[1934 rows x 17 columns]" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "db.see_dataset(component=\"qubit\", component_name=\"TransmonCross\", data_type=\"cap_matrix\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can also learn more about the measured device that generated this dataset:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "a66a33e49f864071813b18d5dfb787a2", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Generating train split: 0 examples [00:00, ? examples/s]" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "+--------------------+------------------------------------------------------------------------------------+\n", "| Design Code | https://github.com/LFL-Lab/design_schema_WM1 |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| Paper Link | https://arxiv.org/pdf/2312.13483 |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| Image | https://github.com/LFL-Lab/design_schema_WM1/blob/main/assets/WM1_qiskit_metal.png |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| Foundry | SQUILL |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| Fabrication Recipe | Confidential |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| PI | Eli Levenson-Falk, PhD |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| date_created | 2023-09-20-142547 |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| group | LFL |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| institution | USC |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| measured_by | ['Sadman Ahmed Shanto', 'Malinda Hecht', 'Evangelos Vlachos'] |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| name | WM1 |\n", "+--------------------+------------------------------------------------------------------------------------+\n", "| uploader | Elizabeth Kunz |\n", "+--------------------+------------------------------------------------------------------------------------+\n" ] } ], "source": [ "db.view_reference_device_of(component=\"qubit\", component_name=\"TransmonCross\", data_type=\"cap_matrix\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can also learn more about the other measured devices that are available in SQuADDS" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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NameDesign CodePaper LinkImageFoundry
0WM1https://github.com/LFL-Lab/design_schema_WM1https://arxiv.org/pdf/2312.13483https://github.com/LFL-Lab/design_schema_WM1/b...SQUILL
1β€œdissipator”https://github.com/LFL-Lab/design_schema_dissi...https://journals.aps.org/prxquantum/abstract/1...https://github.com/LFL-Lab/design_schema_dissi...USC Nanofab
2MUNNINhttps://github.com/LFL-Lab/design_schema_MUNNINhttps://journals.aps.org/prl/abstract/10.1103/...https://github.com/LFL-Lab/design_schema_MUNNI...SQUILL
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" ], "text/plain": [ " Name Design Code \\\n", "0 WM1 https://github.com/LFL-Lab/design_schema_WM1 \n", "1 β€œdissipator” https://github.com/LFL-Lab/design_schema_dissi... \n", "2 MUNNIN https://github.com/LFL-Lab/design_schema_MUNNIN \n", "\n", " Paper Link \\\n", "0 https://arxiv.org/pdf/2312.13483 \n", "1 https://journals.aps.org/prxquantum/abstract/1... \n", "2 https://journals.aps.org/prl/abstract/10.1103/... \n", "\n", " Image Foundry \n", "0 https://github.com/LFL-Lab/design_schema_WM1/b... SQUILL \n", "1 https://github.com/LFL-Lab/design_schema_dissi... USC Nanofab \n", "2 https://github.com/LFL-Lab/design_schema_MUNNI... SQUILL " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "db.get_measured_devices()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you want to learn about the who contributed the simulation data, you can use the following methods:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "================================================================================\n", "\t\t\tMeasured Device Contributor(s):\n", "================================================================================\n", "+-----------------------+-------------------------------------------------------+\n", "| Foundry | N/A |\n", "+-----------------------+-------------------------------------------------------+\n", "| PI | Eli Levenson-Falk, PhD |\n", "+-----------------------+-------------------------------------------------------+\n", "| Group | LFL |\n", "+-----------------------+-------------------------------------------------------+\n", "| Institution | USC |\n", "+-----------------------+-------------------------------------------------------+\n", "| Measured By | Sadman Ahmed Shanto, Malinda Hecht, Evangelos Vlachos |\n", "+-----------------------+-------------------------------------------------------+\n", "| Reference Device Name | WM1 |\n", "+-----------------------+-------------------------------------------------------+\n", "| Uploader | Elizabeth Kunz |\n", "+-----------------------+-------------------------------------------------------+\n", "================================================================================\n", "\t\t\tSimulation Data Contributor(s):\n", "================================================================================\n", "+------------+------------------------+---------+---------------+\n", "| uploader | PI | group | institution |\n", "+============+========================+=========+===============+\n", "| Andre Kuo | Eli Levenson-Falk, PhD | LFL | USC |\n", "+------------+------------------------+---------+---------------+\n" ] } ], "source": [ "db.view_contributors_of(\"qubit\", \"TransmonCross\", \"cap_matrix\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To see the list of all the contributors, you can use the following method:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "+--------------------+------------------------------------+---------------------------------------+\n", "| Name | Institution | Contribution |\n", "+====================+====================================+=======================================+\n", "| Clark Miyamoto | New York University | Code contributor πŸ’» |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Madison Howard | California Institute of Technology | Bug Hunter πŸ› |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Malida Hecht | University of Southern California | Data contributor πŸ“€ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Evangelos Vlachos | University of Southern California | Code contributor πŸ’» and Bug Hunter πŸ› |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Anne Whelan | US Navy | Documentation contributor πŸ“„ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Jenny Huang | Columbia University | Documentation contributor πŸ“„ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Connie Miao | Stanford University | Data Contributor πŸ“€ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Daria Kowsari, PhD | University of Southern California | Data contributor πŸ“€ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Vivek Maurya | University of Southern California | Data contributor πŸ“€ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Haimeng Zhang, PhD | IBM | Data contributor πŸ“€ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Ethan Zheng | University of Southern California | Data contributor πŸ“€ |\n", "+--------------------+------------------------------------+---------------------------------------+\n", "| Sara Sussman, PhD | Fermilab | Bug Hunter πŸ› |\n", "+--------------------+------------------------------------+---------------------------------------+\n" ] } ], "source": [ "db.view_all_contributors()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As the SQuADDS_DB dataset updates, so will all the information we have queried automatically. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Making Systems out of Circuit QED Elements\n", "\n", "One of the main use cases of the SQuADDS project is to get the design space parameters for systems of our interest using our desired Hamiltonian parameters." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using the SQuADDS API, we can \"build\" a system by choosing the circuit QED components we want to use.\n", "\n", "The following subsections walks you through some examples." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Querying for the a target qubit design\n", "\n", "Let's say you know the Hamiltonian parameters of a qubit you want to use. You can use the SQuADDS API to query for the closest design to your target qubit.\n", "\n", "We first need to select our sytem of interest." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "db.select_system(\"qubit\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, we need to specify to SQuADDS what type of `qubit` our system is. We can do this by using the `select_qubit` method." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "db.select_qubit(\"TransmonCross\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We now create the system dataframe so that we can query for the design parameters we are interested in." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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renderer_optionssetupsimulatorclaw_to_clawclaw_to_groundcross_to_clawcross_to_crosscross_to_groundground_to_groundunitsdesign_optionsdesign_toolPIdate_createdgroupinstitutionuploader
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1{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS82.4428079.193782.93820188.15089188.15089333.52997fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-10-25-153123LFLUSCAndre Kuo
2{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS83.7641280.181303.16131104.35340104.35340237.02548fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
3{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS103.3705797.224055.77590174.13928174.13928335.31609fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-10-25-153126LFLUSCAndre Kuo
4{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS68.9285465.686072.87375120.03923120.03923240.34085fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
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1929{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS106.43025101.531974.45645174.46380174.46380340.62919fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
1930{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS121.10943112.625707.95178187.43537187.43537367.34003fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142549LFLUSCAndre Kuo
1931{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS144.56289136.368107.65968172.14561172.14561372.39970fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-10-25-153123LFLUSCAndre Kuo
1932{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS68.7641365.781162.4879556.7523056.75230166.57383fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142547LFLUSCAndre Kuo
1933{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS58.4574955.507962.5439662.0100062.01000162.42140fF{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...qiskit-metalEli Levenson-Falk, PhD2023-09-20-142549LFLUSCAndre Kuo
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" ], "text/plain": [ " renderer_options \\\n", "0 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "2 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "3 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "4 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "... ... \n", "1929 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1930 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1931 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1932 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1933 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "\n", " setup simulator \\\n", "0 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "1 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "2 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "3 {'auto_increase_solution_order': True, 'enable... 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Ansys HFSS \n", "\n", " claw_to_claw claw_to_ground cross_to_claw cross_to_cross \\\n", "0 94.97421 90.86585 3.73363 158.40783 \n", "1 82.44280 79.19378 2.93820 188.15089 \n", "2 83.76412 80.18130 3.16131 104.35340 \n", "3 103.37057 97.22405 5.77590 174.13928 \n", "4 68.92854 65.68607 2.87375 120.03923 \n", "... ... ... ... ... \n", "1929 106.43025 101.53197 4.45645 174.46380 \n", "1930 121.10943 112.62570 7.95178 187.43537 \n", "1931 144.56289 136.36810 7.65968 172.14561 \n", "1932 68.76413 65.78116 2.48795 56.75230 \n", "1933 58.45749 55.50796 2.54396 62.01000 \n", "\n", " cross_to_ground ground_to_ground units \\\n", "0 158.40783 311.25590 fF \n", "1 188.15089 333.52997 fF \n", "2 104.35340 237.02548 fF \n", "3 174.13928 335.31609 fF \n", "4 120.03923 240.34085 fF \n", "... ... ... ... \n", "1929 174.46380 340.62919 fF \n", "1930 187.43537 367.34003 fF \n", "1931 172.14561 372.39970 fF \n", "1932 56.75230 166.57383 fF \n", "1933 62.01000 162.42140 fF \n", "\n", " design_options design_tool \\\n", "0 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "2 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "3 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "4 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "... ... ... \n", "1929 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1930 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1931 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1932 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "1933 {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... qiskit-metal \n", "\n", " PI date_created group institution uploader \n", "0 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1 Eli Levenson-Falk, PhD 2023-10-25-153123 LFL USC Andre Kuo \n", "2 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "3 Eli Levenson-Falk, PhD 2023-10-25-153126 LFL USC Andre Kuo \n", "4 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "... ... ... ... ... ... \n", "1929 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1930 Eli Levenson-Falk, PhD 2023-09-20-142549 LFL USC Andre Kuo \n", "1931 Eli Levenson-Falk, PhD 2023-10-25-153123 LFL USC Andre Kuo \n", "1932 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1933 Eli Levenson-Falk, PhD 2023-09-20-142549 LFL USC Andre Kuo \n", "\n", "[1934 rows x 17 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = db.create_system_df()\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now that we have created our system dataframe, we can query for the closest design to our target qubit parameters. To do this we need to call the `Analyzer` object." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "from squadds import Analyzer" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We instatantaite the `Analyzer` object by passing in the `SQuADDS_DB` instance we created earlier." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "analyzer = Analyzer(db)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now check for what type of Hamiltonian parameters are available for our chosen system" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['qubit_frequency_GHz', 'anharmonicity_MHz']" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "analyzer.target_param_keys()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, Let's select a geometry which results in the closest qubit characteristics\n", "\n", "Call `Analyzer.find_closest`\n", "\n", "**Documentation:**\n", "\n", "```\n", "Finds the rows in the DataFrame with the closest matching characteristics\n", "to the given target parameters using a specified metric.\n", "\n", "Args:\n", " target_params (dict): A dictionary containing the target values for columns in `self.df`.\n", " Keys are column names and values are the target values.\n", " num_top (int): The number of closest matching rows to return.\n", " metric (str, optional): The distance metric to use for finding the closest matches.\n", " Available options are specified in `self.__supported_metrics__`.\n", " Defaults to 'Euclidean'.\n", " display (bool, optional): Whether to display warnings and logs. Defaults to True.\n", "\n", "Returns:\n", " pd.DataFrame: A DataFrame containing the rows with the closest matching characteristics,\n", " sorted by the distance metric.\n", "\n", "Raises:\n", " ValueError: If the specified metric is not supported or `num_top` exceeds the DataFrame size.\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You are given the choice of the following metrics." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['Euclidean', 'Manhattan', 'Chebyshev', 'Weighted Euclidean', 'Custom']" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "analyzer.__supported_metrics__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define your Hamiltonian parameters that you want to use for your qubit " ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "target_params={\"qubit_frequency_GHz\": 4, \"anharmonicity_MHz\": -200}" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " renderer_options \\\n", "643 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1862 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1714 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "\n", " setup simulator \\\n", "643 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "1862 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "1714 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "\n", " claw_to_claw claw_to_ground cross_to_claw cross_to_cross \\\n", "643 106.91739 101.13161 5.25204 102.49025 \n", "1862 80.01554 76.72741 2.89095 104.64079 \n", "1714 76.27207 73.26136 2.62986 104.89818 \n", "\n", " cross_to_ground ground_to_ground units ... design_tool \\\n", "643 102.49025 255.94708 fF ... qiskit-metal \n", "1862 104.64079 233.88902 fF ... qiskit-metal \n", "1714 104.89818 230.69451 fF ... qiskit-metal \n", "\n", " PI date_created group institution uploader \\\n", "643 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1862 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "1714 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "\n", " EC EJ qubit_frequency_GHz anharmonicity_MHz \n", "643 0.179783 12.278081 4.013772 -201.551532 \n", "1862 0.180135 12.278081 4.017505 -201.973598 \n", "1714 0.180141 12.278081 4.017570 -201.981031 \n", "\n", "[3 rows x 21 columns]" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "results = analyzer.find_closest(target_params=target_params,\n", " num_top=3,\n", " metric=\"Euclidean\",\n", " display=True)\n", "results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Thats it! You have now found some designs for your qubit that are closest to your target Hamiltonian parameters." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Using Custom Metrics\n", "\n", "To use a custom metric first define the function. For example, lets say we want the manhattan metric" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "def manhattan_distance(target, simulated):\n", " return sum(abs(target[key] - simulated.get(key, 0)) for key in target)" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "analyzer.custom_metric_func = manhattan_distance" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Either `skip_df_gen` flag is set to True or all target params have been precomputed at an earlier step. Using `df` from memory.\n", "Please set this to False if `target_parameters` have changed.\n" ] }, { "data": { "text/html": [ "
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\n", "
" ], "text/plain": [ " renderer_options \\\n", "643 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "\n", " setup simulator \\\n", "643 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "\n", " claw_to_claw claw_to_ground cross_to_claw cross_to_cross \\\n", "643 106.91739 101.13161 5.25204 102.49025 \n", "\n", " cross_to_ground ground_to_ground units ... design_tool \\\n", "643 102.49025 255.94708 fF ... qiskit-metal \n", "\n", " PI date_created group institution uploader \\\n", "643 Eli Levenson-Falk, PhD 2023-09-20-142547 LFL USC Andre Kuo \n", "\n", " EC EJ qubit_frequency_GHz anharmonicity_MHz \n", "643 0.179783 12.278081 4.013772 -201.551532 \n", "\n", "[1 rows x 21 columns]" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "analyzer.find_closest(target_params=target_params,\n", " num_top=1,\n", " metric=\"Custom\",\n", " display=True)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'aedt_hfss_capacitance': 0,\n", " 'aedt_hfss_inductance': 9.686e-09,\n", " 'aedt_q3d_capacitance': 0,\n", " 'aedt_q3d_inductance': 1e-08,\n", " 'chip': 'main',\n", " 'connection_pads': {'readout': {'claw_cpw_length': '40um',\n", " 'claw_cpw_width': '10um',\n", " 'claw_gap': '5.1um',\n", " 'claw_length': '190um',\n", " 'claw_width': '15um',\n", " 'connector_location': '90',\n", " 'connector_type': '0',\n", " 'ground_spacing': '10um'}},\n", " 'cross_gap': '30um',\n", " 'cross_length': '210um',\n", " 'cross_width': '30um',\n", " 'gds_cell_name': 'my_other_junction',\n", " 'hfss_capacitance': 0,\n", " 'hfss_inductance': 9.686e-09,\n", " 'hfss_mesh_kw_jj': 7e-06,\n", " 'hfss_resistance': 0,\n", " 'layer': '1',\n", " 'orientation': '-90',\n", " 'pos_x': '-1500um',\n", " 'pos_y': '1200um',\n", " 'q3d_capacitance': 0,\n", " 'q3d_inductance': '10nH',\n", " 'q3d_mesh_kw_jj': 7e-06,\n", " 'q3d_resistance': 0}" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "best_options = results.iloc[0][\"design_options\"]\n", "best_options" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can pass in the `design_options` from the closest design to the `options` argument of your selected qubit and render it in qiskit metal." ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "# Qiskit Metal imports\n", "import qiskit_metal as metal\n", "from qiskit_metal import designs, draw\n", "from qiskit_metal import MetalGUI, Dict\n", "from qiskit_metal.designs.design_multiplanar import MultiPlanar\n", "\n", "from qiskit_metal.qlibrary.qubits.transmon_cross import TransmonCross\n", "from qiskit_metal.qlibrary.couplers.coupled_line_tee import CoupledLineTee\n", "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n", "from qiskit_metal.qlibrary.core import QRoute, QRoutePoint" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "01:14PM 50s CRITICAL [_qt_message_handler]: line: 0, func: None(), file: None WARNING: Populating font family aliases took 371 ms. Replace uses of missing font family \"Courier\" with one that exists to avoid this cost. \n", "\n" ] } ], "source": [ "design = MultiPlanar(metadata={},\n", " overwrite_enabled=True)\n", "gui = MetalGUI(design)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": { "image/png": { "width": 500 } }, "output_type": "display_data" } ], "source": [ "from qiskit_metal.qlibrary.qubits.transmon_cross import TransmonCross\n", "\n", "TransmonCross(design, \"transmon\", options=best_options)\n", "\n", "gui.rebuild()\n", "gui.zoom_on_components(['transmon'])\n", "gui.screenshot(\"qubit_only.png\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Querying for a target cavity design\n", "\n", "The same workflow can be used to query for a target cavity design." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "While it is not necessary, it may be a good idea to `unselect_all()` before creating a new system." ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "db.unselect_all()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Proceed with selecting the system of interest" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "db.select_system(\"cavity_claw\")" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "db.select_cavity_claw(\"RouteMeander\")" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "db.select_resonator_type(\"quarter\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It's always a good idea to check that the system you have selected is correct." ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Selected component: cavity_claw\n", "Selected component name: RouteMeander\n", "Selected data type: eigenmode\n", "Selected system: cavity_claw\n", "Selected coupler: CLT\n", "Selected resonator type: quarter\n" ] } ], "source": [ "db.show_selections()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great! lets create the system dataframe and analyze it." ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "df = db.create_system_df()" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "analyzer = Analyzer(db)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['resonator_type', 'cavity_frequency_GHz', 'kappa_kHz']" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "analyzer.target_param_keys()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Select the Hamiltonian parameters you want to use for your cavity and search for the closest designs." ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "target_params = {\"cavity_frequency_GHz\": 6.9,\n", " \"kappa_kHz\": 120,\n", " \"resonator_type\":\"quarter\"}" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { 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1190None{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...Ansys HFSS6.980933129.751169CLT{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-24-230000LFLUSCNoneEthan Zheng
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" ], "text/plain": [ " renderer_options setup \\\n", "1191 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "1192 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "1189 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "190 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "1190 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "\n", " simulator cavity_frequency_GHz kappa_kHz coupler_type \\\n", "1191 Ansys HFSS 6.948003 122.218952 CLT \n", "1192 Ansys HFSS 6.915761 125.765213 CLT \n", "1189 Ansys HFSS 7.013518 127.327511 CLT \n", "190 Ansys HFSS 6.371017 121.824395 CLT \n", "1190 Ansys HFSS 6.980933 129.751169 CLT \n", "\n", " design_options design_tool \\\n", "1191 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "1192 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "1189 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "190 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "1190 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "\n", " resonator_type PI date_created group \\\n", "1191 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "1192 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "1189 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "190 quarter Eli Levenson-Falk, PhD 2023-11-30-214122 LFL \n", "1190 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "\n", " institution misc uploader \n", "1191 USC None Ethan Zheng \n", "1192 USC None Ethan Zheng \n", "1189 USC None Ethan Zheng \n", "190 USC None Andre Kuo \n", "1190 USC None Ethan Zheng " ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "results = analyzer.find_closest(target_params=target_params,\n", " num_top=5,\n", " metric=\"Euclidean\",\n", " display=True)\n", "results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Lets say we want to use the \"Weighted Euclidean\" metric to find the closest design to our target cavity parameters.\n", "\n", "#### Weighted Euclidean Metric\n", "\n", "You can do a weighted Euclidean metric instead.\n", "\n", "$$\n", "F(\\{P_i\\},\\{p_i\\}) = \\sum_i w_i\\frac{(P_i - p_i)^2}{P_i^2}\n", "$$\n", "\n", "Here \\( w_i \\) are weights which default to 1 if not user-defined.\n", "\n", "Note: The default metric for `find_closest` is `Euclidean` when not user-defined.\n" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [], "source": [ "# Set up the weights\n", "analyzer.metric_weights = {\"cavity_frequency_GHz\": 2, \"kappa_kHz\": 1}" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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renderer_optionssetupsimulatorcavity_frequency_GHzkappa_kHzcoupler_typedesign_optionsdesign_toolresonator_typePIdate_createdgroupinstitutionmiscuploader
1191None{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...Ansys HFSS6.948003122.218952CLT{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-24-230000LFLUSCNoneEthan Zheng
1192None{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...Ansys HFSS6.915761125.765213CLT{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-24-230000LFLUSCNoneEthan Zheng
1189None{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...Ansys HFSS7.013518127.327511CLT{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-24-230000LFLUSCNoneEthan Zheng
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" ], "text/plain": [ " renderer_options setup \\\n", "1191 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "1192 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "1189 None {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "\n", " simulator cavity_frequency_GHz kappa_kHz coupler_type \\\n", "1191 Ansys HFSS 6.948003 122.218952 CLT \n", "1192 Ansys HFSS 6.915761 125.765213 CLT \n", "1189 Ansys HFSS 7.013518 127.327511 CLT \n", "\n", " design_options design_tool \\\n", "1191 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "1192 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "1189 {'claw_opts': {'connection_pads': {'readout': ... qiskit-metal \n", "\n", " resonator_type PI date_created group \\\n", "1191 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "1192 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "1189 quarter Eli Levenson-Falk, PhD 2024-07-24-230000 LFL \n", "\n", " institution misc uploader \n", "1191 USC None Ethan Zheng \n", "1192 USC None Ethan Zheng \n", "1189 USC None Ethan Zheng " ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "results = analyzer.find_closest(target_params=target_params,\n", " num_top=3,\n", " metric=\"Weighted Euclidean\",\n", " display=True)\n", "results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Querying for a target qubit-cavity design\n", "\n", "Again, we follow the same procedure as before." ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "db.select_system([\"qubit\",\"cavity_claw\"])" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "db.select_qubit(\"TransmonCross\")\n", "db.select_cavity_claw(\"RouteMeander\")\n", "db.select_resonator_type(\"quarter\")" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Selected qubit: TransmonCross\n", "Selected cavity: RouteMeander\n", "Selected coupler to feedline: CLT\n", "Selected resonator type: quarter\n", "Selected system: ['qubit', 'cavity_claw']\n" ] } ], "source": [ "db.show_selections()" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "merged_df = db.create_system_df()" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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index_qcrenderer_options_qubitsetup_qubitsimulator_qubitclaw_to_clawclaw_to_groundcross_to_clawcross_to_crosscross_to_groundground_to_ground...design_options_cavity_clawdesign_tool_cavity_clawresonator_typePI_cavity_clawdate_created_cavity_clawgroup_cavity_clawinstitution_cavity_clawmiscuploader_cavity_clawdesign_options
00{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS94.9742190.865853.73363158.40783158.40783311.25590...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2023-12-09-204334LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...
10{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS94.9742190.865853.73363158.40783158.40783311.25590...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2023-12-06-224829LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...
20{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS94.9742190.865853.73363158.40783158.40783311.25590...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2023-12-04-124953LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...
30{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS94.9742190.865853.73363158.40783158.40783311.25590...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2023-12-08-173545LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...
40{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS94.9742190.865853.73363158.40783158.40783311.25590...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2023-11-30-214122LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...
..................................................................
221911642{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS183.80802168.0402315.11184214.45993214.45993454.60312...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-01-25-214631LFLUSCAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...
221921642{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS183.80802168.0402315.11184214.45993214.45993454.60312...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-12-141659LFLUSCNoneEthan Zheng{'cavity_claw_options': {'coupler_type': 'CLT'...
221931642{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS183.80802168.0402315.11184214.45993214.45993454.60312...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-24-230000LFLUSCNoneEthan Zheng{'cavity_claw_options': {'coupler_type': 'CLT'...
221941642{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS183.80802168.0402315.11184214.45993214.45993454.60312...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-24-230000LFLUSCNoneEthan Zheng{'cavity_claw_options': {'coupler_type': 'CLT'...
221951642{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS183.80802168.0402315.11184214.45993214.45993454.60312...{'claw_opts': {'connection_pads': {'readout': ...qiskit-metalquarterEli Levenson-Falk, PhD2024-07-29-154147LFLUSCNoneEthan Zheng{'cavity_claw_options': {'coupler_type': 'CLT'...
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22196 rows Γ— 36 columns

\n", "
" ], "text/plain": [ " index_qc renderer_options_qubit \\\n", "0 0 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "1 0 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "2 0 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "3 0 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "4 0 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "... ... ... \n", "22191 1642 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "22192 1642 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "22193 1642 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "22194 1642 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "22195 1642 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "\n", " setup_qubit simulator_qubit \\\n", "0 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "1 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "2 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "3 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "4 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "... ... ... \n", "22191 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "22192 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "22193 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "22194 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "22195 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "\n", " claw_to_claw claw_to_ground cross_to_claw cross_to_cross \\\n", "0 94.97421 90.86585 3.73363 158.40783 \n", "1 94.97421 90.86585 3.73363 158.40783 \n", "2 94.97421 90.86585 3.73363 158.40783 \n", "3 94.97421 90.86585 3.73363 158.40783 \n", "4 94.97421 90.86585 3.73363 158.40783 \n", "... ... ... ... ... \n", "22191 183.80802 168.04023 15.11184 214.45993 \n", "22192 183.80802 168.04023 15.11184 214.45993 \n", "22193 183.80802 168.04023 15.11184 214.45993 \n", "22194 183.80802 168.04023 15.11184 214.45993 \n", "22195 183.80802 168.04023 15.11184 214.45993 \n", "\n", " cross_to_ground ground_to_ground ... \\\n", "0 158.40783 311.25590 ... \n", "1 158.40783 311.25590 ... \n", "2 158.40783 311.25590 ... \n", "3 158.40783 311.25590 ... \n", "4 158.40783 311.25590 ... \n", "... ... ... ... \n", "22191 214.45993 454.60312 ... \n", "22192 214.45993 454.60312 ... \n", "22193 214.45993 454.60312 ... \n", "22194 214.45993 454.60312 ... \n", "22195 214.45993 454.60312 ... \n", "\n", " design_options_cavity_claw \\\n", "0 {'claw_opts': {'connection_pads': {'readout': ... \n", "1 {'claw_opts': {'connection_pads': {'readout': ... \n", "2 {'claw_opts': {'connection_pads': {'readout': ... \n", "3 {'claw_opts': {'connection_pads': {'readout': ... \n", "4 {'claw_opts': {'connection_pads': {'readout': ... \n", "... ... \n", "22191 {'claw_opts': {'connection_pads': {'readout': ... \n", "22192 {'claw_opts': {'connection_pads': {'readout': ... \n", "22193 {'claw_opts': {'connection_pads': {'readout': ... \n", "22194 {'claw_opts': {'connection_pads': {'readout': ... \n", "22195 {'claw_opts': {'connection_pads': {'readout': ... \n", "\n", " design_tool_cavity_claw resonator_type PI_cavity_claw \\\n", "0 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "1 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "2 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "3 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "4 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "... ... ... ... \n", "22191 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "22192 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "22193 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "22194 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "22195 qiskit-metal quarter Eli Levenson-Falk, PhD \n", "\n", " date_created_cavity_claw group_cavity_claw institution_cavity_claw \\\n", "0 2023-12-09-204334 LFL USC \n", "1 2023-12-06-224829 LFL USC \n", "2 2023-12-04-124953 LFL USC \n", "3 2023-12-08-173545 LFL USC \n", "4 2023-11-30-214122 LFL USC \n", "... ... ... ... \n", "22191 2024-01-25-214631 LFL USC \n", "22192 2024-07-12-141659 LFL USC \n", "22193 2024-07-24-230000 LFL USC \n", "22194 2024-07-24-230000 LFL USC \n", "22195 2024-07-29-154147 LFL USC \n", "\n", " misc uploader_cavity_claw \\\n", "0 None Andre Kuo \n", "1 None Andre Kuo \n", "2 None Andre Kuo \n", "3 None Andre Kuo \n", "4 None Andre Kuo \n", "... ... ... \n", "22191 Andre Kuo \n", "22192 None Ethan Zheng \n", "22193 None Ethan Zheng \n", "22194 None Ethan Zheng \n", "22195 None Ethan Zheng \n", "\n", " design_options \n", "0 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "1 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "2 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "3 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "4 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "... ... \n", "22191 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "22192 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "22193 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "22194 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "22195 {'cavity_claw_options': {'coupler_type': 'CLT'... \n", "\n", "[22196 rows x 36 columns]" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "merged_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Pass the `SQuADDS_DB` instance to the `Analyzer` object." ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [], "source": [ "analyzer = Analyzer(db)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Always good to check whether the system you have selected is correct." ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['qubit', 'cavity_claw']" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "db.selected_system" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['qubit', 'cavity_claw']" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "analyzer.selected_system" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define the `target_params` for your qubit-cavity system." ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [], "source": [ "target_params = {\n", " \"qubit_frequency_GHz\": 4,\n", " \"cavity_frequency_GHz\": 6.2,\n", " \"kappa_kHz\": 120,\n", " \"resonator_type\":\"quarter\",\n", " \"anharmonicity_MHz\": -200,\n", " \"g_MHz\": 70}" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Time taken to add the coupled H params: 4.033527135848999 seconds\n" ] }, { "data": { "text/html": [ "
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index_qcrenderer_options_qubitsetup_qubitsimulator_qubitclaw_to_clawclaw_to_groundcross_to_clawcross_to_crosscross_to_groundground_to_ground...group_cavity_clawinstitution_cavity_clawmiscuploader_cavity_clawdesign_optionsECEJqubit_frequency_GHzanharmonicity_MHzg_MHz
176591441{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS113.99245107.651115.75841112.70740112.70740274.49373...LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...0.16350912.2780813.836546-182.14684368.095121
3022812{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS105.7608199.801855.38260100.41444100.41444251.82560...LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...0.18308912.2780814.048670-205.51879770.226899
121161180{'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name...{'auto_increase_solution_order': True, 'enable...Ansys HFSS109.80541103.576395.68548105.83609105.83609261.84982...LFLUSCNoneAndre Kuo{'cavity_claw_options': {'coupler_type': 'CLT'...0.17369012.2780813.948506-194.26229570.978895
\n", "

3 rows Γ— 41 columns

\n", "
" ], "text/plain": [ " index_qc renderer_options_qubit \\\n", "17659 1441 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "3022 812 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "12116 1180 {'Cj': 0, 'Lj': '10nH', '_Rj': 0, 'design_name... \n", "\n", " setup_qubit simulator_qubit \\\n", "17659 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "3022 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "12116 {'auto_increase_solution_order': True, 'enable... Ansys HFSS \n", "\n", " claw_to_claw claw_to_ground cross_to_claw cross_to_cross \\\n", "17659 113.99245 107.65111 5.75841 112.70740 \n", "3022 105.76081 99.80185 5.38260 100.41444 \n", "12116 109.80541 103.57639 5.68548 105.83609 \n", "\n", " cross_to_ground ground_to_ground ... group_cavity_claw \\\n", "17659 112.70740 274.49373 ... LFL \n", "3022 100.41444 251.82560 ... LFL \n", "12116 105.83609 261.84982 ... LFL \n", "\n", " institution_cavity_claw misc uploader_cavity_claw \\\n", "17659 USC None Andre Kuo \n", "3022 USC None Andre Kuo \n", "12116 USC None Andre Kuo \n", "\n", " design_options EC EJ \\\n", "17659 {'cavity_claw_options': {'coupler_type': 'CLT'... 0.163509 12.278081 \n", "3022 {'cavity_claw_options': {'coupler_type': 'CLT'... 0.183089 12.278081 \n", "12116 {'cavity_claw_options': {'coupler_type': 'CLT'... 0.173690 12.278081 \n", "\n", " qubit_frequency_GHz anharmonicity_MHz g_MHz \n", "17659 3.836546 -182.146843 68.095121 \n", "3022 4.048670 -205.518797 70.226899 \n", "12116 3.948506 -194.262295 70.978895 \n", "\n", "[3 rows x 41 columns]" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" } ], "source": [ "results = analyzer.find_closest(target_params=target_params,\n", " num_top=3,\n", " metric=\"Euclidean\",\n", " display=True)\n", "results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Awesome! we have some designs for our qubit-cavity system. To see where the closest design lies in the Hamiltonian parameter space, we can use the `closest_design_in_H_space` method." ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "application/pdf": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "analyzer.closest_design_in_H_space()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similarly, we can query for the best-guess design for our qubit-cavity system with a half-wave resonator.\n", "\n", "Lets start by selecting the system of interest and creating the system dataframe." ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Selected qubit: TransmonCross\n", "Selected cavity: RouteMeander\n", "Selected coupler to feedline: NCap\n", "Selected resonator type: half\n", "Selected system: ['qubit', 'cavity_claw']\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "55e5aa4edaf540b989f330204c328873", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Downloading data: 0%| | 0.00/753k [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2024-08-19T13:23:16.206505\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.7.0, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n" ], "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "analyzer.closest_design_in_H_space()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Interpolation of Best Designs\n", "\n", "Even though the `closest_design` will become better as more validated pre-simulated points are added to the database, it is still a good idea to interpolate to get the best designs." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We use the physics inspired interpolation algorithm described in our [paper](https://arxiv.org/pdf/2312.13483.pdf) - `ScalingInterpolator` class to interpolate the best designs." ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [], "source": [ "from squadds.interpolations.physics import ScalingInterpolator" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We pass the `Analzyer` object and the `target_params` dict to the `ScalingInterpolator` class." ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Either `skip_df_gen` flag is set to True or all target params have been precomputed at an earlier step. Using `df` from memory.\n", "Please set this to False if `target_parameters` have changed.\n", "Using 10 CPUs for parallel processing\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING:py.warnings:SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " /Users/shanto/LFL/SQuADDS/SQuADDS/squadds/core/analysis.py: 432\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Either `skip_df_gen` flag is set to True or all target params have been precomputed at an earlier step. Using `df` from memory.\n", "Please set this to False if `target_parameters` have changed.\n", "Using 10 CPUs for parallel processing\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING:py.warnings:SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " /Users/shanto/LFL/SQuADDS/SQuADDS/squadds/core/analysis.py: 432\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "==================================================\n", "Kappa scaling: 0.9974902538805511\n", "g scaling: 1.000220775604248\n", "alpha scaling: 1.0098679065704346\n", "resonator scaling: 0.9813371948573901\n", "==================================================\n" ] } ], "source": [ "# Create an instance of ScalingInterpolator\n", "interpolator = ScalingInterpolator(analyzer, target_params)\n", "\n", "design_df = interpolator.get_design()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `design_df` contains the various `design_options` for the best designs and also the `sim_options` needed to simulate them." ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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coupler_typedesign_options_qubitdesign_options_cavity_clawsetup_qubitsetup_cavity_clawdesign_options
0NCap{'aedt_hfss_capacitance': 0, 'aedt_hfss_induct...{'claw_opts': {'connection_pads': {'readout': ...{'auto_increase_solution_order': True, 'enable...{'basis_order': 1, 'max_delta_f': 0.05, 'max_p...{'cavity_claw_options': {'coupler_type': 'NCap...
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" ], "text/plain": [ " coupler_type design_options_qubit \\\n", "0 NCap {'aedt_hfss_capacitance': 0, 'aedt_hfss_induct... \n", "\n", " design_options_cavity_claw \\\n", "0 {'claw_opts': {'connection_pads': {'readout': ... \n", "\n", " setup_qubit \\\n", "0 {'auto_increase_solution_order': True, 'enable... \n", "\n", " setup_cavity_claw \\\n", "0 {'basis_order': 1, 'max_delta_f': 0.05, 'max_p... \n", "\n", " design_options \n", "0 {'cavity_claw_options': {'coupler_type': 'NCap... " ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "design_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's use this interpolated deisgn to generate a `.gds` file." ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 500 } }, "output_type": "display_data" } ], "source": [ "from squadds.components.coupled_systems import QubitCavity\n", "import qiskit_metal as metal\n", "from qiskit_metal import Dict, MetalGUI, designs, draw\n", "from qiskit_metal.toolbox_metal import math_and_overrides\n", "\n", "design = metal.designs.design_planar.DesignPlanar()\n", "gui = metal.MetalGUI(design)\n", "design.overwrite_enabled = True\n", "\n", "qc_ncap = QubitCavity(design, \"qubit_cavity\", options=design_df.iloc[0][\"design_options\"])\n", "gui.rebuild()\n", "gui.autoscale()\n", "gui.screenshot(\"qubit_half_wave_cavity\")" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{'pos_x': '0.0um', 'pos_y': '0.0um', 'orientation': -90.0, 'chip': 'main', 'layer': '1', 'prime_width': 0.0117, 'prime_gap': 0.0050999999999999995, 'second_width': 0.0117, 'second_gap': 0.0050999999999999995, 'cap_gap': 0.0040999999999999995, 'cap_width': 0.004900000000000001, 'finger_length': 0.026000000000000002, 'finger_count': 2.0, 'cap_distance': 0.0509, 'hfss_wire_bonds': False, 'q3d_wire_bonds': False, 'aedt_q3d_wire_bonds': False, 'aedt_hfss_wire_bonds': False, 'coupling_length': None, 'cap_gap_ground': 0.0050999999999999995, 'coupling_space': None, 'down_length': None, 'open_termination': None}\n" ] }, { "data": { "image/png": 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", "text/plain": [ "" ] }, "metadata": { "image/png": { "width": 500 } }, "output_type": "display_data" } ], "source": [ "qc_ncap.show(gui, include_wirebond_pads=True)" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "01:25PM 57s WARNING [_import_junction_gds_file]: Not able to find file:\"../resources/Fake_Junctions.GDS\". Not used to replace junction. Checked directory:\"/Users/shanto/LFL/SQuADDS/SQuADDS/resources\".\n" ] } ], "source": [ "qc_ncap.to_gds(\"qubit_cavity\", include_wirebond_pads=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Congrats for making it to the end of this tutorial! πŸ€—πŸŽ‰ You have now learned how to use the SQuADDS API to query for closest and \"best-guess\" interpolated device designs for your chosen Hamiltonian parameters.\n", "\n", "## Next Steps...\n", "\n", "In the next [tutorial](https://lfl-lab.github.io/SQuADDS/source/tutorials/Tutorial-2_Simulate_interpolated_designs.html), we will learn how to simulate the \"best-guess\" design using an EM solver tool and the `SQuADDS` API." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## License\n", "\n", "
\n", "

This code is a part of SQuADDS

\n", "

Developed by Sadman Ahmed Shanto

\n", "

This tutorial is written by Sadman Ahmed Shanto

\n", "

© Copyright Sadman Ahmed Shanto & Eli Levenson-Falk 2023.

\n", "

This code is licensed under the MIT License. You may
obtain a copy of this license in the LICENSE.txt file in the root directory
of this source tree.

\n", "

Any modifications or derivative works of this code must retain this
copyright notice, and modified files need to carry a notice indicating
that they have been altered from the originals.

\n", "
" ] } ], "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": "3.11.8" } }, "nbformat": 4, "nbformat_minor": 2 }