620 lines
392 KiB
Plaintext
620 lines
392 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"id": "d616f7f3-fc79-46b3-8c7f-38e90b31ed17",
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"metadata": {
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"tags": [
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"remove-cell"
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]
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},
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"outputs": [],
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"source": [
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"# Don't use SVGs for this file because the images are too large,\n",
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"# and the SVGs are much larger than their PNGs equivalents.\n",
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"%config InlineBackend.figure_format='png'"
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]
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},
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{
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"cell_type": "markdown",
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"id": "9429c31d-84b1-4547-9227-0b2fcf8a0193",
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"metadata": {},
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"source": [
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"# Transpile against custom backends"
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]
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},
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{
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"cell_type": "markdown",
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"id": "27349ef1-5e25-4762-8a6f-8b4c265763c9",
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"metadata": {
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"tags": [
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"version-info"
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]
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},
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"source": [
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"<details>\n",
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"<summary><b>Package versions</b></summary>\n",
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"\n",
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"The code on this page was developed using the following requirements.\n",
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"We recommend using these versions or newer.\n",
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"\n",
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"```\n",
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"qiskit[all]~=1.2.4\n",
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"qiskit-aer~=0.15.1\n",
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"qiskit-ibm-runtime~=0.31.0\n",
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"qiskit-serverless~=0.17.1\n",
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"qiskit-ibm-catalog~=0.1\n",
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"```\n",
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"</details>"
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]
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},
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{
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"cell_type": "markdown",
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"id": "678c28a1-d1ee-4179-8c7a-be5698e045bb",
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"metadata": {},
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"source": [
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"{/* cspell:ignore LOCC */}\n",
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"\n",
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"One of the more powerful features of Qiskit is the ability to support unique device configurations. Qiskit is built to be agnostic to the provider of the quantum hardware you use, and providers can configure the `BackendV2` object to their own unique device properties. This topic demonstrates how to configure your own backend and transpile quantum circuits against them.\n",
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"\n",
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"You can create unique `BackendV2` objects with different geometries or basis gates and transpile your circuits with those configurations in mind. The example below covers a backend with a disjoint qubit lattice, whose basis gates are different along the edges from within the bulk."
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]
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},
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{
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"cell_type": "markdown",
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"id": "77d43aaf-5f92-412d-b49a-30be82268d21",
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"metadata": {},
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"source": [
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"## Understand the Provider, BackendV2, and Target interfaces\n",
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"\n",
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"Before beginning, it is helpful to understand the usage and purpose of the [`Provider`](../api/qiskit/providers), [`BackendV2`](../api/qiskit/qiskit.providers.BackendV2), and [`Target`](../api/qiskit/qiskit.transpiler.Target) objects.\n",
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"\n",
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"- If you have a quantum device or simulator that you want to integrate into the Qiskit SDK, you need to write your own `Provider` class. This class serves a single purpose: to get backend objects that you provide. This is where any required credential and/or authentication tasks are handled. Once instantiated, the provider object will then provide a list of backends as well as the ability to acquire/instantiate backends.\n",
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"\n",
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"- Next, the backend classes provide the interface between the Qiskit SDK and the hardware or simulator that will execute circuits. They include all necessary information to describe a backend to the transpiler so that it can optimize any circuit according to its constraints. A `BackendV2` is built of four main parts:\n",
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" - A [`Target`](../api/qiskit/qiskit.transpiler.Target) property, which contains a description of the constraints of the backend and provides a model of the backend for the transpiler\n",
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" - A `max_circuits` property that defines a limit on the number of circuits a backend can execute in a single job\n",
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" - A `run()` method that accept job submissions\n",
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" - A set of `_default_options` to define the user configurable options and their default values"
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]
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},
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{
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"cell_type": "markdown",
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"id": "0ad9dc45-97e9-4e47-b7c0-2fa536d4e624",
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"metadata": {},
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"source": [
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"## Create a custom BackendV2\n",
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"\n",
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"The `BackendV2` object is an abstract class used for all backend objects created by a provider (either within `qiskit.providers` or another library such as [`qiskit_ibm_runtime.IBMBackend`](../api/qiskit-ibm-runtime/qiskit_ibm_runtime.IBMBackend)). As mentioned above, these objects contain several attributes, including a [`Target`](/api/qiskit/qiskit.transpiler.Target). The `Target` contains information that specifies the backend's attributes - such as the [`Coupling Map`](/api/qiskit/qiskit.transpiler.CouplingMap), list of [`Instructions`](/api/qiskit/qiskit.circuit.Instruction), and others - to the transpiler. In addition to the `Target`, one can also define pulse-level details such as the [`DriveChannel`](/api/qiskit/qiskit.pulse.channels.DriveChannel) or [`ControlChannel`](/api/qiskit/qiskit.pulse.channels.ControlChannel).\n",
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"\n",
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"The following example demonstrates this customization by creating a simulated multi-chip backend, where each chip possesses a heavy-hex connectivity. The example specifies the backend's two-qubit gate set to be [`CZGates`](../api/qiskit/qiskit.circuit.library.CZGate) within each chip and [`CXGates`](../api/qiskit/qiskit.circuit.library.ECRGate) between chips. First, create your own `BackendV2` and customize its `Target` with single and two-qubit gates according to the previously described constraints.\n",
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"\n",
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"<Admonition type=\"tip\" title=\"graphviz library\">\n",
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"Plotting a coupling map requires the [`graphviz`](https://graphviz.org/) library to be installed.\n",
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"</Admonition>"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 2,
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"id": "b346f50b-b127-4074-99fc-7c53e3fbc022",
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"metadata": {},
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"outputs": [],
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"source": [
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"import numpy as np\n",
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"import rustworkx as rx\n",
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"\n",
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"from qiskit.providers import BackendV2, Options\n",
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"from qiskit.transpiler import Target, InstructionProperties\n",
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"from qiskit.circuit.library import XGate, SXGate, RZGate, CZGate, ECRGate\n",
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"from qiskit.circuit import Measure, Delay, Parameter, Reset\n",
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"from qiskit import QuantumCircuit, transpile\n",
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"from qiskit.visualization import plot_gate_map\n",
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"\n",
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"\n",
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"class FakeLOCCBackend(BackendV2):\n",
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" \"\"\"Fake multi chip backend.\"\"\"\n",
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"\n",
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" def __init__(self, distance=3, number_of_chips=3):\n",
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" \"\"\"Instantiate a new fake multi chip backend.\n",
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"\n",
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" Args:\n",
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" distance (int): The heavy hex code distance to use for each chips'\n",
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" coupling map. This number **must** be odd. The distance relates\n",
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" to the number of qubits by:\n",
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" :math:`n = \\\\frac{5d^2 - 2d - 1}{2}` where :math:`n` is the\n",
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" number of qubits and :math:`d` is the ``distance``\n",
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" number_of_chips (int): The number of chips to have in the multichip backend\n",
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" each chip will be a heavy hex graph of ``distance`` code distance.\n",
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" \"\"\"\n",
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" super().__init__(name=\"Fake LOCC backend\")\n",
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" # Create a heavy-hex graph using the rustworkx library, then instantiate a new target\n",
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" self._graph = rx.generators.directed_heavy_hex_graph(\n",
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" distance, bidirectional=False\n",
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" )\n",
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" num_qubits = len(self._graph) * number_of_chips\n",
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" self._target = Target(\n",
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" \"Fake multi-chip backend\", num_qubits=num_qubits\n",
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" )\n",
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"\n",
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" # Generate instruction properties for single qubit gates and a measurement, delay,\n",
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" # and reset operation to every qubit in the backend.\n",
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" rng = np.random.default_rng(seed=12345678942)\n",
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" rz_props = {}\n",
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" x_props = {}\n",
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" sx_props = {}\n",
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" measure_props = {}\n",
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" delay_props = {}\n",
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"\n",
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" # Add 1q gates. Globally use virtual rz, x, sx, and measure\n",
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" for i in range(num_qubits):\n",
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" qarg = (i,)\n",
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" rz_props[qarg] = InstructionProperties(error=0.0, duration=0.0)\n",
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" x_props[qarg] = InstructionProperties(\n",
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" error=rng.uniform(1e-6, 1e-4),\n",
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" duration=rng.uniform(1e-8, 9e-7),\n",
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" )\n",
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" sx_props[qarg] = InstructionProperties(\n",
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" error=rng.uniform(1e-6, 1e-4),\n",
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" duration=rng.uniform(1e-8, 9e-7),\n",
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" )\n",
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" measure_props[qarg] = InstructionProperties(\n",
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" error=rng.uniform(1e-3, 1e-1),\n",
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" duration=rng.uniform(1e-8, 9e-7),\n",
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" )\n",
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" delay_props[qarg] = None\n",
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" self._target.add_instruction(XGate(), x_props)\n",
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" self._target.add_instruction(SXGate(), sx_props)\n",
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" self._target.add_instruction(RZGate(Parameter(\"theta\")), rz_props)\n",
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" self._target.add_instruction(Measure(), measure_props)\n",
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" self._target.add_instruction(Reset(), measure_props)\n",
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"\n",
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" self._target.add_instruction(Delay(Parameter(\"t\")), delay_props)\n",
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" # Add chip local 2q gate which is CZ\n",
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" cz_props = {}\n",
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" for i in range(number_of_chips):\n",
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" for root_edge in self._graph.edge_list():\n",
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" offset = i * len(self._graph)\n",
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" edge = (root_edge[0] + offset, root_edge[1] + offset)\n",
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" cz_props[edge] = InstructionProperties(\n",
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" error=rng.uniform(7e-4, 5e-3),\n",
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" duration=rng.uniform(1e-8, 9e-7),\n",
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" )\n",
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" self._target.add_instruction(CZGate(), cz_props)\n",
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"\n",
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" cx_props = {}\n",
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" # Add interchip 2q gates which are ecr (effectively CX)\n",
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" # First determine which nodes to connect\n",
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" node_indices = self._graph.node_indices()\n",
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" edge_list = self._graph.edge_list()\n",
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" inter_chip_nodes = {}\n",
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" for node in node_indices:\n",
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" count = 0\n",
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" for edge in edge_list:\n",
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" if node == edge[0]:\n",
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" count += 1\n",
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" if count == 1:\n",
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" inter_chip_nodes[node] = count\n",
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" # Create inter-chip ecr props\n",
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" cx_props = {}\n",
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" inter_chip_edges = list(inter_chip_nodes.keys())\n",
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" for i in range(1, number_of_chips):\n",
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" offset = i * len(self._graph)\n",
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" edge = (\n",
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" inter_chip_edges[1] + (len(self._graph) * (i - 1)),\n",
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" inter_chip_edges[0] + offset,\n",
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" )\n",
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" cx_props[edge] = InstructionProperties(\n",
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" error=rng.uniform(7e-4, 5e-3),\n",
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" duration=rng.uniform(1e-8, 9e-7),\n",
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" )\n",
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"\n",
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" self._target.add_instruction(ECRGate(), cx_props)\n",
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"\n",
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" @property\n",
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" def target(self):\n",
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" return self._target\n",
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"\n",
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" @property\n",
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" def max_circuits(self):\n",
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" return None\n",
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"\n",
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" @property\n",
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" def graph(self):\n",
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" return self._graph\n",
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"\n",
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" @classmethod\n",
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" def _default_options(cls):\n",
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" return Options(shots=1024)\n",
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"\n",
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" def run(self, circuit, **kwargs):\n",
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" raise NotImplementedError(\n",
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" \"This backend does not contain a run method\"\n",
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" )"
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]
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},
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{
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"cell_type": "markdown",
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"id": "64a418fa-7a7e-4a12-b9c9-ff7377bffed4",
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"metadata": {},
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"source": [
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"### Visualize backends\n",
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"\n",
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"You can view the connectivity graph of this new class with the [`plot_gate_map()`](../api/qiskit/qiskit.visualization.plot_gate_map) method from the `qiskit.visualization` module. This method, along with [`plot_coupling_map()`](../api/qiskit/qiskit.visualization.plot_coupling_map) and [`plot_circuit_layout()`](../api/qiskit/qiskit.visualization.plot_circuit_layout), are helpful tools for visualizing the qubit arrangement of a backend, as well as how a circuit is laid out across the qubits of a backend. This example creates a backend containing three small heavy-hex chips. It specifies a set of coordinates to arrange the qubits, as well as a set of custom colors for the differing two-qubit gates."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 3,
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"id": "fcc3056a-4e89-4b35-a0d5-e5c676459cc2",
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"metadata": {},
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"outputs": [],
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"source": [
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"backend = FakeLOCCBackend(3, 3)\n",
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"\n",
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"\n",
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"target = backend.target\n",
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"coupling_map_backend = target.build_coupling_map()\n",
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"\n",
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"\n",
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"coordinates = [\n",
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" (3, 1),\n",
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" (3, -1),\n",
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" (2, -2),\n",
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" (1, 1),\n",
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" (0, 0),\n",
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" (-1, -1),\n",
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" (-2, 2),\n",
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" (-3, 1),\n",
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" (-3, -1),\n",
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" (2, 1),\n",
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" (1, -1),\n",
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" (-1, 1),\n",
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" (-2, -1),\n",
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" (3, 0),\n",
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" (2, -1),\n",
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" (0, 1),\n",
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" (0, -1),\n",
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" (-2, 1),\n",
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" (-3, 0),\n",
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"]\n",
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"\n",
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"single_qubit_coordinates = []\n",
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"total_qubit_coordinates = []\n",
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"\n",
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"\n",
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"for coordinate in coordinates:\n",
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" total_qubit_coordinates.append(coordinate)\n",
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"\n",
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"for coordinate in coordinates:\n",
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" total_qubit_coordinates.append(\n",
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" (-1 * coordinate[0] + 1, coordinate[1] + 4)\n",
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" )\n",
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"\n",
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"for coordinate in coordinates:\n",
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" total_qubit_coordinates.append((coordinate[0], coordinate[1] + 8))\n",
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"\n",
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"\n",
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"line_colors = [\"#adaaab\" for edge in coupling_map_backend.get_edges()]\n",
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"ecr_edges = []\n",
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"\n",
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"# Get tuples for the edges which have an ecr instruction attached\n",
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"for instruction in target.instructions:\n",
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" if instruction[0].name == \"ecr\":\n",
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" ecr_edges.append(instruction[1])\n",
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"\n",
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"for i, edge in enumerate(coupling_map_backend.get_edges()):\n",
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" if edge in ecr_edges:\n",
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" line_colors[i] = \"#000000\""
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]
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},
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{
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"cell_type": "code",
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"execution_count": 4,
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"id": "6dc04d04-7afb-46f2-8ee6-ac961e4583f5",
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"Fake LOCC backend\n"
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]
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},
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{
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"data": {
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"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 1375.4x823.4 with 1 Axes>"
|
|
]
|
|
},
|
|
"execution_count": 4,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"print(backend.name)\n",
|
|
"plot_gate_map(\n",
|
|
" backend,\n",
|
|
" plot_directed=True,\n",
|
|
" qubit_coordinates=total_qubit_coordinates,\n",
|
|
" line_color=line_colors,\n",
|
|
")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"id": "d61da191-caa0-4175-a5f4-741b60905cdc",
|
|
"metadata": {},
|
|
"source": [
|
|
"Each qubit is labeled, and colored arrows represent the two-qubit gates. Gray arrows are the CZ gates and the black arrows are the inter-chip CX gates (these connect qubits $6 \\rightarrow 21$ and $25 \\rightarrow 40$). The direction of the arrow indicates the default direction in which these gates are executed; they specify which qubits are control/targets by default for each two-qubit channel."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"id": "59dc66df-5fb8-4844-922c-714fa86f08d5",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Transpile against custom backends\n",
|
|
"\n",
|
|
"Now that a custom backend with its own unique [`Target`](../api/qiskit/qiskit.transpiler.Target) has been defined, it is straightforward to transpile quantum circuits against this backend, since all the relevant constraints (basis gates, qubit connectivity, and so forth) needed for transpiler passes are contained within this attribute. The next example builds a circuit that creates a large GHZ state and transpiles it against the backend constructed above."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 5,
|
|
"id": "cf2b1e0f-e6a1-4274-af7b-e5d4d3df6add",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Pre-Transpilation: \n",
|
|
"CX gates: 49\n",
|
|
"H gates: 50\n",
|
|
"\n",
|
|
" ############################## \n",
|
|
"\n"
|
|
]
|
|
},
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Post-Transpilation: \n",
|
|
"CZ gates: 146\n",
|
|
"ECR gates: 6\n",
|
|
"SX gates: 291\n",
|
|
"RZ gates: 222\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"from qiskit.transpiler.preset_passmanagers import generate_preset_pass_manager\n",
|
|
"\n",
|
|
"num_qubits = 50\n",
|
|
"ghz = QuantumCircuit(num_qubits)\n",
|
|
"ghz.h(range(num_qubits))\n",
|
|
"ghz.cx(0, range(1, num_qubits))\n",
|
|
"op_counts = ghz.count_ops()\n",
|
|
"\n",
|
|
"print(\"Pre-Transpilation: \")\n",
|
|
"print(f\"CX gates: {op_counts['cx']}\")\n",
|
|
"print(f\"H gates: {op_counts['h']}\")\n",
|
|
"print(\"\\n\", 30 * \"#\", \"\\n\")\n",
|
|
"\n",
|
|
"pm = generate_preset_pass_manager(optimization_level=3, backend=backend)\n",
|
|
"transpiled_ghz = pm.run(ghz)\n",
|
|
"op_counts = transpiled_ghz.count_ops()\n",
|
|
"\n",
|
|
"print(\"Post-Transpilation: \")\n",
|
|
"print(f\"CZ gates: {op_counts['cz']}\")\n",
|
|
"print(f\"ECR gates: {op_counts['ecr']}\")\n",
|
|
"print(f\"SX gates: {op_counts['sx']}\")\n",
|
|
"print(f\"RZ gates: {op_counts['rz']}\")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"id": "58625e26-e078-4ee6-8549-362762450a3b",
|
|
"metadata": {},
|
|
"source": [
|
|
"The transpiled circuit now contains a mixture of `CZ` and `ECR` gates,which we specified as the basis gates in the backend's `Target`. There are also quite a few more gates than you started with because of the need to insert SWAP instructions after choosing a layout. Below, the [`plot_circuit_layout()`](/api/qiskit/qiskit.visualization.plot_circuit_layout) visualization tool is used to specify which qubits and two-qubit channels were used in this circuit."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 6,
|
|
"id": "b51657ed-bb37-4e1a-9dea-8189b4229d24",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 1375.4x823.4 with 1 Axes>"
|
|
]
|
|
},
|
|
"execution_count": 6,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"from qiskit.visualization import plot_circuit_layout\n",
|
|
"\n",
|
|
"plot_circuit_layout(\n",
|
|
" transpiled_ghz, backend, qubit_coordinates=total_qubit_coordinates\n",
|
|
")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"id": "ec002958-7eda-4329-aabb-cdf1b4c61403",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Create unique backends\n",
|
|
"\n",
|
|
"The [rustworkx](https://www.rustworkx.org/) package contains a large library of different graphs and enables the creation of custom graphs. The visually interesting code below creates a backend inspired by the toric code. You can then visualize the backend using the functions from the [Visualize backends](#visualize-backends) section."
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"id": "82b8fa47-b37f-4136-9e3a-ffa5bc72fdf5",
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"class FakeTorusBackend(BackendV2):\n",
|
|
" \"\"\"Fake multi chip backend.\"\"\"\n",
|
|
"\n",
|
|
" def __init__(self):\n",
|
|
" \"\"\"Instantiate a new backend that is inspired by a toric code\"\"\"\n",
|
|
" super().__init__(name=\"Fake LOCC backend\")\n",
|
|
" graph = rx.generators.directed_grid_graph(20, 20)\n",
|
|
" for column in range(20):\n",
|
|
" graph.add_edge(column, 19 * 20 + column, None)\n",
|
|
" for row in range(20):\n",
|
|
" graph.add_edge(row * 20, row * 20 + 19, None)\n",
|
|
" num_qubits = len(graph)\n",
|
|
" rng = np.random.default_rng(seed=12345678942)\n",
|
|
" rz_props = {}\n",
|
|
" x_props = {}\n",
|
|
" sx_props = {}\n",
|
|
" measure_props = {}\n",
|
|
" delay_props = {}\n",
|
|
" self._target = Target(\"Fake Kookaburra\", num_qubits=num_qubits)\n",
|
|
" # Add 1q gates. Globally use virtual rz, x, sx, and measure\n",
|
|
" for i in range(num_qubits):\n",
|
|
" qarg = (i,)\n",
|
|
" rz_props[qarg] = InstructionProperties(error=0.0, duration=0.0)\n",
|
|
" x_props[qarg] = InstructionProperties(\n",
|
|
" error=rng.uniform(1e-6, 1e-4),\n",
|
|
" duration=rng.uniform(1e-8, 9e-7),\n",
|
|
" )\n",
|
|
" sx_props[qarg] = InstructionProperties(\n",
|
|
" error=rng.uniform(1e-6, 1e-4),\n",
|
|
" duration=rng.uniform(1e-8, 9e-7),\n",
|
|
" )\n",
|
|
" measure_props[qarg] = InstructionProperties(\n",
|
|
" error=rng.uniform(1e-3, 1e-1),\n",
|
|
" duration=rng.uniform(1e-8, 9e-7),\n",
|
|
" )\n",
|
|
" delay_props[qarg] = None\n",
|
|
" self._target.add_instruction(XGate(), x_props)\n",
|
|
" self._target.add_instruction(SXGate(), sx_props)\n",
|
|
" self._target.add_instruction(RZGate(Parameter(\"theta\")), rz_props)\n",
|
|
" self._target.add_instruction(Measure(), measure_props)\n",
|
|
" self._target.add_instruction(Reset(), measure_props)\n",
|
|
" self._target.add_instruction(Delay(Parameter(\"t\")), delay_props)\n",
|
|
" cz_props = {}\n",
|
|
" for edge in graph.edge_list():\n",
|
|
" cz_props[edge] = InstructionProperties(\n",
|
|
" error=rng.uniform(7e-4, 5e-3),\n",
|
|
" duration=rng.uniform(1e-8, 9e-7),\n",
|
|
" )\n",
|
|
" self._target.add_instruction(CZGate(), cz_props)\n",
|
|
"\n",
|
|
" @property\n",
|
|
" def target(self):\n",
|
|
" return self._target\n",
|
|
"\n",
|
|
" @property\n",
|
|
" def max_circuits(self):\n",
|
|
" return None\n",
|
|
"\n",
|
|
" @classmethod\n",
|
|
" def _default_options(cls):\n",
|
|
" return Options(shots=1024)\n",
|
|
"\n",
|
|
" def run(self, circuit, **kwargs):\n",
|
|
" raise NotImplementedError(\"Lasciate ogne speranza, voi ch'intrate\")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 8,
|
|
"id": "1d40864a-7695-438b-95bf-7724c34d92b4",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 400x400 with 1 Axes>"
|
|
]
|
|
},
|
|
"execution_count": 8,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"backend = FakeTorusBackend()\n",
|
|
"# We set `figsize` to a smaller size to make the documentation website faster\n",
|
|
"# to load. Normally, you do not need to set the argument.\n",
|
|
"plot_gate_map(backend, figsize=(4, 4))"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 9,
|
|
"id": "341a0256-4a76-4d84-b598-5fc4d9fbef19",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"CZ gates: 884\n",
|
|
"X gates: 4\n",
|
|
"SX gates: 1620\n",
|
|
"RZ gates: 901\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"num_qubits = int(backend.num_qubits / 2)\n",
|
|
"full_device_bv = QuantumCircuit(num_qubits, num_qubits - 1)\n",
|
|
"full_device_bv.x(num_qubits - 1)\n",
|
|
"full_device_bv.h(range(num_qubits))\n",
|
|
"full_device_bv.cx(range(num_qubits - 1), num_qubits - 1)\n",
|
|
"full_device_bv.h(range(num_qubits))\n",
|
|
"full_device_bv.measure(range(num_qubits - 1), range(num_qubits - 1))\n",
|
|
"tqc = transpile(full_device_bv, backend, optimization_level=3)\n",
|
|
"op_counts = tqc.count_ops()\n",
|
|
"print(f\"CZ gates: {op_counts['cz']}\")\n",
|
|
"print(f\"X gates: {op_counts['x']}\")\n",
|
|
"print(f\"SX gates: {op_counts['sx']}\")\n",
|
|
"print(f\"RZ gates: {op_counts['rz']}\")"
|
|
]
|
|
}
|
|
],
|
|
"metadata": {
|
|
"description": "Learn how to create your own custom backends and transpile circuits against them",
|
|
"kernelspec": {
|
|
"display_name": "Python 3",
|
|
"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"
|
|
},
|
|
"title": "Transpile against custom backends"
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 2
|
|
}
|