{ "cells": [ { "cell_type": "markdown", "id": "df8bb8e4", "metadata": {}, "source": [ "# QCoDeS example with tinySA Basic\n", "\n", "The [tinySA](https://www.tinysa.org/wiki/) is a USB-controlled spectrum analyser.\n", "## Connect to the instrument\n", "1. Make sure you have QCoDeS set up (see the [QCoDeS website](https://microsoft.github.io/Qcodes/index.html) or my notebook [14 minutes to QCoDeS](https://github.com/lairdgrouplancaster/14-minutes-to-QCoDeS/blob/main/14_minutes_to_QCoDeS.ipynb)).\n", "2. In your `qcodes` environment, install [pyserial](https://pypi.org/project/pyserial/).\n", "3. Plug the instrument into the USB interface of your computer and turn it on. A good testing configuration is to connect the `HIGH` input port to a signal generator set to 400 MHz and -10 dBm.\n", "4. Run the following code, and check that you get a connect message." ] }, { "cell_type": "code", "execution_count": 1, "id": "226ec0db", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Connected to: tinySA tinySA (serial:None, firmware:tinySA_v1.4-175-g1419a93) in 0.00s\n" ] }, { "data": { "text/plain": [ "{'vendor': 'tinySA',\n", " 'model': 'tinySA',\n", " 'serial': None,\n", " 'firmware': 'tinySA_v1.4-175-g1419a93'}" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import qcodes as qc\n", "from qcodes_contrib_drivers.drivers.TinySA.basic import TinySABasic\n", "\n", "qc.Instrument.close_all()\n", "sa = TinySABasic(\"sa\")\n", "sa.get_idn()" ] }, { "cell_type": "markdown", "id": "66a2bbd9", "metadata": {}, "source": [ "## Initialise QCoDeS control" ] }, { "cell_type": "code", "execution_count": 2, "id": "1bb0ce34", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "testing_tinySA#signal_source#1@c:\\Users\\lairde\\OneDrive - Lancaster University\\Desktop\\TinySA\\Qcodes_contrib_drivers\\docs\\examples\\test_tinysa.db\n", "-------------------------------------------------------------------------------------------------------------------------------------------------" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "from qcodes.dataset import (\n", " Measurement,\n", " do0d,\n", " load_or_create_experiment,\n", " plot_by_id,\n", ")\n", "\n", "qc.initialise_or_create_database_at(\"./test_tinysa.db\")\n", "load_or_create_experiment(\n", " experiment_name=\"testing_tinySA\",\n", " sample_name=\"signal_source\",\n", ")" ] }, { "cell_type": "markdown", "id": "aeb364f0", "metadata": {}, "source": [ "## Set up the instrument and make some measurements\n", "The tinySA uses separate `low_input` and `high_input` measurement modes.\n", "This example measures on the low input across 1 MHz to 300 MHz.\n", "For measurements above about 250 MHz, switch to `sa.mode(\"high_input\")`.\n", "Output-generator modes are available as `low_output` and `high_output`, but they are not used in the measurement cells below.\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "5e03ff0f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting experimental run with id: 1. \n" ] }, { "data": { "text/plain": [ "([],\n", " [None])" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sa.mode(\"high_input\")\n", "sa.start(300e6)\n", "sa.stop(900e6)\n", "sa.npts(290)\n", "sa.rbw(300e3)\n", "\n", "trace_dbm = sa.measurement_trace()\n", "freq_hz = sa.frequency()\n", "\n", "meas = Measurement()\n", "meas.register_parameter(sa.frequency)\n", "meas.register_parameter(sa.measurement_trace)\n", "\n", "with meas.run() as datasaver:\n", " datasaver.add_result(\n", " (sa.frequency, freq_hz),\n", " (sa.measurement_trace, trace_dbm),\n", " )\n", " run_id = datasaver.run_id\n", "\n", "plot_by_id(run_id)" ] }, { "cell_type": "markdown", "id": "2be06f9a", "metadata": {}, "source": [ "## Do a fresh QCoDeS trace measurement\n", "Acquire a new trace using the workhorse `do0d(...)` command." ] }, { "cell_type": "code", "execution_count": 4, "id": "9a093cc1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting experimental run with id: 2. Using 'qcodes.dataset.do0d'\n" ] }, { "data": { "text/plain": [ "(results #2@c:\\Users\\lairde\\OneDrive - Lancaster University\\Desktop\\TinySA\\Qcodes_contrib_drivers\\docs\\examples\\test_tinysa.db\n", " -----------------------------------------------------------------------------------------------------------------------------\n", " sa_frequency - array\n", " sa_measurement_trace - array,\n", " (,),\n", " (None,))" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "do0d(sa.measurement_trace, do_plot=True)" ] }, { "cell_type": "markdown", "id": "6a36471b", "metadata": {}, "source": [ "## Close the connection" ] }, { "cell_type": "code", "execution_count": 5, "id": "fd0ae888", "metadata": {}, "outputs": [], "source": [ "sa.close()" ] } ], "metadata": { "kernelspec": { "display_name": "qcodes", "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": "3.14.3" }, "nbsphinx": { "execute": "never" } }, "nbformat": 4, "nbformat_minor": 5 }