diff --git a/examples/creating-a-driven-control.ipynb b/examples/creating-a-driven-control.ipynb index 90d06a1..647b421 100644 --- a/examples/creating-a-driven-control.ipynb +++ b/examples/creating-a-driven-control.ipynb @@ -30,14 +30,14 @@ "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", - "from qctrlvisualizer import plot_controls\n", "from qctrlopencontrols import (\n", " DrivenControl,\n", " new_bb1_control,\n", " new_primitive_control,\n", " new_sk1_control,\n", " new_corpse_control,\n", - ")" + ")\n", + "from qctrlvisualizer import plot_controls" ] }, { @@ -219,7 +219,7 @@ "source": [ "### Plotting a driven control\n", "\n", - "Once created, Q-CTRL Open Controls provides the method `export` to create a set of formatted arrays ready to be immediately plotted with Matplotlib and the `plot_controls` method of the Q-CTRL Python Visualizer package. We use the `BB1` as a driven control to generate plots of the `rabi_rates`, `azimuthal_angles` and `detunings`." + "Once created, Q-CTRL Open Controls provides the method `export` to create a set of formatted arrays ready to be immediately plotted with Matplotlib and the `plot_controls` method of the Q-CTRL Python Visualizer package. We use the `BB1` as a driven control to generate plots of the `rabi_rates`, `azimuthal_angles`, and `detunings`." ] }, { @@ -229,7 +229,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] @@ -249,7 +249,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Exporting a Driven Control\n", + "### Exporting a driven control\n", "\n", "Q-CTRL Open Controls enables exporting driven controls in CSV or JSON format.\n", "\n", @@ -280,13 +280,9 @@ "output_type": "stream", "text": [ "amplitude_x,amplitude_y,detuning,duration,maximum_rabi_rate\n", - "\n", "1.0,0.0,0.0,0.5,6.283185307179586\n", - "\n", "-0.2499999999999999,0.9682458365518543,0.0,0.5,6.283185307179586\n", - "\n", "0.6874999999999996,-0.7261843774138911,0.0,1.0,6.283185307179586\n", - "\n", "-0.2499999999999999,0.9682458365518543,0.0,0.5,6.283185307179586\n", "\n" ] @@ -295,9 +291,8 @@ "source": [ "## Reload the file and check its content to better understand the format\n", "with open(filename, \"rt\") as handle:\n", - " file_content = handle.readlines()\n", - "for line in file_content:\n", - " print(line)" + " file_content = handle.read()\n", + "print(file_content)" ] }, { @@ -306,7 +301,7 @@ "source": [ "## Custom definition of a driven control\n", "\n", - "An arbitrary `DrivenControl` can be defined defined using arrays of `rabi_rotations`, `azimuthal_angles`, `detuning_rotations` and `durations`." + "An arbitrary `DrivenControl` can be defined defined using arrays of `rabi_rotations`, `azimuthal_angles`, `detuning_rotations`, and `durations`." ] }, { @@ -316,7 +311,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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", 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" ] @@ -364,7 +359,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.11.4" }, "toc": { "base_numbering": 1, diff --git a/examples/creating-a-dynamical-decoupling-sequence.ipynb b/examples/creating-a-dynamical-decoupling-sequence.ipynb index f360074..1e336e3 100644 --- a/examples/creating-a-dynamical-decoupling-sequence.ipynb +++ b/examples/creating-a-dynamical-decoupling-sequence.ipynb @@ -119,7 +119,7 @@ } ], "source": [ - "## Carr-Purcell sequence\n", + "## Carr–Purcell sequence\n", "cp_dds = new_carr_purcell_sequence(duration=10e-6, offset_count=4.0, name=\"CP DDS\")\n", "print(cp_dds)" ] @@ -241,7 +241,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", "text/plain": [ "
" ] @@ -297,39 +297,22 @@ "output_type": "stream", "text": [ "azimuthal_angles,detuning,duration,maximum_rabi_rate,rabi_rates\n", - "\n", "0.0,0.0,4.999999999999999e-07,6283185.3071795935,0.0\n", - "\n", "0.0,12566370.614359176,2.4999999999999994e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,9.999999999999997e-07,6283185.3071795935,0.0\n", - "\n", "0.0,12566370.614359176,2.4999999999999994e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,2.5000000000000015e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,5.000000000000003e-07,6283185.3071795935,0.9999999999999982\n", - "\n", "0.0,0.0,8.749999999999997e-07,6283185.3071795935,0.0\n", - "\n", "0.0,12566370.614359187,2.499999999999997e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,2.2500000000000005e-06,6283185.3071795935,0.0\n", - "\n", "0.0,12566370.614359207,2.499999999999993e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,8.750000000000001e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,4.999999999999994e-07,6283185.3071795935,1.0\n", - "\n", "0.0,0.0,2.50000000000001e-07,6283185.3071795935,0.0\n", - "\n", "0.0,12566370.614359207,2.499999999999993e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,1.0000000000000023e-06,6283185.3071795935,0.0\n", - "\n", "0.0,12566370.614359207,2.499999999999993e-07,6283185.3071795935,0.0\n", - "\n", "0.0,0.0,5.000000000000003e-07,6283185.3071795935,0.0\n", "\n" ] @@ -338,9 +321,8 @@ "source": [ "## Reload the file and check its content to better understand the format\n", "with open(filename, \"rt\") as handle:\n", - " file_content = handle.readlines()\n", - "for line in file_content:\n", - " print(line)" + " file_content = handle.read()\n", + "print(file_content)" ] }, { @@ -349,7 +331,7 @@ "source": [ "## Custom definition of a DDS\n", "\n", - "An arbitrary `DynamicDecouplingSequence` can be created by providing a `duration` along with arrays for the `rabi_rotations`, `azimuthal_angles`, `detuning_rotations` and `offsets`." + "An arbitrary `DynamicDecouplingSequence` can be created by providing a `duration` along with arrays for the `rabi_rotations`, `azimuthal_angles`, `detuning_rotations`, and `offsets`." ] }, { @@ -359,7 +341,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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", 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" ] @@ -406,7 +388,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.13" + "version": "3.11.4" }, "toc": { "base_numbering": 1, diff --git a/qctrlopencontrols/driven_controls/driven_control.py b/qctrlopencontrols/driven_controls/driven_control.py index 2c426b3..1df1aa9 100644 --- a/qctrlopencontrols/driven_controls/driven_control.py +++ b/qctrlopencontrols/driven_controls/driven_control.py @@ -554,7 +554,7 @@ def export( self, coordinates=Coordinate.CYLINDRICAL.value, dimensionless_rabi_rate=True ) -> dict[str, Any]: """ - Returns a dictionary formatted for plotting using the ``qctrl-visualizer`` package. + Returns a dictionary formatted for plotting using the Q-CTRL Visualizer package. Parameters ---------- @@ -569,7 +569,7 @@ def export( ------- dict Dictionary with plot data that can be used by the `plot_controls` - method of the ``qctrl-visualizer`` package. It has keywords 'Rabi rate' + method of the Q-CTRL Visualizer package. It has keywords 'Rabi rate' and 'Detuning' for 'cylindrical' coordinates and 'X amplitude', 'Y amplitude', and 'Detuning' for 'cartesian' coordinates. """ @@ -587,30 +587,29 @@ def export( plot_dictionary = {} - plot_x = self.amplitude_x / normalizer - plot_y = self.amplitude_y / normalizer - plot_r = self.rabi_rates / normalizer - plot_theta = self.azimuthal_angles - plot_durations = self.durations - plot_detunings = self.detunings - if coordinates == Coordinate.CARTESIAN.value: - plot_dictionary["X amplitude"] = [ - {"value": v, "duration": t} for v, t in zip(plot_x, plot_durations) - ] - plot_dictionary["Y amplitude"] = [ - {"value": v, "duration": t} for v, t in zip(plot_y, plot_durations) - ] + plot_dictionary["X amplitude"] = { + "values": self.amplitude_x / normalizer, + "durations": self.durations, + } + plot_dictionary["Y amplitude"] = { + "values": self.amplitude_y / normalizer, + "durations": self.durations, + } if coordinates == Coordinate.CYLINDRICAL.value: - plot_dictionary["Rabi rate"] = [ - {"value": r * np.exp(1.0j * theta), "duration": t} - for r, theta, t in zip(plot_r, plot_theta, plot_durations) - ] + values = (self.rabi_rates / normalizer) * np.exp( + 1.0j * self.azimuthal_angles + ) + plot_dictionary["Rabi rate"] = { + "values": values, + "durations": self.durations, + } - plot_dictionary["Detuning"] = [ - {"value": v, "duration": t} for v, t in zip(plot_detunings, plot_durations) - ] + plot_dictionary["Detuning"] = { + "values": self.detunings, + "durations": self.durations, + } return plot_dictionary diff --git a/qctrlopencontrols/dynamic_decoupling_sequences/dynamic_decoupling_sequence.py b/qctrlopencontrols/dynamic_decoupling_sequences/dynamic_decoupling_sequence.py index 9e693ae..ea6944a 100644 --- a/qctrlopencontrols/dynamic_decoupling_sequences/dynamic_decoupling_sequence.py +++ b/qctrlopencontrols/dynamic_decoupling_sequences/dynamic_decoupling_sequence.py @@ -132,27 +132,22 @@ def __init__( def export(self) -> dict[str, Any]: """ - Returns a dictionary for plotting using the qctrl-visualizer package. + Returns a dictionary for plotting using the Q-CTRL Visualizer package. Returns ------- dict - Dictionary with plot data that can be used by the plot_sequences - method of the qctrl-visualizer package. It has keywords 'Rabi' + Dictionary with plot data that can be used by the `plot_sequences` + method of the Q-CTRL Visualizer package. It has keywords 'Rabi' and 'Detuning'. """ return { - "Rabi": [ - {"rotation": rabi * np.exp(1.0j * theta), "offset": offset} - for rabi, theta, offset in zip( - self.rabi_rotations, self.azimuthal_angles, self.offsets - ) - ], - "Detuning": [ - {"rotation": rotation, "offset": offset} - for rotation, offset in zip(self.detuning_rotations, self.offsets) - ], + "Rabi": { + "rotations": self.rabi_rotations * np.exp(1.0j * self.azimuthal_angles), + "offsets": self.offsets, + }, + "Detuning": {"rotations": self.detuning_rotations, "offsets": self.offsets}, } def __repr__(self): diff --git a/tests/test_driven_controls.py b/tests/test_driven_controls.py index 1e933ac..cf6636c 100644 --- a/tests/test_driven_controls.py +++ b/tests/test_driven_controls.py @@ -261,23 +261,13 @@ def test_plot_data(): dimensionless_rabi_rate=False, coordinates="cartesian" ) - assert np.allclose( - [point["duration"] for point in plot_data["X amplitude"]], _durations - ) - assert np.allclose( - [point["duration"] for point in plot_data["Y amplitude"]], _durations - ) - assert np.allclose( - [point["duration"] for point in plot_data["Detuning"]], _durations - ) + assert np.allclose(plot_data["X amplitude"]["durations"], _durations) + assert np.allclose(plot_data["Y amplitude"]["durations"], _durations) + assert np.allclose(plot_data["Detuning"]["durations"], _durations) - assert np.allclose( - [point["value"] for point in plot_data["X amplitude"]], x_amplitude - ) - assert np.allclose( - [point["value"] for point in plot_data["Y amplitude"]], y_amplitude - ) - assert np.allclose([point["value"] for point in plot_data["Detuning"]], _detunings) + assert np.allclose(plot_data["X amplitude"]["values"], x_amplitude) + assert np.allclose(plot_data["Y amplitude"]["values"], y_amplitude) + assert np.allclose(plot_data["Detuning"]["values"], _detunings) def test_pretty_print(): diff --git a/tests/test_dynamical_decoupling.py b/tests/test_dynamical_decoupling.py index 5d7f067..b2f6fab 100644 --- a/tests/test_dynamical_decoupling.py +++ b/tests/test_dynamical_decoupling.py @@ -156,18 +156,13 @@ def test_sequence_plot(): plot_data = seq.export() - _plot_rabi_offsets = [pulse["offset"] for pulse in plot_data["Rabi"]] - _plot_detuning_offsets = [pulse["offset"] for pulse in plot_data["Detuning"]] - _plot_rabi_rotations = [pulse["rotation"] for pulse in plot_data["Rabi"]] - _plot_detuning_rotations = [pulse["rotation"] for pulse in plot_data["Detuning"]] + assert np.allclose(plot_data["Rabi"]["offsets"], _offsets) + assert np.allclose(plot_data["Detuning"]["offsets"], _offsets) - assert np.allclose(_plot_rabi_offsets, _offsets) - assert np.allclose(_plot_detuning_offsets, _offsets) + assert np.allclose(np.abs(plot_data["Rabi"]["rotations"]), _rabi_rotations) + assert np.allclose(np.angle(plot_data["Rabi"]["rotations"]), _azimuthal_angle) - assert np.allclose(np.abs(_plot_rabi_rotations), _rabi_rotations) - assert np.allclose(np.angle(_plot_rabi_rotations), _azimuthal_angle) - - assert np.allclose(_plot_detuning_rotations, _detuning_rotations) + assert np.allclose(plot_data["Detuning"]["rotations"], _detuning_rotations) # with both X and Y pi _offsets = np.array([0, 0.25, 0.5, 0.75, 1.00]) @@ -185,18 +180,13 @@ def test_sequence_plot(): plot_data = seq.export() - _plot_rabi_offsets = [pulse["offset"] for pulse in plot_data["Rabi"]] - _plot_detuning_offsets = [pulse["offset"] for pulse in plot_data["Detuning"]] - _plot_rabi_rotations = [pulse["rotation"] for pulse in plot_data["Rabi"]] - _plot_detuning_rotations = [pulse["rotation"] for pulse in plot_data["Detuning"]] - - assert np.allclose(_plot_rabi_offsets, _offsets) - assert np.allclose(_plot_detuning_offsets, _offsets) + assert np.allclose(plot_data["Rabi"]["offsets"], _offsets) + assert np.allclose(plot_data["Detuning"]["offsets"], _offsets) - assert np.allclose(np.abs(_plot_rabi_rotations), _rabi_rotations) - assert np.allclose(np.angle(_plot_rabi_rotations), _azimuthal_angle) + assert np.allclose(np.abs(plot_data["Rabi"]["rotations"]), _rabi_rotations) + assert np.allclose(np.angle(plot_data["Rabi"]["rotations"]), _azimuthal_angle) - assert np.allclose(_plot_detuning_rotations, _detuning_rotations) + assert np.allclose(plot_data["Detuning"]["rotations"], _detuning_rotations) def test_pretty_string_format():