{ "cells": [ { "cell_type": "markdown", "id": "1a499d06", "metadata": { "tags": [] }, "source": [ "Scope acquisition\n", "=================\n", "\n", ".. Note::\n", " A version of this tutorial suitable for RF modules can be found [here](https://qblox-qblox-instruments.readthedocs-hosted.com/en/master/tutorials/q1asm_tutorials/basic/rf/scope_acquisition.html).\n", "\n", "The QRM/QRM-RF instruments have high speed analog to digital capability for performing measurements. In this tutorial we will demonstrate the sequencer based scope acquisition procedure allowing you to inspect and process the raw input\n", "of the QRM. We will also have a look at how to average multiple scope acquisitions in hardware (see section [Acquisition](https://qblox-qblox-instruments.readthedocs-hosted.com/en/master/cluster/q1_sequence_processor.html#acquisitions)). We will show this by using a QRM and directly connecting outputs\n", "$\\text{O}^{[1-2]}$ to inputs $\\text{I}^{[1-2]}$ respectively. We will then use the QRM's sequencers to sequence waveforms on\n", "the outputs and simultaneously acquire the resulting waveforms on the inputs. As this tutorial uses waveform generation and acquisition, it will cover usage of `waveforms` and `acquisitions` in the sequence.\n", "\n", "As with all operations with QxM instruments, the devices will be controlled by preparing and uploading sequences onto the Q1 processors.\n", "For more info on the features, programming and operation of Q1 sequence processor please view [Q1 Sequencer](https://qblox-qblox-instruments.readthedocs-hosted.com/en/master/cluster/q1_sequence_processor.html).\n", "\n", "To run this tutorial please make sure you have installed and enabled ipywidgets:\n", "```\n", "pip install ipywidgets\n", "jupyter nbextension enable --py widgetsnbextension\n", "```" ] }, { "cell_type": "markdown", "id": "51dfc7ef", "metadata": { "tags": [] }, "source": [ "Setup\n", "-----\n", "\n", "First, we are going to import the required packages." ] }, { "cell_type": "code", "execution_count": 1, "id": "1f020a66", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:12:58.711193Z", "iopub.status.busy": "2023-12-06T17:12:58.711193Z", "iopub.status.idle": "2023-12-06T17:13:00.188232Z", "shell.execute_reply": "2023-12-06T17:13:00.186223Z" } }, "outputs": [], "source": [ "# Import ipython widgets\n", "import contextlib\n", "import json\n", "import math\n", "\n", "import ipywidgets as widgets\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "# Set up the environment.\n", "import scipy.signal\n", "from IPython.display import display\n", "from qcodes import Instrument\n", "\n", "from qblox_instruments import Cluster, PlugAndPlay" ] }, { "cell_type": "markdown", "id": "8fbcfaec", "metadata": {}, "source": [ "### Scan For Clusters\n", "\n", "We scan for the available devices connected via ethernet using the Plug & Play functionality of the Qblox Instruments package (see [Plug & Play](https://qblox-qblox-instruments.readthedocs-hosted.com/en/master/api_reference/tools.html#api-pnp) for more info)." ] }, { "cell_type": "code", "execution_count": 2, "id": "1eb113a1", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:00.193647Z", "iopub.status.busy": "2023-12-06T17:13:00.192649Z", "iopub.status.idle": "2023-12-06T17:13:02.151947Z", "shell.execute_reply": "2023-12-06T17:13:02.150301Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Devices:\n", " - 10.10.200.13: cluster_mm 0.6.2 with name \"QSE_1\" and serial number 00015_2321_005\n", " - 10.10.200.42: cluster_mm 0.6.2 with name \"QAE_1\" and serial number 00015_2320_004\n", " - 10.10.200.43: cluster_mm 0.6.2 with name \"QAE_2\" and serial number 00015_2206_003\n", " - 10.10.200.50: cluster_mm 0.6.1 with name \"dd0\" and serial number 00015_2219_003\n", " - 10.10.200.53: cluster_mm 0.6.1 with name \"dd1\" and serial number 00015_2320_003\n", " - 10.10.200.70: cluster_mm 0.6.1 with name \"cluster-mm\" and serial number 123-456-789\n" ] } ], "source": [ "!qblox-pnp list" ] }, { "cell_type": "code", "execution_count": 3, "id": "23455288", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.156217Z", "iopub.status.busy": "2023-12-06T17:13:02.156217Z", "iopub.status.idle": "2023-12-06T17:13:02.165915Z", "shell.execute_reply": "2023-12-06T17:13:02.165391Z" } }, "outputs": [], "source": [ "cluster_ip = \"10.10.200.42\"\n", "cluster_name = \"cluster0\"" ] }, { "cell_type": "markdown", "id": "0540ec6d", "metadata": {}, "source": [ "### Connect to Cluster\n", "\n", "We now make a connection with the Cluster." ] }, { "cell_type": "code", "execution_count": 4, "id": "8fc6142c", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.170110Z", "iopub.status.busy": "2023-12-06T17:13:02.170110Z", "iopub.status.idle": "2023-12-06T17:13:02.572813Z", "shell.execute_reply": "2023-12-06T17:13:02.571577Z" }, "lines_to_next_cell": 2 }, "outputs": [], "source": [ "from qblox_instruments import Cluster, ClusterType\n", "\n", "try: # Close the chosen QCodes instrument to prevent name clash\n", " Cluster.find_instrument(cluster_name).close()\n", "except KeyError:\n", " pass\n", "\n", "cluster = Cluster(\n", " name=cluster_name,\n", " identifier=cluster_ip,\n", " dummy_cfg={\n", " 2: ClusterType.CLUSTER_QCM,\n", " 4: ClusterType.CLUSTER_QRM,\n", " 6: ClusterType.CLUSTER_QCM_RF,\n", " 8: ClusterType.CLUSTER_QRM_RF,\n", " }\n", " if cluster_ip is None\n", " else None,\n", ")" ] }, { "cell_type": "markdown", "id": "9e58a14e", "metadata": { "lines_to_next_cell": 2 }, "source": [ "#### Get connected modules" ] }, { "cell_type": "code", "execution_count": 5, "id": "d894bf3d", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.577074Z", "iopub.status.busy": "2023-12-06T17:13:02.577074Z", "iopub.status.idle": "2023-12-06T17:13:02.587606Z", "shell.execute_reply": "2023-12-06T17:13:02.587103Z" } }, "outputs": [], "source": [ "def get_connected_modules(cluster, filter_fn=None):\n", " def checked_filter_fn(mod):\n", " if filter_fn is not None:\n", " return filter_fn(mod)\n", " return True\n", "\n", " return {\n", " mod.slot_idx: mod for mod in cluster.modules if mod.present() and checked_filter_fn(mod)\n", " }" ] }, { "cell_type": "code", "execution_count": 6, "id": "a5a6dc5f", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.592603Z", "iopub.status.busy": "2023-12-06T17:13:02.592603Z", "iopub.status.idle": "2023-12-06T17:13:02.665705Z", "shell.execute_reply": "2023-12-06T17:13:02.665705Z" } }, "outputs": [ { "data": { "text/plain": [ "{4: }" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# QRM baseband modules\n", "modules = get_connected_modules(cluster, lambda mod: mod.is_qrm_type and not mod.is_rf_type)\n", "modules" ] }, { "cell_type": "code", "execution_count": 7, "id": "fbc97000", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.670757Z", "iopub.status.busy": "2023-12-06T17:13:02.669307Z", "iopub.status.idle": "2023-12-06T17:13:02.682601Z", "shell.execute_reply": "2023-12-06T17:13:02.681602Z" }, "lines_to_next_cell": 0 }, "outputs": [], "source": [ "readout_module = modules[4]" ] }, { "cell_type": "markdown", "id": "ce5d287f", "metadata": {}, "source": [ "Generate waveforms \n", "------------------\n", "\n", "Next, we need to create the gaussian and block waveforms for the sequence." ] }, { "cell_type": "code", "execution_count": 8, "id": "472a8e85", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.686611Z", "iopub.status.busy": "2023-12-06T17:13:02.686611Z", "iopub.status.idle": "2023-12-06T17:13:02.697804Z", "shell.execute_reply": "2023-12-06T17:13:02.696729Z" } }, "outputs": [], "source": [ "# Waveform parameters\n", "waveform_length = 120 # nanoseconds\n", "\n", "# Waveform dictionary (data will hold the samples and index will be used to select the waveforms in the instrument).\n", "waveforms = {\n", " \"gaussian\": {\n", " \"data\": scipy.signal.windows.gaussian(waveform_length, std=0.12 * waveform_length).tolist(),\n", " \"index\": 0,\n", " },\n", " \"sine\": {\n", " \"data\": [math.sin((2 * math.pi / waveform_length) * i) for i in range(0, waveform_length)],\n", " \"index\": 1,\n", " },\n", "}" ] }, { "cell_type": "markdown", "id": "5b09876d", "metadata": {}, "source": [ "Let's plot the waveforms to see what we have created." ] }, { "cell_type": "code", "execution_count": 9, "id": "866ecb45", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.702119Z", "iopub.status.busy": "2023-12-06T17:13:02.702119Z", "iopub.status.idle": "2023-12-06T17:13:02.915807Z", "shell.execute_reply": "2023-12-06T17:13:02.914743Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "time = np.arange(0, max(map(lambda d: len(d[\"data\"]), waveforms.values())), 1)\n", "fig, ax = plt.subplots(1, 1, figsize=(10, 10 / 1.61))\n", "\n", "for wf, d in waveforms.items():\n", " ax.plot(time[: len(d[\"data\"])], d[\"data\"], \".-\", linewidth=0.5, label=wf)\n", "\n", "ax.legend(loc=4)\n", "ax.grid(alpha=1 / 10)\n", "ax.set_ylabel(\"Waveform primitive amplitude\", fontsize=20)\n", "ax.set_xlabel(\"Time (ns)\", fontsize=20)\n", "\n", "plt.draw()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "f8b88a49", "metadata": {}, "source": [ "Specify acquisitions\n", "--------------------\n", "\n", "We also need to specify the acquisitions so that the instrument can allocate the required memory for it's acquisition list. In this case we will create 5 acquisition specifications that\n", "each create a single bin. However, we will not be using the bins in this tutorial." ] }, { "cell_type": "code", "execution_count": 10, "id": "298ef14a", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.919996Z", "iopub.status.busy": "2023-12-06T17:13:02.919996Z", "iopub.status.idle": "2023-12-06T17:13:02.930909Z", "shell.execute_reply": "2023-12-06T17:13:02.929655Z" } }, "outputs": [], "source": [ "# Acquisitions\n", "acquisitions = {\n", " \"single\": {\"num_bins\": 1, \"index\": 0},\n", " \"multiple_0\": {\"num_bins\": 1, \"index\": 1},\n", " \"multiple_1\": {\"num_bins\": 1, \"index\": 2},\n", " \"multiple_2\": {\"num_bins\": 1, \"index\": 3},\n", " \"avg\": {\"num_bins\": 1, \"index\": 4},\n", "}" ] }, { "cell_type": "markdown", "id": "f14303d7", "metadata": {}, "source": [ "Create Q1ASM program\n", "--------------------\n", "\n", "Now that we have the waveforms and acquisitions specification for the sequence, we need a simple Q1ASM program that sequences and acquires the waveforms.\n", "For a reference of available commands with Q1ASM please visit [Q1 Sequencer](https://qblox-qblox-instruments.readthedocs-hosted.com/en/master/cluster/q1_sequence_processor.html). Note how the Q1ASM references the JSON structures stored in the JSON file" ] }, { "cell_type": "code", "execution_count": 11, "id": "40f329ea", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.934195Z", "iopub.status.busy": "2023-12-06T17:13:02.934195Z", "iopub.status.idle": "2023-12-06T17:13:02.946136Z", "shell.execute_reply": "2023-12-06T17:13:02.944948Z" } }, "outputs": [], "source": [ "# Sequence program.\n", "seq_prog = \"\"\"\n", "play 0,1,4 #Play waveforms and wait 4ns. Parameters: waveform index (from dict) on path 0, waveform index (from dict) on path 1, wait (in ns)\n", "acquire 0,0,16380 #Acquire waveforms and wait remaining duration of scope acquisition. Parameters: acquisition index (from dict), data bin, Duration of acq (in ns)\n", "stop #Stop.\n", "\"\"\"" ] }, { "cell_type": "markdown", "id": "92627664", "metadata": {}, "source": [ "Create and Upload sequence\n", "--------------------------\n", "\n", "Now that we have the waveform and acquisition specifications and Q1ASM program, we can combine them in a sequence stored in a JSON file." ] }, { "cell_type": "code", "execution_count": 12, "id": "f223d96d", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.949740Z", "iopub.status.busy": "2023-12-06T17:13:02.949740Z", "iopub.status.idle": "2023-12-06T17:13:02.961609Z", "shell.execute_reply": "2023-12-06T17:13:02.960231Z" } }, "outputs": [], "source": [ "# Add sequence to single dictionary and write to JSON file.\n", "sequence = {\n", " \"waveforms\": waveforms,\n", " \"weights\": {},\n", " \"acquisitions\": acquisitions,\n", " \"program\": seq_prog,\n", "}\n", "with open(\"sequence.json\", \"w\", encoding=\"utf-8\") as file:\n", " json.dump(sequence, file, indent=4)\n", " file.close()" ] }, { "cell_type": "markdown", "id": "d49ba81f", "metadata": {}, "source": [ "Let's write the JSON file to the instruments. We will use sequencer 0, which will drive outputs $\\text{O}^{[1-2]}$ and acquire on inputs $\\text{I}^{[1-2]}$." ] }, { "cell_type": "code", "execution_count": 13, "id": "ea270d7a", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:02.965964Z", "iopub.status.busy": "2023-12-06T17:13:02.965964Z", "iopub.status.idle": "2023-12-06T17:13:03.037351Z", "shell.execute_reply": "2023-12-06T17:13:03.037351Z" } }, "outputs": [], "source": [ "# Upload sequence.\n", "readout_module.sequencer0.sequence(\"sequence.json\")" ] }, { "cell_type": "markdown", "id": "e00fd932", "metadata": {}, "source": [ "Play sequence\n", "-------------\n", "\n", "The sequence has been uploaded to the instrument. Now we need to configure the sequencers to trigger the acquisition with the `acquire` instruction." ] }, { "cell_type": "code", "execution_count": 14, "id": "ea095322", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.042158Z", "iopub.status.busy": "2023-12-06T17:13:03.042158Z", "iopub.status.idle": "2023-12-06T17:13:03.132249Z", "shell.execute_reply": "2023-12-06T17:13:03.131005Z" } }, "outputs": [], "source": [ "# Configure the sequencer to trigger the scope acquisition.\n", "readout_module.scope_acq_sequencer_select(0)\n", "readout_module.scope_acq_trigger_mode_path0(\"sequencer\")\n", "readout_module.scope_acq_trigger_mode_path1(\"sequencer\")\n", "\n", "# Map sequencer to specific outputs (but first disable all sequencer connections)\n", "readout_module.disconnect_outputs()\n", "readout_module.disconnect_inputs()\n", "\n", "readout_module.sequencer0.connect_sequencer(\"io0_1\")" ] }, { "cell_type": "markdown", "id": "118e11c6", "metadata": {}, "source": [ "Now let's start the sequence." ] }, { "cell_type": "code", "execution_count": 15, "id": "c4496340", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.137201Z", "iopub.status.busy": "2023-12-06T17:13:03.135680Z", "iopub.status.idle": "2023-12-06T17:13:03.163688Z", "shell.execute_reply": "2023-12-06T17:13:03.162446Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Status:\n", "Status: STOPPED, Flags: ACQ_SCOPE_DONE_PATH_0, ACQ_SCOPE_DONE_PATH_1, ACQ_BINNING_DONE\n" ] } ], "source": [ "# Arm and start sequencer.\n", "readout_module.arm_sequencer(0)\n", "readout_module.start_sequencer()\n", "\n", "# Print status of sequencer.\n", "print(\"Status:\")\n", "print(readout_module.get_sequencer_state(0))" ] }, { "cell_type": "markdown", "id": "38f8fa6a", "metadata": {}, "source": [ "Retrieve acquisition\n", "--------------------\n", "\n", "The waveforms have now been sequenced on the outputs and acquired on the inputs. Lets make sure that the sequencer has finished it's acquisition and then retrieve the\n", "resulting data. The acquisition data is stored in a temporary memory in the instrument's FPGA. We need to first move the data from this memory into the into the\n", "instrument's acquisition list. From there we can retrieve it from the instrument." ] }, { "cell_type": "code", "execution_count": 16, "id": "50833d41", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.167274Z", "iopub.status.busy": "2023-12-06T17:13:03.167274Z", "iopub.status.idle": "2023-12-06T17:13:03.209173Z", "shell.execute_reply": "2023-12-06T17:13:03.208173Z" } }, "outputs": [], "source": [ "# Wait for the acquisition to finish with a timeout period of one minute.\n", "readout_module.get_acquisition_state(0, 1)\n", "\n", "# Move acquisition data from temporary memory to acquisition list.\n", "readout_module.store_scope_acquisition(0, \"single\")\n", "\n", "# Get acquisition list from instrument.\n", "single_acq = readout_module.get_acquisitions(0)" ] }, { "cell_type": "markdown", "id": "a411ecf9", "metadata": {}, "source": [ "Let's plot the result." ] }, { "cell_type": "code", "execution_count": 17, "id": "2c5a87eb", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.214891Z", "iopub.status.busy": "2023-12-06T17:13:03.213885Z", "iopub.status.idle": "2023-12-06T17:13:03.334692Z", "shell.execute_reply": "2023-12-06T17:13:03.333704Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot acquired signal on both inputs.\n", "fig, ax = plt.subplots(1, 1, figsize=(15, 15 / 2 / 1.61))\n", "ax.plot(single_acq[\"single\"][\"acquisition\"][\"scope\"][\"path0\"][\"data\"][130:290])\n", "ax.plot(single_acq[\"single\"][\"acquisition\"][\"scope\"][\"path1\"][\"data\"][130:290])\n", "ax.set_xlabel(\"Time (ns)\", fontsize=20)\n", "ax.set_ylabel(\"Relative amplitude\", fontsize=20)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "b4a84cd5", "metadata": {}, "source": [ "Retrieve multiple acquisitions\n", "------------------------------\n", "\n", "We can also run the sequence multiple times consecutively and store the acquisition data in the instrument's acquisition list before retrieving them all in\n", "one go. To demonstrate this we will run the same sequence three times and vary the output gain for each run to create a clear distinction between the acquisitions." ] }, { "cell_type": "code", "execution_count": 18, "id": "6d84c00e", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.339289Z", "iopub.status.busy": "2023-12-06T17:13:03.337701Z", "iopub.status.idle": "2023-12-06T17:13:03.553953Z", "shell.execute_reply": "2023-12-06T17:13:03.552727Z" } }, "outputs": [], "source": [ "# First run\n", "readout_module.sequencer0.gain_awg_path0(0.33)\n", "readout_module.sequencer0.gain_awg_path1(0.33)\n", "\n", "readout_module.arm_sequencer(0)\n", "readout_module.start_sequencer()\n", "\n", "readout_module.get_acquisition_state(0, 1)\n", "\n", "readout_module.store_scope_acquisition(0, \"multiple_0\")\n", "\n", "# Second run\n", "readout_module.sequencer0.gain_awg_path0(0.66)\n", "readout_module.sequencer0.gain_awg_path1(0.66)\n", "\n", "readout_module.arm_sequencer(0)\n", "readout_module.start_sequencer()\n", "\n", "readout_module.get_acquisition_state(0, 1)\n", "\n", "readout_module.store_scope_acquisition(0, \"multiple_1\")\n", "\n", "# Third run\n", "readout_module.sequencer0.gain_awg_path0(1)\n", "readout_module.sequencer0.gain_awg_path1(1)\n", "\n", "readout_module.arm_sequencer(0)\n", "readout_module.start_sequencer()\n", "\n", "readout_module.get_acquisition_state(0, 1)\n", "\n", "readout_module.store_scope_acquisition(0, \"multiple_2\")\n", "\n", "# Get acquisition list from instrument.\n", "multiple_acq = readout_module.get_acquisitions(0)" ] }, { "cell_type": "markdown", "id": "08e88f3b", "metadata": {}, "source": [ "Let's plot the result again." ] }, { "cell_type": "code", "execution_count": 19, "id": "38d3dbbc", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.556959Z", "iopub.status.busy": "2023-12-06T17:13:03.556959Z", "iopub.status.idle": "2023-12-06T17:13:03.710085Z", "shell.execute_reply": "2023-12-06T17:13:03.708926Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot acquired signals (add acquisition index to separate acquisitions in plot).\n", "fig, ax = plt.subplots(1, 1, figsize=(15, 15 / 1.61))\n", "for acq_idx in range(0, 3):\n", " ax.plot(\n", " np.array(\n", " multiple_acq[f\"multiple_{acq_idx}\"][\"acquisition\"][\"scope\"][\"path0\"][\"data\"][130:290]\n", " )\n", " + acq_idx\n", " )\n", " ax.plot(\n", " np.array(\n", " multiple_acq[f\"multiple_{acq_idx}\"][\"acquisition\"][\"scope\"][\"path1\"][\"data\"][130:290]\n", " )\n", " + acq_idx\n", " )\n", " ax.set_xlabel(\"Time (ns)\", fontsize=20)\n", " ax.set_ylabel(\"Relative amplitude\", fontsize=20)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "8b7a1379", "metadata": {}, "source": [ "### No Demodulation on Scope Acquisition\n", "\n", "The scope acquisition is carried out before the incoming signal is demodulated. As a result, the acquired signal needs to be demodulated in software in order to retrieve the original waveform for a non-zero NCO frequency." ] }, { "cell_type": "markdown", "id": "5dcf9ff7", "metadata": {}, "source": [ "Hardware-based averaging\n", "------------------------\n", "\n", "We can also use hardware in the instrument itself to automatically accumulate acquisition data on-the-fly. This can be used to do averaging, by dividing the final\n", "accumulated result by the number of accumulations. To use this feature, we first need to modify the Q1ASM program to run the sequence multiple consecutive times." ] }, { "cell_type": "code", "execution_count": 20, "id": "55427d8c", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.714716Z", "iopub.status.busy": "2023-12-06T17:13:03.714716Z", "iopub.status.idle": "2023-12-06T17:13:03.725212Z", "shell.execute_reply": "2023-12-06T17:13:03.724212Z" } }, "outputs": [], "source": [ "# Sequence program.\n", "seq_prog = \"\"\"\n", " move 1000,R0 #Loop iterator.\n", "\n", "loop: play 0,1,4 #Play waveforms and wait 4ns.\n", " acquire 4,0,16380 #Acquire waveforms and wait remaining duration of scope acquisition.\n", " loop R0,@loop #Run until number of iterations is done.\n", "\n", " stop #Stop.\n", "\"\"\"" ] }, { "cell_type": "markdown", "id": "8734dfa1", "metadata": {}, "source": [ "Next, we need to program, configure and start the sequencer with the updated Q1ASM program. This time we will also configure the sequencer to run in averaging mode." ] }, { "cell_type": "code", "execution_count": 21, "id": "14856df4", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.729509Z", "iopub.status.busy": "2023-12-06T17:13:03.728480Z", "iopub.status.idle": "2023-12-06T17:13:03.912217Z", "shell.execute_reply": "2023-12-06T17:13:03.910194Z" } }, "outputs": [], "source": [ "# Add sequence to single dictionary and write to JSON file.\n", "sequence = {\n", " \"waveforms\": waveforms,\n", " \"weights\": {},\n", " \"acquisitions\": acquisitions,\n", " \"program\": seq_prog,\n", "}\n", "with open(\"avg_sequence.json\", \"w\", encoding=\"utf-8\") as file:\n", " json.dump(sequence, file, indent=4)\n", " file.close()\n", "\n", "# Upload sequence.\n", "readout_module.sequencer0.sequence(\"avg_sequence.json\")\n", "\n", "# Enable hardware averaging\n", "readout_module.scope_acq_avg_mode_en_path0(True)\n", "readout_module.scope_acq_avg_mode_en_path1(True)\n", "\n", "# Arm and start sequencer.\n", "readout_module.arm_sequencer(0)\n", "readout_module.start_sequencer()\n", "\n", "# Wait for sequence and acquisitions to finish.\n", "readout_module.get_acquisition_state(0, 1)\n", "\n", "# Move accumulated result from temporary memory to the instrument's acquisition list.\n", "readout_module.store_scope_acquisition(0, \"avg\")\n", "\n", "# Get acquisition list from instrument.\n", "avg_acq = readout_module.get_acquisitions(0)" ] }, { "cell_type": "markdown", "id": "f875bf47", "metadata": {}, "source": [ "The sequence has now run and accumulated a 1000 times. Time to finish the averaging process and print the result." ] }, { "cell_type": "code", "execution_count": 22, "id": "e93cfbd6", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:03.916729Z", "iopub.status.busy": "2023-12-06T17:13:03.916729Z", "iopub.status.idle": "2023-12-06T17:13:04.035994Z", "shell.execute_reply": "2023-12-06T17:13:04.034991Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot results.\n", "fig, ax = plt.subplots(1, 1, figsize=(15, 15 / 2 / 1.61))\n", "ax.plot(np.array(avg_acq[\"avg\"][\"acquisition\"][\"scope\"][\"path0\"][\"data\"][130:290]))\n", "ax.plot(np.array(avg_acq[\"avg\"][\"acquisition\"][\"scope\"][\"path1\"][\"data\"][130:290]))\n", "ax.set_xlabel(\"Time (ns)\", fontsize=20)\n", "ax.set_ylabel(\"Relative amplitude\", fontsize=20)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "c169f8ae", "metadata": {}, "source": [ "Note that the accumulated acquisitions have already been averaged when the data is returned. The instrument keeps track of the number of accumulations and divides the result upon returning the data. The number of accumulations is also available for review." ] }, { "cell_type": "code", "execution_count": 23, "id": "ddc843b1", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:04.040992Z", "iopub.status.busy": "2023-12-06T17:13:04.039992Z", "iopub.status.idle": "2023-12-06T17:13:04.051562Z", "shell.execute_reply": "2023-12-06T17:13:04.050562Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1000\n", "1000\n" ] } ], "source": [ "# Print number of averages\n", "print(avg_acq[\"avg\"][\"acquisition\"][\"scope\"][\"path0\"][\"avg_cnt\"])\n", "print(avg_acq[\"avg\"][\"acquisition\"][\"scope\"][\"path1\"][\"avg_cnt\"])" ] }, { "cell_type": "markdown", "id": "274ff54b", "metadata": {}, "source": [ "To show that the hardware averaging worked, let's compare and zoom in on the data from the very first acquisition in this tutorial and the very last." ] }, { "cell_type": "code", "execution_count": 24, "id": "793e223c", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:04.056619Z", "iopub.status.busy": "2023-12-06T17:13:04.056619Z", "iopub.status.idle": "2023-12-06T17:13:04.192691Z", "shell.execute_reply": "2023-12-06T17:13:04.191691Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot results\n", "fig, ax = plt.subplots(1, 1, figsize=(15, 15 / 2 / 1.61))\n", "ax.plot(np.array(single_acq[\"single\"][\"acquisition\"][\"scope\"][\"path0\"][\"data\"][1000:2000]))\n", "ax.plot(np.array(avg_acq[\"avg\"][\"acquisition\"][\"scope\"][\"path0\"][\"data\"][1000:2000]))\n", "ax.set_xlabel(\"Time (ns)\", fontsize=20)\n", "ax.set_ylabel(\"Relative amplitude\", fontsize=20)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "bf335283", "metadata": {}, "source": [ "Stop\n", "----\n", "\n", "Finally, let's stop the sequencers if they haven't already and close the instrument connection. One can also display a detailed snapshot containing the instrument parameters before\n", "closing the connection by uncommenting the corresponding lines." ] }, { "cell_type": "code", "execution_count": 25, "id": "348a1d25", "metadata": { "execution": { "iopub.execute_input": "2023-12-06T17:13:04.196179Z", "iopub.status.busy": "2023-12-06T17:13:04.196179Z", "iopub.status.idle": "2023-12-06T17:13:07.352590Z", "shell.execute_reply": "2023-12-06T17:13:07.351528Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Status: STOPPED, Flags: FORCED_STOP, ACQ_SCOPE_DONE_PATH_0, ACQ_SCOPE_OVERWRITTEN_PATH_0, ACQ_SCOPE_DONE_PATH_1, ACQ_SCOPE_OVERWRITTEN_PATH_1, ACQ_BINNING_DONE\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Status: OKAY, Flags: NONE, Slot flags: NONE\n" ] } ], "source": [ "# Stop sequencer.\n", "readout_module.stop_sequencer()\n", "\n", "# Print status of sequencer.\n", "print(readout_module.get_sequencer_state(0))\n", "print()\n", "\n", "# Uncomment the following to print an overview of the instrument parameters.\n", "# Print an overview of the instrument parameters.\n", "# print(\"Snapshot:\")\n", "# readout_module.print_readable_snapshot(update=True)\n", "\n", "# Reset the cluster\n", "cluster.reset()\n", "print(cluster.get_system_state())" ] } ], "metadata": { "jupytext": { "formats": "ipynb,py:percent" }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.0" } }, "nbformat": 4, "nbformat_minor": 5 }