{ "cells": [ { "cell_type": "markdown", "id": "75b6c9ec", "metadata": { "lines_to_next_cell": 0, "tags": [] }, "source": [ "Scope acquisition\n", "=================\n", "\n", "\n", "The QRM/QRM-RF instruments have high speed analog to digital capability for performing measurements.\n", "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/QRM-RF. We will also have a look at how to average multiple scope acquisitions in hardware (see section [Acquisition](https://docs.qblox.com/en/main/cluster/q1_sequence_processor.html#acquisitions))." ] }, { "cell_type": "markdown", "id": "1b0009aa", "metadata": { "tags": [ "intro" ] }, "source": [ "We will show this by using a QRM-RF and directly connecting output $\\text{O}^{1}$ to input $\\text{I}^{1}$. We will then use the QRM-RF'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." ] }, { "cell_type": "markdown", "id": "40319aae", "metadata": {}, "source": [ "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://docs.qblox.com/en/main/cluster/q1_sequence_processor.html)." ] }, { "cell_type": "markdown", "id": "e006177b", "metadata": { "tags": [] }, "source": [ "Setup\n", "-----\n", "\n", "First, we are going to import the required packages." ] }, { "cell_type": "code", "execution_count": 1, "id": "32beb98d", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:34.682304Z", "iopub.status.busy": "2025-05-07T16:53:34.681910Z", "iopub.status.idle": "2025-05-07T16:53:35.547963Z", "shell.execute_reply": "2025-05-07T16:53:35.547236Z" }, "tags": [ "imports" ] }, "outputs": [], "source": [ "from __future__ import annotations\n", "\n", "import json\n", "import math\n", "from typing import TYPE_CHECKING, Callable\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import scipy.signal\n", "from qcodes.instrument import find_or_create_instrument\n", "\n", "from qblox_instruments import Cluster, ClusterType\n", "\n", "if TYPE_CHECKING:\n", " from qblox_instruments.qcodes_drivers.module import Module" ] }, { "cell_type": "markdown", "id": "1a3682fb", "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://docs.qblox.com/en/main/api_reference/tools.html#api-pnp) for more info)." ] }, { "cell_type": "markdown", "id": "64cebc5c", "metadata": {}, "source": [ "`!qblox-pnp list`" ] }, { "cell_type": "code", "execution_count": 2, "id": "117080c7", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:35.550720Z", "iopub.status.busy": "2025-05-07T16:53:35.550553Z", "iopub.status.idle": "2025-05-07T16:53:35.553262Z", "shell.execute_reply": "2025-05-07T16:53:35.552810Z" } }, "outputs": [], "source": [ "cluster_ip = \"10.10.200.42\"\n", "cluster_name = \"cluster0\"" ] }, { "cell_type": "markdown", "id": "c090848f", "metadata": {}, "source": [ "### Connect to Cluster\n", "\n", "We now make a connection with the Cluster." ] }, { "cell_type": "code", "execution_count": 3, "id": "b28f8a56", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:35.554673Z", "iopub.status.busy": "2025-05-07T16:53:35.554525Z", "iopub.status.idle": "2025-05-07T16:53:36.382284Z", "shell.execute_reply": "2025-05-07T16:53:36.381189Z" }, "lines_to_next_cell": 2 }, "outputs": [], "source": [ "cluster = find_or_create_instrument(\n", " Cluster,\n", " recreate=True,\n", " name=cluster_name,\n", " identifier=cluster_ip,\n", " dummy_cfg=(\n", " {\n", " 2: ClusterType.CLUSTER_QCM,\n", " 4: ClusterType.CLUSTER_QRM,\n", " 6: ClusterType.CLUSTER_QCM_RF,\n", " 8: ClusterType.CLUSTER_QRM_RF,\n", " 10: ClusterType.CLUSTER_QTM,\n", " }\n", " if cluster_ip is None\n", " else None\n", " ),\n", ")" ] }, { "cell_type": "markdown", "id": "68136dfe", "metadata": { "lines_to_next_cell": 2 }, "source": [ "#### Get connected modules" ] }, { "cell_type": "code", "execution_count": 4, "id": "efeba8dc", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:36.385975Z", "iopub.status.busy": "2025-05-07T16:53:36.385799Z", "iopub.status.idle": "2025-05-07T16:53:36.390285Z", "shell.execute_reply": "2025-05-07T16:53:36.389530Z" } }, "outputs": [], "source": [ "def get_connected_modules(cluster: Cluster, filter_fn: Callable | None = None) -> dict[int, Module]:\n", " def checked_filter_fn(mod: ClusterType) -> bool:\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": 5, "id": "296695e1", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:36.393173Z", "iopub.status.busy": "2025-05-07T16:53:36.393019Z", "iopub.status.idle": "2025-05-07T16:53:36.410300Z", "shell.execute_reply": "2025-05-07T16:53:36.409542Z" }, "tags": [ "module_select" ] }, "outputs": [], "source": [ "# QRM-RF modules\n", "modules = get_connected_modules(cluster, lambda mod: mod.is_qrm_type and mod.is_rf_type)" ] }, { "cell_type": "code", "execution_count": 6, "id": "2fb46435", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:36.413528Z", "iopub.status.busy": "2025-05-07T16:53:36.413025Z", "iopub.status.idle": "2025-05-07T16:53:36.416303Z", "shell.execute_reply": "2025-05-07T16:53:36.415571Z" } }, "outputs": [], "source": [ "# This uses the module of the correct type with the lowest slot index\n", "module = list(modules.values())[0]" ] }, { "cell_type": "markdown", "id": "98f5a84a", "metadata": {}, "source": [ "### Reset the Cluster\n", "\n", "We reset the Cluster to enter a well-defined state. Note that resetting will clear all stored parameters, so resetting between experiments is usually not desirable." ] }, { "cell_type": "code", "execution_count": 7, "id": "6d3921fb", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:36.419654Z", "iopub.status.busy": "2025-05-07T16:53:36.419169Z", "iopub.status.idle": "2025-05-07T16:53:38.966690Z", "shell.execute_reply": "2025-05-07T16:53:38.965266Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Status: OKAY, Flags: NONE, Slot flags: NONE\n" ] } ], "source": [ "cluster.reset()\n", "print(cluster.get_system_status())" ] }, { "cell_type": "code", "execution_count": 8, "id": "89c8fcef", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:38.970690Z", "iopub.status.busy": "2025-05-07T16:53:38.970275Z", "iopub.status.idle": "2025-05-07T16:53:38.975451Z", "shell.execute_reply": "2025-05-07T16:53:38.974366Z" } }, "outputs": [], "source": [ "readout_module = module" ] }, { "cell_type": "markdown", "id": "d3e5a46b", "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": 9, "id": "0c730547", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:38.979525Z", "iopub.status.busy": "2025-05-07T16:53:38.978854Z", "iopub.status.idle": "2025-05-07T16:53:38.986552Z", "shell.execute_reply": "2025-05-07T16:53:38.985487Z" } }, "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": "e884398c", "metadata": {}, "source": [ "Let's plot the waveforms to see what we have created." ] }, { "cell_type": "code", "execution_count": 10, "id": "2645dbcf", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:38.990282Z", "iopub.status.busy": "2025-05-07T16:53:38.989910Z", "iopub.status.idle": "2025-05-07T16:53:39.329205Z", "shell.execute_reply": "2025-05-07T16:53:39.328638Z" } }, "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)\n", "\n", "for wf, d in waveforms.items():\n", " ax.plot(time[: len(d[\"data\"])], d[\"data\"], label=wf)\n", "\n", "ax.legend()\n", "ax.grid(alpha=1 / 10)\n", "ax.set_ylabel(\"Waveform primitive amplitude\")\n", "ax.set_xlabel(\"Time (ns)\")\n", "\n", "plt.draw()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3525847f", "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": 11, "id": "d3b9b89d", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.330789Z", "iopub.status.busy": "2025-05-07T16:53:39.330625Z", "iopub.status.idle": "2025-05-07T16:53:39.333795Z", "shell.execute_reply": "2025-05-07T16:53:39.333323Z" } }, "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": "761ffe01", "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://docs.qblox.com/en/main/cluster/q1_sequence_processor.html). Note how the Q1ASM references the JSON structures stored in the JSON file" ] }, { "cell_type": "code", "execution_count": 12, "id": "98f8de3c", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.335245Z", "iopub.status.busy": "2025-05-07T16:53:39.334957Z", "iopub.status.idle": "2025-05-07T16:53:39.337581Z", "shell.execute_reply": "2025-05-07T16:53:39.337113Z" } }, "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": "c9bb40df", "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": 13, "id": "ca028b49", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.339063Z", "iopub.status.busy": "2025-05-07T16:53:39.338791Z", "iopub.status.idle": "2025-05-07T16:53:39.353677Z", "shell.execute_reply": "2025-05-07T16:53:39.353176Z" } }, "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": "126d9645", "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": 14, "id": "8dd8d62f", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.355453Z", "iopub.status.busy": "2025-05-07T16:53:39.355169Z", "iopub.status.idle": "2025-05-07T16:53:39.406041Z", "shell.execute_reply": "2025-05-07T16:53:39.405531Z" } }, "outputs": [], "source": [ "# Upload sequence.\n", "readout_module.sequencer0.sequence(\"sequence.json\")" ] }, { "cell_type": "markdown", "id": "a8e5c85e", "metadata": {}, "source": [ "Connect sequencer\n", "-----------------\n", "\n", "First we disable all sequencer connections and then map sequencer to specific outputs" ] }, { "cell_type": "code", "execution_count": 15, "id": "eb35b588", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.408871Z", "iopub.status.busy": "2025-05-07T16:53:39.408204Z", "iopub.status.idle": "2025-05-07T16:53:39.440396Z", "shell.execute_reply": "2025-05-07T16:53:39.439894Z" }, "lines_to_next_cell": 0 }, "outputs": [], "source": [ "readout_module.disconnect_outputs()\n", "readout_module.disconnect_inputs()" ] }, { "cell_type": "code", "execution_count": 16, "id": "e34c9134", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.442495Z", "iopub.status.busy": "2025-05-07T16:53:39.442210Z", "iopub.status.idle": "2025-05-07T16:53:39.506605Z", "shell.execute_reply": "2025-05-07T16:53:39.506024Z" }, "tags": [ "connect" ] }, "outputs": [], "source": [ "module.sequencer0.connect_sequencer(\"io0\")\n", "# Set the LO frequency. If the command is commented out, the value is set to default\n", "module.out0_in0_lo_freq(3e9)\n", "module.sequencer0.mod_en_awg(True)\n", "module.sequencer0.nco_freq(100e6)\n", "# Enable the input and output switches.\n", "module.sequencer0.marker_ovr_en(True)\n", "module.sequencer0.marker_ovr_value(3)" ] }, { "cell_type": "markdown", "id": "e038f60b", "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": 17, "id": "1beff2f6", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.508929Z", "iopub.status.busy": "2025-05-07T16:53:39.508642Z", "iopub.status.idle": "2025-05-07T16:53:39.526148Z", "shell.execute_reply": "2025-05-07T16:53:39.525650Z" }, "lines_to_next_cell": 2 }, "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\")" ] }, { "cell_type": "markdown", "id": "34f3b39c", "metadata": {}, "source": [ "Now let's start the sequence." ] }, { "cell_type": "code", "execution_count": 18, "id": "c2025293", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.528628Z", "iopub.status.busy": "2025-05-07T16:53:39.528326Z", "iopub.status.idle": "2025-05-07T16:53:39.540352Z", "shell.execute_reply": "2025-05-07T16:53:39.539852Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Status:\n", "Status: OKAY, State: STOPPED, Info Flags: ACQ_SCOPE_DONE_PATH_0, ACQ_SCOPE_DONE_PATH_1, ACQ_BINNING_DONE, Warning Flags: NONE, Error Flags: NONE, Log: []\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_status(0))" ] }, { "cell_type": "markdown", "id": "39c3f51b", "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": 19, "id": "10cbafe9", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.542464Z", "iopub.status.busy": "2025-05-07T16:53:39.541983Z", "iopub.status.idle": "2025-05-07T16:53:39.575842Z", "shell.execute_reply": "2025-05-07T16:53:39.575231Z" } }, "outputs": [], "source": [ "# Wait for the acquisition to finish with a timeout period of one minute.\n", "readout_module.get_acquisition_status(0)\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": "a36bc810", "metadata": {}, "source": [ "Let's plot the result." ] }, { "cell_type": "code", "execution_count": 20, "id": "d99cb4c5", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.578667Z", "iopub.status.busy": "2025-05-07T16:53:39.578332Z", "iopub.status.idle": "2025-05-07T16:53:39.720027Z", "shell.execute_reply": "2025-05-07T16:53:39.719559Z" } }, "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)\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)\")\n", "ax.set_ylabel(\"Relative amplitude\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "dbf2cd1a", "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": 21, "id": "421fbf2b", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.721498Z", "iopub.status.busy": "2025-05-07T16:53:39.721342Z", "iopub.status.idle": "2025-05-07T16:53:39.892201Z", "shell.execute_reply": "2025-05-07T16:53:39.891531Z" } }, "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_status(0)\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_status(0)\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_status(0)\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": "322d0367", "metadata": {}, "source": [ "Let's plot the result again." ] }, { "cell_type": "code", "execution_count": 22, "id": "1568c0a3", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:39.895027Z", "iopub.status.busy": "2025-05-07T16:53:39.894654Z", "iopub.status.idle": "2025-05-07T16:53:40.039342Z", "shell.execute_reply": "2025-05-07T16:53:40.038870Z" }, "tags": [ "nbsphinx-thumbnail" ] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot acquired signals (add acquisition index to separate acquisitions in plot).\n", "fig, ax = plt.subplots(1, 1)\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)\")\n", " ax.set_ylabel(\"Relative amplitude\")\n", " plt.gca().set_prop_cycle(None)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d0c5a792", "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": "ca44878d", "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": 23, "id": "e78ce3a4", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:40.041972Z", "iopub.status.busy": "2025-05-07T16:53:40.041819Z", "iopub.status.idle": "2025-05-07T16:53:40.044274Z", "shell.execute_reply": "2025-05-07T16:53:40.043826Z" } }, "outputs": [], "source": [ "# Sequence program.\n", "seq_prog = \"\"\"\n", " move 1000,R0 #Loop iterator.\n", "\n", "loop: reset_ph\n", " 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": "3388545b", "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": 24, "id": "a4faf09e", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:40.046830Z", "iopub.status.busy": "2025-05-07T16:53:40.046683Z", "iopub.status.idle": "2025-05-07T16:53:40.152677Z", "shell.execute_reply": "2025-05-07T16:53:40.151857Z" } }, "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_status(0)\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": "de8f2a29", "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": 25, "id": "bf530e37", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:40.156679Z", "iopub.status.busy": "2025-05-07T16:53:40.155913Z", "iopub.status.idle": "2025-05-07T16:53:40.325016Z", "shell.execute_reply": "2025-05-07T16:53:40.324071Z" } }, "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)\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)\")\n", "ax.set_ylabel(\"Relative amplitude\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "bfafae87", "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": 26, "id": "dd59bf29", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:40.328097Z", "iopub.status.busy": "2025-05-07T16:53:40.327937Z", "iopub.status.idle": "2025-05-07T16:53:40.332329Z", "shell.execute_reply": "2025-05-07T16:53:40.331418Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "527\n", "527\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": "78457c62", "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": 27, "id": "a1e57a8b", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:40.335750Z", "iopub.status.busy": "2025-05-07T16:53:40.335600Z", "iopub.status.idle": "2025-05-07T16:53:40.451434Z", "shell.execute_reply": "2025-05-07T16:53:40.450871Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot results\n", "fig, ax = plt.subplots(1, 1)\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)\")\n", "ax.set_ylabel(\"Relative amplitude\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "96a45f0e", "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": 28, "id": "09424837", "metadata": { "execution": { "iopub.execute_input": "2025-05-07T16:53:40.453189Z", "iopub.status.busy": "2025-05-07T16:53:40.453037Z", "iopub.status.idle": "2025-05-07T16:53:46.305266Z", "shell.execute_reply": "2025-05-07T16:53:46.304178Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Status: OKAY, State: STOPPED, Info 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, Warning Flags: NONE, Error Flags: NONE, Log: []\n", "Status: OKAY, State: STOPPED, Info Flags: FORCED_STOP, Warning Flags: NONE, Error Flags: NONE, Log: []\n", "\n", "Snapshot:\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connected :\tTrue \n", "in0_att :\t0 (dB)\n", "in0_offset_path0 :\t0 (V)\n", "in0_offset_path1 :\t0 (V)\n", "marker0_exp0_config :\tbypassed \n", "marker0_exp1_config :\tbypassed \n", "marker0_exp2_config :\tbypassed \n", "marker0_exp3_config :\tbypassed \n", "marker0_fir_config :\tbypassed \n", "marker0_inv_en :\tFalse \n", "marker1_exp0_config :\tbypassed \n", "marker1_exp1_config :\tbypassed \n", "marker1_exp2_config :\tbypassed \n", "marker1_exp3_config :\tbypassed \n", "marker1_fir_config :\tbypassed \n", "marker1_inv_en :\tFalse \n", "marker2_exp0_config :\tbypassed \n", "marker2_exp1_config :\tbypassed \n", "marker2_exp2_config :\tbypassed \n", "marker2_exp3_config :\tbypassed \n", "marker2_fir_config :\tbypassed \n", "marker3_exp0_config :\tbypassed \n", "marker3_exp1_config :\tbypassed \n", "marker3_exp2_config :\tbypassed \n", "marker3_exp3_config :\tbypassed \n", "marker3_fir_config :\tbypassed \n", "out0_att :\t0 (dB)\n", "out0_exp0_config :\tbypassed \n", "out0_exp1_config :\tbypassed \n", "out0_exp2_config :\tbypassed \n", "out0_exp3_config :\tbypassed \n", "out0_fir_config :\tbypassed \n", "out0_in0_lo_en :\tTrue \n", "out0_in0_lo_freq :\t3000000000 (Hz)\n", "out0_in0_lo_freq_cal_type_default :\toff (Hz)\n", "out0_latency :\t0 (s)\n", "out0_offset_path0 :\t7.625 (mV)\n", "out0_offset_path1 :\t7.625 (mV)\n", "present :\tTrue \n", "scope_acq_avg_mode_en_path0 :\tTrue \n", "scope_acq_avg_mode_en_path1 :\tTrue \n", "scope_acq_sequencer_select :\t0 \n", "scope_acq_trigger_level_path0 :\t0 \n", "scope_acq_trigger_level_path1 :\t0 \n", "scope_acq_trigger_mode_path0 :\tsequencer \n", "scope_acq_trigger_mode_path1 :\tsequencer \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8_sequencer0:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connect_acq :\tin0 \n", "connect_out0 :\tIQ \n", "cont_mode_en_awg_path0 :\tFalse \n", "cont_mode_en_awg_path1 :\tFalse \n", "cont_mode_waveform_idx_awg_path0 :\t0 \n", "cont_mode_waveform_idx_awg_path1 :\t0 \n", "demod_en_acq :\tFalse \n", "gain_awg_path0 :\t1 \n", "gain_awg_path1 :\t1 \n", "integration_length_acq :\t1024 \n", "marker_ovr_en :\tTrue \n", "marker_ovr_value :\t3 \n", "mixer_corr_gain_ratio :\t1 \n", "mixer_corr_phase_offset_degree :\t-0 \n", "mod_en_awg :\tTrue \n", "nco_freq :\t1e+08 (Hz)\n", "nco_freq_cal_type_default :\toff (Hz)\n", "nco_phase_offs :\t0 (Degrees)\n", "nco_prop_delay_comp :\t0 (ns)\n", "nco_prop_delay_comp_en :\tFalse (ns)\n", "offset_awg_path0 :\t0 \n", "offset_awg_path1 :\t0 \n", "sync_en :\tFalse \n", "thresholded_acq_marker_address :\t1 \n", "thresholded_acq_marker_en :\tFalse \n", "thresholded_acq_marker_invert :\tFalse \n", "thresholded_acq_rotation :\t0 (Degrees)\n", "thresholded_acq_threshold :\t0 \n", "thresholded_acq_trigger_address :\t1 \n", "thresholded_acq_trigger_en :\tFalse \n", "thresholded_acq_trigger_invert :\tFalse \n", "trigger10_count_threshold :\t1 \n", "trigger10_threshold_invert :\tFalse \n", "trigger11_count_threshold :\t1 \n", "trigger11_threshold_invert :\tFalse \n", "trigger12_count_threshold :\t1 \n", "trigger12_threshold_invert :\tFalse \n", "trigger13_count_threshold :\t1 \n", "trigger13_threshold_invert :\tFalse \n", "trigger14_count_threshold :\t1 \n", "trigger14_threshold_invert :\tFalse \n", "trigger15_count_threshold :\t1 \n", "trigger15_threshold_invert :\tFalse \n", "trigger1_count_threshold :\t1 \n", "trigger1_threshold_invert :\tFalse \n", "trigger2_count_threshold :\t1 \n", "trigger2_threshold_invert :\tFalse \n", "trigger3_count_threshold :\t1 \n", "trigger3_threshold_invert :\tFalse \n", "trigger4_count_threshold :\t1 \n", "trigger4_threshold_invert :\tFalse \n", "trigger5_count_threshold :\t1 \n", "trigger5_threshold_invert :\tFalse \n", "trigger6_count_threshold :\t1 \n", "trigger6_threshold_invert :\tFalse \n", "trigger7_count_threshold :\t1 \n", "trigger7_threshold_invert :\tFalse \n", "trigger8_count_threshold :\t1 \n", "trigger8_threshold_invert :\tFalse \n", "trigger9_count_threshold :\t1 \n", "trigger9_threshold_invert :\tFalse \n", "upsample_rate_awg_path0 :\t0 \n", "upsample_rate_awg_path1 :\t0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8_sequencer1:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connect_acq :\toff \n", "connect_out0 :\toff \n", "cont_mode_en_awg_path0 :\tFalse \n", "cont_mode_en_awg_path1 :\tFalse \n", "cont_mode_waveform_idx_awg_path0 :\t0 \n", "cont_mode_waveform_idx_awg_path1 :\t0 \n", "demod_en_acq :\tFalse \n", "gain_awg_path0 :\t1 \n", "gain_awg_path1 :\t1 \n", "integration_length_acq :\t1024 \n", "marker_ovr_en :\tFalse \n", "marker_ovr_value :\t0 \n", "mixer_corr_gain_ratio :\t1 \n", "mixer_corr_phase_offset_degree :\t-0 \n", "mod_en_awg :\tFalse \n", "nco_freq :\t0 (Hz)\n", "nco_freq_cal_type_default :\toff (Hz)\n", "nco_phase_offs :\t0 (Degrees)\n", "nco_prop_delay_comp :\t0 (ns)\n", "nco_prop_delay_comp_en :\tFalse (ns)\n", "offset_awg_path0 :\t0 \n", "offset_awg_path1 :\t0 \n", "sync_en :\tFalse \n", "thresholded_acq_marker_address :\t1 \n", "thresholded_acq_marker_en :\tFalse \n", "thresholded_acq_marker_invert :\tFalse \n", "thresholded_acq_rotation :\t0 (Degrees)\n", "thresholded_acq_threshold :\t0 \n", "thresholded_acq_trigger_address :\t1 \n", "thresholded_acq_trigger_en :\tFalse \n", "thresholded_acq_trigger_invert :\tFalse \n", "trigger10_count_threshold :\t1 \n", "trigger10_threshold_invert :\tFalse \n", "trigger11_count_threshold :\t1 \n", "trigger11_threshold_invert :\tFalse \n", "trigger12_count_threshold :\t1 \n", "trigger12_threshold_invert :\tFalse \n", "trigger13_count_threshold :\t1 \n", "trigger13_threshold_invert :\tFalse \n", "trigger14_count_threshold :\t1 \n", "trigger14_threshold_invert :\tFalse \n", "trigger15_count_threshold :\t1 \n", "trigger15_threshold_invert :\tFalse \n", "trigger1_count_threshold :\t1 \n", "trigger1_threshold_invert :\tFalse \n", "trigger2_count_threshold :\t1 \n", "trigger2_threshold_invert :\tFalse \n", "trigger3_count_threshold :\t1 \n", "trigger3_threshold_invert :\tFalse \n", "trigger4_count_threshold :\t1 \n", "trigger4_threshold_invert :\tFalse \n", "trigger5_count_threshold :\t1 \n", "trigger5_threshold_invert :\tFalse \n", "trigger6_count_threshold :\t1 \n", "trigger6_threshold_invert :\tFalse \n", "trigger7_count_threshold :\t1 \n", "trigger7_threshold_invert :\tFalse \n", "trigger8_count_threshold :\t1 \n", "trigger8_threshold_invert :\tFalse \n", "trigger9_count_threshold :\t1 \n", "trigger9_threshold_invert :\tFalse \n", "upsample_rate_awg_path0 :\t0 \n", "upsample_rate_awg_path1 :\t0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8_sequencer2:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connect_acq :\toff \n", "connect_out0 :\toff \n", "cont_mode_en_awg_path0 :\tFalse \n", "cont_mode_en_awg_path1 :\tFalse \n", "cont_mode_waveform_idx_awg_path0 :\t0 \n", "cont_mode_waveform_idx_awg_path1 :\t0 \n", "demod_en_acq :\tFalse \n", "gain_awg_path0 :\t1 \n", "gain_awg_path1 :\t1 \n", "integration_length_acq :\t1024 \n", "marker_ovr_en :\tFalse \n", "marker_ovr_value :\t0 \n", "mixer_corr_gain_ratio :\t1 \n", "mixer_corr_phase_offset_degree :\t-0 \n", "mod_en_awg :\tFalse \n", "nco_freq :\t0 (Hz)\n", "nco_freq_cal_type_default :\toff (Hz)\n", "nco_phase_offs :\t0 (Degrees)\n", "nco_prop_delay_comp :\t0 (ns)\n", "nco_prop_delay_comp_en :\tFalse (ns)\n", "offset_awg_path0 :\t0 \n", "offset_awg_path1 :\t0 \n", "sync_en :\tFalse \n", "thresholded_acq_marker_address :\t1 \n", "thresholded_acq_marker_en :\tFalse \n", "thresholded_acq_marker_invert :\tFalse \n", "thresholded_acq_rotation :\t0 (Degrees)\n", "thresholded_acq_threshold :\t0 \n", "thresholded_acq_trigger_address :\t1 \n", "thresholded_acq_trigger_en :\tFalse \n", "thresholded_acq_trigger_invert :\tFalse \n", "trigger10_count_threshold :\t1 \n", "trigger10_threshold_invert :\tFalse \n", "trigger11_count_threshold :\t1 \n", "trigger11_threshold_invert :\tFalse \n", "trigger12_count_threshold :\t1 \n", "trigger12_threshold_invert :\tFalse \n", "trigger13_count_threshold :\t1 \n", "trigger13_threshold_invert :\tFalse \n", "trigger14_count_threshold :\t1 \n", "trigger14_threshold_invert :\tFalse \n", "trigger15_count_threshold :\t1 \n", "trigger15_threshold_invert :\tFalse \n", "trigger1_count_threshold :\t1 \n", "trigger1_threshold_invert :\tFalse \n", "trigger2_count_threshold :\t1 \n", "trigger2_threshold_invert :\tFalse \n", "trigger3_count_threshold :\t1 \n", "trigger3_threshold_invert :\tFalse \n", "trigger4_count_threshold :\t1 \n", "trigger4_threshold_invert :\tFalse \n", "trigger5_count_threshold :\t1 \n", "trigger5_threshold_invert :\tFalse \n", "trigger6_count_threshold :\t1 \n", "trigger6_threshold_invert :\tFalse \n", "trigger7_count_threshold :\t1 \n", "trigger7_threshold_invert :\tFalse \n", "trigger8_count_threshold :\t1 \n", "trigger8_threshold_invert :\tFalse \n", "trigger9_count_threshold :\t1 \n", "trigger9_threshold_invert :\tFalse \n", "upsample_rate_awg_path0 :\t0 \n", "upsample_rate_awg_path1 :\t0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8_sequencer3:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connect_acq :\toff \n", "connect_out0 :\toff \n", "cont_mode_en_awg_path0 :\tFalse \n", "cont_mode_en_awg_path1 :\tFalse \n", "cont_mode_waveform_idx_awg_path0 :\t0 \n", "cont_mode_waveform_idx_awg_path1 :\t0 \n", "demod_en_acq :\tFalse \n", "gain_awg_path0 :\t1 \n", "gain_awg_path1 :\t1 \n", "integration_length_acq :\t1024 \n", "marker_ovr_en :\tFalse \n", "marker_ovr_value :\t0 \n", "mixer_corr_gain_ratio :\t1 \n", "mixer_corr_phase_offset_degree :\t-0 \n", "mod_en_awg :\tFalse \n", "nco_freq :\t0 (Hz)\n", "nco_freq_cal_type_default :\toff (Hz)\n", "nco_phase_offs :\t0 (Degrees)\n", "nco_prop_delay_comp :\t0 (ns)\n", "nco_prop_delay_comp_en :\tFalse (ns)\n", "offset_awg_path0 :\t0 \n", "offset_awg_path1 :\t0 \n", "sync_en :\tFalse \n", "thresholded_acq_marker_address :\t1 \n", "thresholded_acq_marker_en :\tFalse \n", "thresholded_acq_marker_invert :\tFalse \n", "thresholded_acq_rotation :\t0 (Degrees)\n", "thresholded_acq_threshold :\t0 \n", "thresholded_acq_trigger_address :\t1 \n", "thresholded_acq_trigger_en :\tFalse \n", "thresholded_acq_trigger_invert :\tFalse \n", "trigger10_count_threshold :\t1 \n", "trigger10_threshold_invert :\tFalse \n", "trigger11_count_threshold :\t1 \n", "trigger11_threshold_invert :\tFalse \n", "trigger12_count_threshold :\t1 \n", "trigger12_threshold_invert :\tFalse \n", "trigger13_count_threshold :\t1 \n", "trigger13_threshold_invert :\tFalse \n", "trigger14_count_threshold :\t1 \n", "trigger14_threshold_invert :\tFalse \n", "trigger15_count_threshold :\t1 \n", "trigger15_threshold_invert :\tFalse \n", "trigger1_count_threshold :\t1 \n", "trigger1_threshold_invert :\tFalse \n", "trigger2_count_threshold :\t1 \n", "trigger2_threshold_invert :\tFalse \n", "trigger3_count_threshold :\t1 \n", "trigger3_threshold_invert :\tFalse \n", "trigger4_count_threshold :\t1 \n", "trigger4_threshold_invert :\tFalse \n", "trigger5_count_threshold :\t1 \n", "trigger5_threshold_invert :\tFalse \n", "trigger6_count_threshold :\t1 \n", "trigger6_threshold_invert :\tFalse \n", "trigger7_count_threshold :\t1 \n", "trigger7_threshold_invert :\tFalse \n", "trigger8_count_threshold :\t1 \n", "trigger8_threshold_invert :\tFalse \n", "trigger9_count_threshold :\t1 \n", "trigger9_threshold_invert :\tFalse \n", "upsample_rate_awg_path0 :\t0 \n", "upsample_rate_awg_path1 :\t0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8_sequencer4:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connect_acq :\toff \n", "connect_out0 :\toff \n", "cont_mode_en_awg_path0 :\tFalse \n", "cont_mode_en_awg_path1 :\tFalse \n", "cont_mode_waveform_idx_awg_path0 :\t0 \n", "cont_mode_waveform_idx_awg_path1 :\t0 \n", "demod_en_acq :\tFalse \n", "gain_awg_path0 :\t1 \n", "gain_awg_path1 :\t1 \n", "integration_length_acq :\t1024 \n", "marker_ovr_en :\tFalse \n", "marker_ovr_value :\t0 \n", "mixer_corr_gain_ratio :\t1 \n", "mixer_corr_phase_offset_degree :\t-0 \n", "mod_en_awg :\tFalse \n", "nco_freq :\t0 (Hz)\n", "nco_freq_cal_type_default :\toff (Hz)\n", "nco_phase_offs :\t0 (Degrees)\n", "nco_prop_delay_comp :\t0 (ns)\n", "nco_prop_delay_comp_en :\tFalse (ns)\n", "offset_awg_path0 :\t0 \n", "offset_awg_path1 :\t0 \n", "sync_en :\tFalse \n", "thresholded_acq_marker_address :\t1 \n", "thresholded_acq_marker_en :\tFalse \n", "thresholded_acq_marker_invert :\tFalse \n", "thresholded_acq_rotation :\t0 (Degrees)\n", "thresholded_acq_threshold :\t0 \n", "thresholded_acq_trigger_address :\t1 \n", "thresholded_acq_trigger_en :\tFalse \n", "thresholded_acq_trigger_invert :\tFalse \n", "trigger10_count_threshold :\t1 \n", "trigger10_threshold_invert :\tFalse \n", "trigger11_count_threshold :\t1 \n", "trigger11_threshold_invert :\tFalse \n", "trigger12_count_threshold :\t1 \n", "trigger12_threshold_invert :\tFalse \n", "trigger13_count_threshold :\t1 \n", "trigger13_threshold_invert :\tFalse \n", "trigger14_count_threshold :\t1 \n", "trigger14_threshold_invert :\tFalse \n", "trigger15_count_threshold :\t1 \n", "trigger15_threshold_invert :\tFalse \n", "trigger1_count_threshold :\t1 \n", "trigger1_threshold_invert :\tFalse \n", "trigger2_count_threshold :\t1 \n", "trigger2_threshold_invert :\tFalse \n", "trigger3_count_threshold :\t1 \n", "trigger3_threshold_invert :\tFalse \n", "trigger4_count_threshold :\t1 \n", "trigger4_threshold_invert :\tFalse \n", "trigger5_count_threshold :\t1 \n", "trigger5_threshold_invert :\tFalse \n", "trigger6_count_threshold :\t1 \n", "trigger6_threshold_invert :\tFalse \n", "trigger7_count_threshold :\t1 \n", "trigger7_threshold_invert :\tFalse \n", "trigger8_count_threshold :\t1 \n", "trigger8_threshold_invert :\tFalse \n", "trigger9_count_threshold :\t1 \n", "trigger9_threshold_invert :\tFalse \n", "upsample_rate_awg_path0 :\t0 \n", "upsample_rate_awg_path1 :\t0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "cluster0_module8_sequencer5:\n", "\tparameter value\n", "--------------------------------------------------------------------------------\n", "connect_acq :\toff \n", "connect_out0 :\toff \n", "cont_mode_en_awg_path0 :\tFalse \n", "cont_mode_en_awg_path1 :\tFalse \n", "cont_mode_waveform_idx_awg_path0 :\t0 \n", "cont_mode_waveform_idx_awg_path1 :\t0 \n", "demod_en_acq :\tFalse \n", "gain_awg_path0 :\t1 \n", "gain_awg_path1 :\t1 \n", "integration_length_acq :\t1024 \n", "marker_ovr_en :\tFalse \n", "marker_ovr_value :\t0 \n", "mixer_corr_gain_ratio :\t1 \n", "mixer_corr_phase_offset_degree :\t-0 \n", "mod_en_awg :\tFalse \n", "nco_freq :\t0 (Hz)\n", "nco_freq_cal_type_default :\toff (Hz)\n", "nco_phase_offs :\t0 (Degrees)\n", "nco_prop_delay_comp :\t0 (ns)\n", "nco_prop_delay_comp_en :\tFalse (ns)\n", "offset_awg_path0 :\t0 \n", "offset_awg_path1 :\t0 \n", "sync_en :\tFalse \n", "thresholded_acq_marker_address :\t1 \n", "thresholded_acq_marker_en :\tFalse \n", "thresholded_acq_marker_invert :\tFalse \n", "thresholded_acq_rotation :\t0 (Degrees)\n", "thresholded_acq_threshold :\t0 \n", "thresholded_acq_trigger_address :\t1 \n", "thresholded_acq_trigger_en :\tFalse \n", "thresholded_acq_trigger_invert :\tFalse \n", "trigger10_count_threshold :\t1 \n", "trigger10_threshold_invert :\tFalse \n", "trigger11_count_threshold :\t1 \n", "trigger11_threshold_invert :\tFalse \n", "trigger12_count_threshold :\t1 \n", "trigger12_threshold_invert :\tFalse \n", "trigger13_count_threshold :\t1 \n", "trigger13_threshold_invert :\tFalse \n", "trigger14_count_threshold :\t1 \n", "trigger14_threshold_invert :\tFalse \n", "trigger15_count_threshold :\t1 \n", "trigger15_threshold_invert :\tFalse \n", "trigger1_count_threshold :\t1 \n", "trigger1_threshold_invert :\tFalse \n", "trigger2_count_threshold :\t1 \n", "trigger2_threshold_invert :\tFalse \n", "trigger3_count_threshold :\t1 \n", "trigger3_threshold_invert :\tFalse \n", "trigger4_count_threshold :\t1 \n", "trigger4_threshold_invert :\tFalse \n", "trigger5_count_threshold :\t1 \n", "trigger5_threshold_invert :\tFalse \n", "trigger6_count_threshold :\t1 \n", "trigger6_threshold_invert :\tFalse \n", "trigger7_count_threshold :\t1 \n", "trigger7_threshold_invert :\tFalse \n", "trigger8_count_threshold :\t1 \n", "trigger8_threshold_invert :\tFalse \n", "trigger9_count_threshold :\t1 \n", "trigger9_threshold_invert :\tFalse \n", "upsample_rate_awg_path0 :\t0 \n", "upsample_rate_awg_path1 :\t0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Status: OKAY, Flags: NONE, Slot flags: NONE\n" ] } ], "source": [ "# Stop both sequencers.\n", "module.stop_sequencer()\n", "\n", "# Print status of both sequencers (should now say it is stopped).\n", "print(module.get_sequencer_status(0))\n", "print(module.get_sequencer_status(1))\n", "print()\n", "\n", "# Print an overview of the instrument parameters.\n", "print(\"Snapshot:\")\n", "module.print_readable_snapshot(update=True)\n", "\n", "# Reset the cluster\n", "cluster.reset()\n", "print(cluster.get_system_status())" ] } ], "metadata": { "jupytext": { "cell_metadata_filter": "all", "notebook_metadata_filter": "files_to_bundle_in_zip_file,is_demo,execute" }, "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": "3.9.20" } }, "nbformat": 4, "nbformat_minor": 5 }