{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# QCoDeS Example with Keysight Infiniium Oscilloscopes\n", "This notebook is indendet to give an overview over the functions implemented in the QCoDeS driver for the Keysight Infinium Oscilloscopes. The driver has been tested with the MSOS104A and MSOS254A.\n", "\n", "Please note that the oscilloscopes have plenty of more functions, that have not yet been implemented. Feel free to contribute, request features or report bugs." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Importing Dependencies" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# qcodes imports\n", "import qcodes as qc\n", "from qcodes.dataset import do0d\n", "from qcodes.instrument_drivers.Keysight import KeysightInfiniium\n", "\n", "exp = qc.load_or_create_experiment(\"MSO_Documentation\", \"no_sample\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Create the Instrument\n", "please insert the right address of your local scope (TCPIP...) you can find the address with the NI-MAX app or within the network settings of the scope." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Connected to: KEYSIGHT TECHNOLOGIES MSOS254A (serial:MY57220130, firmware:06.71.00202) in 0.05s\n" ] } ], "source": [ "mso = KeysightInfiniium('MSO', 'TCPIP0::10.1.1.136::inst0::INSTR')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Prepare Trace\n", "In this example we are going to acquire a 10MHz sine wave at ~8.5dBm from a waveform generator at connected to channel 4 of the scope. Therefore:\n", " - all the other channels are hidden\n", " - the time scale is adjusted to measure a few periods of the waveform\n", " - the time scale is adjusted to have times starting from zero\n", " - the range of channel four is set to 2.5V." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true, "jupyter": { "outputs_hidden": true } }, "outputs": [], "source": [ "for i in range(4):\n", " mso.channels[i].display(False)\n", "mso.ch4.display(True)\n", "mso.timebase_range(0.5e-6)\n", "mso.timebase_position(mso.timebase_range()/2)\n", "mso.ch4.range(2.5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Trigger Setup\n", "we want to use the input signal itself as the trigger. Therefor the trigger is first enabled, the trigger source is set." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true, "jupyter": { "outputs_hidden": true } }, "outputs": [], "source": [ "mso.trigger_edge_source('CHAN4')\n", "mso.trigger_edge_slope('NEG')\n", "mso.ch4.trigger_level(0)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Data Acquisition\n", "We are going to acquire 5k datapoints and set the sample rate such that the entire waveform is shown on screen. This requires a sample rate of 10Gsps. In addition, we disable interpolation so that the scope only returns 5000 points, rather than interpolating between sampled points.\n", "\n", "We also run the trace to verify that it looks correct on the scope." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "nPoints = 5000\n", "mso.acquire_points(nPoints)\n", "mso.sample_rate(nPoints/mso.timebase_range())\n", "mso.acquire_interpolate(0)\n", "\n", "mso.run()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Then the parameter can be acquired with a qcodes measurement." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting experimental run with id: 82. Using 'qcodes.utils.dataset.doNd.do0d'\n" ] }, { "data": { "text/plain": [ "(results #82@C:\\Users\\spauka\\experiments.db\n", " ------------------------------------------\n", " MSO_chan4_time_axis - array\n", " MSO_chan4_trace - array,\n", " [],\n", " [None])" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "do0d(mso.ch4.trace, do_plot=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also acquire measurements from the waveform such as the amplitude and the frequency." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting experimental run with id: 83. Using 'qcodes.utils.dataset.doNd.do0d'\n" ] }, { "data": { "text/html": [ "
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MSO_chan4_measure_amplitudeMSO_chan4_measure_frequency
01.7427310001380.0
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" ], "text/plain": [ " MSO_chan4_measure_amplitude MSO_chan4_measure_frequency\n", "0 1.74273 10001380.0" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds, _, _ = do0d(mso.ch4.measure.amplitude, mso.ch4.measure.frequency)\n", "df = ds.to_pandas_dataframe()\n", "df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Acquiring Multiple Channels\n", "If we want to acquire multiple channels, we can disable automatic digitization and manually digitize once for each acquisition. To do this, we use the `mso.digitize` function.\n", "\n", "In this example, we connect a 1Vpp square wave at 1MHz to ch1, a 1.2Vpp sine wave at 1MHz to ch2 and a 0.5V ramp and 1MHz to ch3." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Starting experimental run with id: 84. Using 'qcodes.utils.dataset.doNd.do0d'\n" ] }, { "data": { "image/png": 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", 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Disable automatic digitization\n", "mso.auto_digitize(False)\n", "\n", "# Set up inputs\n", "for ch in mso.channels[:3]:\n", " ch.display('on')\n", " ch.range(2.0)\n", "mso.ch4.display('off')\n", "\n", "# Set up timebase\n", "mso.timebase_range(5e-6)\n", "mso.timebase_position(0)\n", "mso.sample_rate(10e9)\n", "mso.acquire_points(50_000)\n", "\n", "# Set up trigger\n", "mso.trigger_edge_source('CHAN1')\n", "mso.ch1.trigger_level(0)\n", "\n", "# Take the measurement\n", "mso.digitize()\n", "do0d(mso.ch1.trace, mso.ch2.trace, mso.ch3.trace, do_plot=True)\n", "\n", "# Set the scope back to free-running mode\n", "mso.run()" ] } ], "metadata": { "kernelspec": { "display_name": "qcodespip310", "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": "3.10.8" }, "nbsphinx": { "execute": "never" }, "vscode": { "interpreter": { "hash": "480e2684b5b9c0b152312e183acc2ddad9e1afa91d8000727e55ac37395ea398" } } }, "nbformat": 4, "nbformat_minor": 4 }