{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Spectral Analysis\n", "\n", "We can study the response of a quantised system to an input field using spectral analysis. For linear systems, analytic response functions are known. We can perform spectral analysis by transforming into the frequency domain.\n", "\n", "Here we'll look at how to use the `spectral` module to obtain the absorption and dispersion profiles by transforming into the frequency domain using a discrete Fourier transform." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we'll define a typical two-level problem. We'll need to use a high resolution in the time domain if we want to consider high frequencies above and below resonance. So here, note that we use a lot of time steps. We wouldn't usually want this! It will take a long time to save and result in a large savefile." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "mb_solve_json = \"\"\"\n", "{\n", " \"atom\": {\n", " \"decays\": [\n", " {\n", " \"channels\": [[0, 1]],\n", " \"rate\": 1.0\n", " }\n", " ],\n", " \"fields\": [\n", " {\n", " \"coupled_levels\": [[0, 1]],\n", " \"rabi_freq\": 1.0e-3,\n", " \"rabi_freq_t_args\": {\n", " \"ampl\": 1.0,\n", " \"centre\": 0.0,\n", " \"fwhm\": 1.0\n", " },\n", " \"rabi_freq_t_func\": \"gaussian\"\n", " }\n", " ],\n", " \"num_states\": 2\n", " },\n", " \"t_min\": -2.0,\n", " \"t_max\": 10.0,\n", " \"t_steps\": 1000,\n", " \"z_min\": -0.2,\n", " \"z_max\": 1.2,\n", " \"z_steps\": 50,\n", " \"interaction_strengths\": [\n", " 1.0\n", " ],\n", " \"savefile\": \"spectral-analysis\"\n", "}\n", "\"\"\"" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "from maxwellbloch import mb_solve\n", "\n", "mbs = mb_solve.MBSolve().from_json_str(mb_solve_json)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "Omegas_zt, states_zt = mbs.mbsolve(recalc=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Results in the Time Domain" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First we'll look at the results in the time domain as usual." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "colorbar": { "title": { "text": "|Ω| (γ)" } }, "colorscale": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ], "type": "heatmap", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" }, "z": { "bdata": "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", "dtype": "f8", "shape": "51, 1001" } } ], "layout": { "height": 400, "template": { "layout": { "colorscale": { "diverging": [ [ 0, "rgb(103,0,31)" ], [ 0.1, "rgb(178,24,43)" ], [ 0.2, "rgb(214,96,77)" ], [ 0.3, "rgb(244,165,130)" ], [ 0.4, "rgb(253,219,199)" ], [ 0.5, "rgb(247,247,247)" ], [ 0.6, "rgb(209,229,240)" ], [ 0.7, "rgb(146,197,222)" ], [ 0.8, "rgb(67,147,195)" ], [ 0.9, "rgb(33,102,172)" ], [ 1, "rgb(5,48,97)" ] ], "sequential": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ] }, "colorway": [ "#4477AA", "#EE6677", "#228833", "#CCBB44", "#66CCEE", "#AA3377", "#BBBBBB" ], "font": { "family": "sans-serif", "size": 13 }, "legend": { "bgcolor": "rgba(255,255,255,0.8)", "bordercolor": "#cccccc", "borderwidth": 1 }, "margin": { "b": 60, "l": 60, "r": 20, "t": 50 }, "paper_bgcolor": "white", "plot_bgcolor": "white", "xaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 }, "yaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 } } }, "title": { "text": "|Ω(z, t)| — field 0" }, "width": 700, "xaxis": { "title": { "text": "t (γ⁻¹)" } }, "yaxis": { "title": { "text": "z" } } } } }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from maxwellbloch.plot import fields\n", "\n", "fields.field_spacetime(mbs).show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, it's the typical absorption picture [we've seen before](two-level.ipynb)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Results in the Frequency Domain\n", "\n", "The envelope of a short Gaussian pulse on resonance is equivalent to a superposition of waves across a wide range of frequencies. We can analyse the spectral response of the medium to the field by transforming the simulated Rabi frequency in the time domain, $\\Omega(z, t)$, to the frequency domain, $\\Omega(z, \\omega)$.\n", "\n", "We determine the **absoprtion** profile by measuring the intensity of the pulse that arrives at the back of the medium relative to the intensity put in at the front. This we can relate to the imaginary part of the optical susceptibility $\\chi_I$ via\n", "$$\n", "\\frac{k}{2} \\chi_I(\\omega) z = -\\log \\frac{| \\Omega (z, \\omega) |}{| \\Omega(z = 0, \\omega) |}\n", "$$\n", "where $k$ is the wavenumber.\n", "\n", "We determine the **dispersion** profile by measuring the phase shift of the pulse that arrives at the back of the medium relative to the pulse that arrived at the front. This we can relate to the real part of optical susceptibility $\\chi_R$ via\n", "$$\n", "\\frac{k}{2} \\chi_R(\\omega) z = \\phi(z, \\omega) - \\phi(z=0, \\omega)\n", "$$\n", "where $\\phi$ is the complex phase defined via\n", "$$\n", "\\Omega(z, \\omega) = |\\Omega|\\mathrm{e}^{\\mathrm{i}\\phi}.\n", "$$\n", "\n", "See section 2.5 of [my thesis][thesis] for an explanation of how the susceptibility is derived.\n", "\n", "Methods to provide the dispersion and absorption of a given field are provided in the `spectral` module.\n", "\n", "[thesis]: http://etheses.dur.ac.uk/11599/" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "from maxwellbloch import spectral, utility\n", "from maxwellbloch.plot import spectra\n", "import plotly.graph_objects as go" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "absorption", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" } }, { "mode": "lines", "name": "dispersion", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" }, "yaxis": "y2" }, { "line": { "dash": "dash" }, "mode": "lines", "name": "pulse (normalised)", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" } } ], "layout": { "height": 400, "template": { "layout": { "colorscale": { "diverging": [ [ 0, "rgb(103,0,31)" ], [ 0.1, "rgb(178,24,43)" ], [ 0.2, "rgb(214,96,77)" ], [ 0.3, "rgb(244,165,130)" ], [ 0.4, "rgb(253,219,199)" ], [ 0.5, "rgb(247,247,247)" ], [ 0.6, "rgb(209,229,240)" ], [ 0.7, "rgb(146,197,222)" ], [ 0.8, "rgb(67,147,195)" ], [ 0.9, "rgb(33,102,172)" ], [ 1, "rgb(5,48,97)" ] ], "sequential": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ] }, "colorway": [ "#4477AA", "#EE6677", "#228833", "#CCBB44", "#66CCEE", "#AA3377", "#BBBBBB" ], "font": { "family": "sans-serif", "size": 13 }, "legend": { "bgcolor": "rgba(255,255,255,0.8)", "bordercolor": "#cccccc", "borderwidth": 1 }, "margin": { "b": 60, "l": 60, "r": 20, "t": 50 }, "paper_bgcolor": "white", "plot_bgcolor": "white", "xaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 }, "yaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 } } }, "title": { "text": "Absorption spectrum — field 0" }, "width": 700, "xaxis": { "title": { "text": "frequency (γ)" } }, "yaxis": { "title": { "text": "absorption (a.u.)" } }, "yaxis2": { "overlaying": "y", "showgrid": false, "side": "right", "title": { "text": "dispersion (a.u.)" } } } } }, "metadata": {}, "output_type": "display_data" } ], "source": [ "freq_list = spectral.freq_list(mbs)\n", "\n", "fig = spectra.spectrum(mbs, show_dispersion=True, freq_range=3.0)\n", "\n", "# Overlay the normalised input pulse\n", "rabi_freq_abs_0 = np.abs(spectral.rabi_freq(mbs, 0))[0]\n", "mask = np.abs(freq_list) <= 3.0\n", "fig.add_trace(go.Scatter(\n", " x=freq_list[mask],\n", " y=(rabi_freq_abs_0 / np.max(rabi_freq_abs_0))[mask],\n", " mode=\"lines\",\n", " line=dict(dash=\"dash\"),\n", " name=\"pulse (normalised)\",\n", "))\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The input pulse profile (normalised) is shown in grey. In blue we see the familiar Lorentzian absorption profile of homogeneous broadening due to the spontaneous decay. The full-width at half maximum (FWHM) of the peak is the decay rate, $1 \\Gamma$. The associated dispersion profile is shown in orange, describing the phase of the input field relative to the frequency of the oscillator as it passes over resonance from lagging to leading." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Comparing with Analytic Results\n", "\n", "For a weak input field like this one, the field is in the regime of linear optics and it is possible to use the weak probe approximation to derive an analytic lineshape\n", "$$\n", "\\frac{k}{2} \\chi({\\omega}) = -Ng \\frac{1}{\\mathrm{i}\\frac{\\Gamma}{2} + \\omega}.\n", "$$\n", "For details on how this is derived, see equation (2.61) of my thesis.\n", "\n", "These analytic absorption and dispersion profiles for weak fields are also included in the `spectral` module, so you can check if you are really in the linear regime." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "absorption", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" } }, { "mode": "lines", "name": "dispersion", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" }, "yaxis": "y2" }, { "line": { "color": "white", "dash": "dash" }, "mode": "lines", "name": "analytic absorption", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" } }, { "line": { "color": "white", "dash": "dash" }, "mode": "lines", "name": "analytic dispersion", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" }, "yaxis": "y2" } ], "layout": { "annotations": [ { "showarrow": false, "text": "FWHM: 1.00", "x": 0.5000114222744542, "xshift": 40, "y": 0.49700848196472863 } ], "height": 400, "shapes": [ { "line": { "dash": "dot" }, "type": "line", "x0": -0.5000114222744542, "x1": 0.5000114222744542, "y0": 0.49700848196472863, "y1": 0.49700848196472863 } ], "template": { "layout": { "colorscale": { "diverging": [ [ 0, "rgb(103,0,31)" ], [ 0.1, "rgb(178,24,43)" ], [ 0.2, "rgb(214,96,77)" ], [ 0.3, "rgb(244,165,130)" ], [ 0.4, "rgb(253,219,199)" ], [ 0.5, "rgb(247,247,247)" ], [ 0.6, "rgb(209,229,240)" ], [ 0.7, "rgb(146,197,222)" ], [ 0.8, "rgb(67,147,195)" ], [ 0.9, "rgb(33,102,172)" ], [ 1, "rgb(5,48,97)" ] ], "sequential": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ] }, "colorway": [ "#4477AA", "#EE6677", "#228833", "#CCBB44", "#66CCEE", "#AA3377", "#BBBBBB" ], "font": { "family": "sans-serif", "size": 13 }, "legend": { "bgcolor": "rgba(255,255,255,0.8)", "bordercolor": "#cccccc", "borderwidth": 1 }, "margin": { "b": 60, "l": 60, "r": 20, "t": 50 }, "paper_bgcolor": "white", "plot_bgcolor": "white", "xaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 }, "yaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 } } }, "title": { "text": "Absorption spectrum — field 0" }, "width": 700, "xaxis": { "title": { "text": "frequency (γ)" } }, "yaxis": { "title": { "text": "absorption (a.u.)" } }, "yaxis2": { "overlaying": "y", "showgrid": false, "side": "right", "title": { "text": "dispersion (a.u.)" } } } } }, "metadata": {}, "output_type": "display_data" } ], "source": [ "interaction_strength = mbs.interaction_strengths[0]\n", "decay_rate = mbs.atom.decays[0][\"rate\"]\n", "absorption_linear_known = spectral.absorption_two_linear_known(\n", " freq_list, interaction_strength, decay_rate\n", ")\n", "dispersion_linear_known = spectral.dispersion_two_linear_known(\n", " freq_list, interaction_strength, decay_rate\n", ")\n", "\n", "fig = spectra.spectrum(mbs, show_dispersion=True, freq_range=3.0)\n", "\n", "mask = np.abs(freq_list) <= 3.0\n", "fig.add_trace(go.Scatter(\n", " x=freq_list[mask],\n", " y=absorption_linear_known[mask],\n", " mode=\"lines\",\n", " line=dict(dash=\"dash\", color=\"white\"),\n", " name=\"analytic absorption\",\n", "))\n", "fig.add_trace(go.Scatter(\n", " x=freq_list[mask],\n", " y=dispersion_linear_known[mask],\n", " mode=\"lines\",\n", " line=dict(dash=\"dash\", color=\"white\"),\n", " yaxis=\"y2\",\n", " name=\"analytic dispersion\",\n", "))\n", "\n", "hm, r1, r2 = utility.half_max_roots(freq_list, spectral.absorption(mbs, field_idx=0))\n", "fig.add_shape(type=\"line\", x0=r1, x1=r2, y0=hm, y1=hm, line=dict(dash=\"dot\"))\n", "fig.add_annotation(x=r2, y=hm, text=f\"FWHM: {r2 - r1:.2f}\", showarrow=False, xshift=40)\n", "fig.show()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "absorption", "type": "scatter", "x": { "bdata": "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", "dtype": "f8" }, "y": { "bdata": "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", "dtype": "f8" } } ], "layout": { "height": 200, "template": { "layout": { "colorscale": { "diverging": [ [ 0, "rgb(103,0,31)" ], [ 0.1, "rgb(178,24,43)" ], [ 0.2, "rgb(214,96,77)" ], [ 0.3, "rgb(244,165,130)" ], [ 0.4, "rgb(253,219,199)" ], [ 0.5, "rgb(247,247,247)" ], [ 0.6, "rgb(209,229,240)" ], [ 0.7, "rgb(146,197,222)" ], [ 0.8, "rgb(67,147,195)" ], [ 0.9, "rgb(33,102,172)" ], [ 1, "rgb(5,48,97)" ] ], "sequential": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ] }, "colorway": [ "#4477AA", "#EE6677", "#228833", "#CCBB44", "#66CCEE", "#AA3377", "#BBBBBB" ], "font": { "family": "sans-serif", "size": 13 }, "legend": { "bgcolor": "rgba(255,255,255,0.8)", "bordercolor": "#cccccc", "borderwidth": 1 }, "margin": { "b": 60, "l": 60, "r": 20, "t": 50 }, "paper_bgcolor": "white", "plot_bgcolor": "white", "xaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 }, "yaxis": { "gridcolor": "#e0e0e0", "linecolor": "#888888", "mirror": false, "showgrid": true, "showline": true, "ticks": "inside", "zeroline": true, "zerolinecolor": "#aaaaaa", "zerolinewidth": 1 } } }, "title": { "text": "Absorption residuals" }, "width": 700, "xaxis": { "range": [ -3, 3 ], "title": { "text": "frequency (γ)" } }, "yaxis": { "range": [ -0.03, 0.03 ], "title": { "text": "residual (a.u.)" } } } } }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = go.Figure(\n", " layout=go.Layout(\n", " title=\"Absorption residuals\",\n", " xaxis=dict(title=\"frequency (γ)\", range=[-3.0, 3.0]),\n", " yaxis=dict(title=\"residual (a.u.)\", range=[-3e-2, 3e-2]),\n", " width=700,\n", " height=200,\n", " template=\"maxwellbloch\",\n", " )\n", ")\n", "fig.add_trace(go.Scatter(\n", " x=freq_list,\n", " y=spectral.absorption(mbs, 0, -1) - absorption_linear_known,\n", " mode=\"lines\",\n", " name=\"absorption\",\n", "))\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The known analytic lineshapes are dashed white over the simulated lineshapes. For absorption, we see a maximum absolute residual of 3% and a simualated full width at half maximum (FWHM) of $1 \\Gamma$, which is the decay rate. This tells us we are in the linear regime with negligible additional broadening. At higher field intensities we will see power broadening. Inclusion of effects like inhomogeneous broadening due to the thermal motion and collisions will also lead to broadened lineshapes." ] } ], "metadata": { "kernelspec": { "display_name": "maxwellbloch", "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": "3.14.4" } }, "nbformat": 4, "nbformat_minor": 2 }