{ "cells": [ { "cell_type": "markdown", "id": "1ca64a62", "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": "b4a43ff3", "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": "adead9df", "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": "15ce9b14", "metadata": { "tags": [] }, "source": [ "Setup\n", "-----\n", "\n", "First, we are going to import the required packages." ] }, { "cell_type": "code", "execution_count": 1, "id": "12bd053c", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:53.847590Z", "iopub.status.busy": "2024-11-13T02:39:53.847392Z", "iopub.status.idle": "2024-11-13T02:39:54.694168Z", "shell.execute_reply": "2024-11-13T02:39:54.693331Z" }, "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": "d372cf12", "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": "a19e2717", "metadata": {}, "source": [ "`!qblox-pnp list`" ] }, { "cell_type": "code", "execution_count": 2, "id": "46fab8e7", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:54.696726Z", "iopub.status.busy": "2024-11-13T02:39:54.696548Z", "iopub.status.idle": "2024-11-13T02:39:54.699665Z", "shell.execute_reply": "2024-11-13T02:39:54.699103Z" } }, "outputs": [], "source": [ "cluster_ip = \"10.10.200.42\"\n", "cluster_name = \"cluster0\"" ] }, { "cell_type": "markdown", "id": "aab87ed9", "metadata": {}, "source": [ "### Connect to Cluster\n", "\n", "We now make a connection with the Cluster." ] }, { "cell_type": "code", "execution_count": 3, "id": "089aa47d", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:54.701666Z", "iopub.status.busy": "2024-11-13T02:39:54.701507Z", "iopub.status.idle": "2024-11-13T02:39:55.488382Z", "shell.execute_reply": "2024-11-13T02:39:55.487533Z" }, "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", " }\n", " if cluster_ip is None\n", " else None\n", " ),\n", ")" ] }, { "cell_type": "markdown", "id": "beb0f679", "metadata": { "lines_to_next_cell": 2 }, "source": [ "#### Get connected modules" ] }, { "cell_type": "code", "execution_count": 4, "id": "d8c29d7e", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:55.490686Z", "iopub.status.busy": "2024-11-13T02:39:55.490485Z", "iopub.status.idle": "2024-11-13T02:39:55.494546Z", "shell.execute_reply": "2024-11-13T02:39:55.493830Z" } }, "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": "221b3623", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:55.496394Z", "iopub.status.busy": "2024-11-13T02:39:55.496211Z", "iopub.status.idle": "2024-11-13T02:39:55.519496Z", "shell.execute_reply": "2024-11-13T02:39:55.518816Z" }, "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": "9796a1e3", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:55.521243Z", "iopub.status.busy": "2024-11-13T02:39:55.521073Z", "iopub.status.idle": "2024-11-13T02:39:55.523787Z", "shell.execute_reply": "2024-11-13T02:39:55.523214Z" } }, "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": "dccc52f9", "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": "b4c23b0f", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:55.525597Z", "iopub.status.busy": "2024-11-13T02:39:55.525441Z", "iopub.status.idle": "2024-11-13T02:39:58.003530Z", "shell.execute_reply": "2024-11-13T02:39:58.002821Z" } }, "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": "f69430c0", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.005497Z", "iopub.status.busy": "2024-11-13T02:39:58.005316Z", "iopub.status.idle": "2024-11-13T02:39:58.008419Z", "shell.execute_reply": "2024-11-13T02:39:58.007759Z" } }, "outputs": [], "source": [ "readout_module = module" ] }, { "cell_type": "markdown", "id": "48d19314", "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": "0dd040e6", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.010424Z", "iopub.status.busy": "2024-11-13T02:39:58.010235Z", "iopub.status.idle": "2024-11-13T02:39:58.014964Z", "shell.execute_reply": "2024-11-13T02:39:58.013994Z" } }, "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": "2147d4aa", "metadata": {}, "source": [ "Let's plot the waveforms to see what we have created." ] }, { "cell_type": "code", "execution_count": 10, "id": "e010c851", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.017139Z", "iopub.status.busy": "2024-11-13T02:39:58.016946Z", "iopub.status.idle": "2024-11-13T02:39:58.222208Z", "shell.execute_reply": "2024-11-13T02:39:58.221577Z" } }, "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": "a04269e5", "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": "76eeefe5", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.224392Z", "iopub.status.busy": "2024-11-13T02:39:58.224195Z", "iopub.status.idle": "2024-11-13T02:39:58.227594Z", "shell.execute_reply": "2024-11-13T02:39:58.227026Z" } }, "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": "f2d146c4", "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": "cc56512e", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.229403Z", "iopub.status.busy": "2024-11-13T02:39:58.229243Z", "iopub.status.idle": "2024-11-13T02:39:58.232374Z", "shell.execute_reply": "2024-11-13T02:39:58.231695Z" } }, "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": "60cec9fd", "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": "fa628d76", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.234179Z", "iopub.status.busy": "2024-11-13T02:39:58.234007Z", "iopub.status.idle": "2024-11-13T02:39:58.258889Z", "shell.execute_reply": "2024-11-13T02:39:58.258122Z" } }, "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": "3b0b5f32", "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": "8d1ec636", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.261191Z", "iopub.status.busy": "2024-11-13T02:39:58.261013Z", "iopub.status.idle": "2024-11-13T02:39:58.331998Z", "shell.execute_reply": "2024-11-13T02:39:58.329015Z" } }, "outputs": [], "source": [ "# Upload sequence.\n", "readout_module.sequencer0.sequence(\"sequence.json\")" ] }, { "cell_type": "markdown", "id": "4802ffc0", "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": "d163befd", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.340017Z", "iopub.status.busy": "2024-11-13T02:39:58.339219Z", "iopub.status.idle": "2024-11-13T02:39:58.391574Z", "shell.execute_reply": "2024-11-13T02:39:58.388653Z" }, "lines_to_next_cell": 0 }, "outputs": [], "source": [ "readout_module.disconnect_outputs()\n", "readout_module.disconnect_inputs()" ] }, { "cell_type": "code", "execution_count": 16, "id": "56962913", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.399262Z", "iopub.status.busy": "2024-11-13T02:39:58.398544Z", "iopub.status.idle": "2024-11-13T02:39:58.493444Z", "shell.execute_reply": "2024-11-13T02:39:58.490118Z" }, "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": "ca86c4bf", "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": "71977a82", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.502648Z", "iopub.status.busy": "2024-11-13T02:39:58.501806Z", "iopub.status.idle": "2024-11-13T02:39:58.537006Z", "shell.execute_reply": "2024-11-13T02:39:58.533610Z" }, "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": "2f62e4da", "metadata": {}, "source": [ "Now let's start the sequence." ] }, { "cell_type": "code", "execution_count": 18, "id": "12b0db73", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.546217Z", "iopub.status.busy": "2024-11-13T02:39:58.545375Z", "iopub.status.idle": "2024-11-13T02:39:58.571197Z", "shell.execute_reply": "2024-11-13T02:39:58.568007Z" } }, "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": "3ce2e648", "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": "6ce203b3", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.580014Z", "iopub.status.busy": "2024-11-13T02:39:58.579085Z", "iopub.status.idle": "2024-11-13T02:39:58.637561Z", "shell.execute_reply": "2024-11-13T02:39:58.634481Z" } }, "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": "c9a7dd1d", "metadata": {}, "source": [ "Let's plot the result." ] }, { "cell_type": "code", "execution_count": 20, "id": "79127cdd", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.644570Z", "iopub.status.busy": "2024-11-13T02:39:58.644005Z", "iopub.status.idle": "2024-11-13T02:39:58.763550Z", "shell.execute_reply": "2024-11-13T02:39:58.762916Z" } }, "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": "dff92a11", "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": "9ec6a108", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.765525Z", "iopub.status.busy": "2024-11-13T02:39:58.765355Z", "iopub.status.idle": "2024-11-13T02:39:58.980533Z", "shell.execute_reply": "2024-11-13T02:39:58.979185Z" } }, "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": "b6f38e48", "metadata": {}, "source": [ "Let's plot the result again." ] }, { "cell_type": "code", "execution_count": 22, "id": "362796ce", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:58.983924Z", "iopub.status.busy": "2024-11-13T02:39:58.983608Z", "iopub.status.idle": "2024-11-13T02:39:59.142363Z", "shell.execute_reply": "2024-11-13T02:39:59.141691Z" }, "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": "754bfaac", "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": "e23fcd2b", "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": "466bc882", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:59.144318Z", "iopub.status.busy": "2024-11-13T02:39:59.144144Z", "iopub.status.idle": "2024-11-13T02:39:59.147117Z", "shell.execute_reply": "2024-11-13T02:39:59.146478Z" } }, "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": "29b7ac06", "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": "251fba69", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:59.149065Z", "iopub.status.busy": "2024-11-13T02:39:59.148906Z", "iopub.status.idle": "2024-11-13T02:39:59.287114Z", "shell.execute_reply": "2024-11-13T02:39:59.284030Z" } }, "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": "8a75f18e", "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": "c5f67a5b", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:59.294643Z", "iopub.status.busy": "2024-11-13T02:39:59.294470Z", "iopub.status.idle": "2024-11-13T02:39:59.439962Z", "shell.execute_reply": "2024-11-13T02:39:59.439287Z" } }, "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": "b189ffe2", "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": "c77d934d", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:59.442006Z", "iopub.status.busy": "2024-11-13T02:39:59.441832Z", "iopub.status.idle": "2024-11-13T02:39:59.445196Z", "shell.execute_reply": "2024-11-13T02:39:59.444583Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "738\n", "738\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": "8c527148", "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": "fbb125f5", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:59.447056Z", "iopub.status.busy": "2024-11-13T02:39:59.446898Z", "iopub.status.idle": "2024-11-13T02:39:59.608659Z", "shell.execute_reply": "2024-11-13T02:39:59.607985Z" } }, "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(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": "4c7a8f33", "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": "b96613df", "metadata": { "execution": { "iopub.execute_input": "2024-11-13T02:39:59.610607Z", "iopub.status.busy": "2024-11-13T02:39:59.610439Z", "iopub.status.idle": "2024-11-13T02:40:06.731240Z", "shell.execute_reply": "2024-11-13T02:40:06.730554Z" } }, "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", "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": "tags,-all", "main_language": "python", "notebook_metadata_filter": "-all" }, "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 }