{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Polarization maps\n", "\n", "The ``LaserBeam`` objects allow to get useful information about laser polarization and their projection on a given quantization axis. \n", "\n", "Here we illustrate how to use the built-in methods to compute the π, σ+ and σ- components of a laser beam with a given polarization in a complex magnetic field profile." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Simple example : constant offset magnetic field\n", "\n", "We start with a constant offset field along x, and a laser with linear polarization along x. In this case we expect the polarization to the π." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Norm \n", "------\n", "sigma+ > 0.00\n", "sigma- > 0.00\n", "pi > 1.00\n", "\n", "Amplitude \n", "------\n", "sigma+ > 0.00+0.00j\n", "sigma- > -0.00+0.00j\n", "pi > 1.00+0.00j\n" ] } ], "source": [ "import numpy as np\n", "from atomsmltr.environment import GaussianLaserBeam, MagneticOffset\n", "from atomsmltr.environment import CircularLeft, CircularRight, Linear\n", "\n", "# - laser beam propagating along +z, linearly polarized along x\n", "laser = GaussianLaserBeam(direction=(0, 0, 1))\n", "laser.polarization = Linear(angle=0)\n", "\n", "# - offset beam along x\n", "mag_field = MagneticOffset((1,0,0))\n", "\n", "# - then the laser is π-polarized\n", "B = mag_field.get_value((0,0,0)) # value of the field at origin\n", "\n", "# compute the norm of the projection on π, σ+- components\n", "# here we use the 'get_polarization_quant_dict' that returns a dict\n", "print(\"Norm \\n------\")\n", "components = laser.get_polarization_quant_dict(B)\n", "for k, v in components.items():\n", " print(f\"{k} > {v:.2f}\")\n", "\n", "# it is also possible to get the projection (complex)\n", "print(\"\\nAmplitude \\n------\")\n", "components_amp = laser.get_polarization_quant_amplitude_dict(B)\n", "for k, v in components_amp.items():\n", " print(f\"{k} > {v:.2f}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now if the laser is polarized along y, we have a σ polarization, i.e. a linear superposition of σ- and σ+ :" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Norm \n", "------\n", "sigma+ > 0.50\n", "sigma- > 0.50\n", "pi > 0.00\n", "\n", "Amplitude \n", "------\n", "sigma+ > 0.00-0.71j\n", "sigma- > -0.00+0.71j\n", "pi > 0.00-0.00j\n" ] } ], "source": [ "# update laser polarization\n", "laser.polarization = Linear(np.pi/2)\n", "\n", "# norm\n", "print(\"Norm \\n------\")\n", "components = laser.get_polarization_quant_dict(B)\n", "for k, v in components.items():\n", " print(f\"{k} > {v:.2f}\")\n", "\n", "# amplitude\n", "print(\"\\nAmplitude \\n------\")\n", "components_amp = laser.get_polarization_quant_amplitude_dict(B)\n", "for k, v in components_amp.items():\n", " print(f\"{k} > {v:.2f}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, let's have the magnetic field aligned with laser propagation, and check that circular polarization correspond to σ+ and σ- polarizations. " ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Circular right \n", "------\n", "sigma+ > 1.00\n", "sigma- > 0.00\n", "pi > 0.00\n", "\n", "Circular left \n", "------\n", "sigma+ > 0.00\n", "sigma- > 1.00\n", "pi > 0.00\n" ] } ], "source": [ "# Update magnetic field\n", "mag_field.field_value = (0,0,1)\n", "B = mag_field.get_value((0,0,0))\n", "\n", "# Circular right\n", "laser.polarization = CircularRight()\n", "print(\"Circular right \\n------\")\n", "components = laser.get_polarization_quant_dict(B)\n", "for k, v in components.items():\n", " print(f\"{k} > {v:.2f}\")\n", "\n", "# Circular left\n", "laser.polarization = CircularLeft()\n", "print(\"\\nCircular left \\n------\")\n", "components = laser.get_polarization_quant_dict(B)\n", "for k, v in components.items():\n", " print(f\"{k} > {v:.2f}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Complex example : polarization map\n", "\n", "Now let's apply this method to compute the polarization projection on a complex magnetic field map." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from atomsmltr.environment import GaussianLaserBeam, MagneticQuadrupoleX\n", "from atomsmltr.environment import CircularLeft\n", "\n", "# - define the magnetic field and laser beam\n", "mag_field = MagneticQuadrupoleX(origin=(0,0,0), slope=1)\n", "laser = GaussianLaserBeam(direction=(1,0,0), polarization=CircularLeft())\n", "\n", "# - plot the magnetic field\n", "_ = mag_field.plot2D((-10, 10, -10, 10), (100, 100), plane=\"XY\")" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# - compute and plot the polarization map\n", "# prepare grid\n", "position = np.squeeze(np.mgrid[-10:10:100j, -10:10:101j, 0:0:1j]).T\n", "\n", "# compute magnetic field value\n", "B = mag_field.get_value(position)\n", "\n", "# compute projection\n", "quant = laser.get_polarization_quant(B)\n", "pi, sigma_plus, sigma_minus = quant.T\n", "\n", "# plot\n", "X, Y, _ = position.T\n", "fig, axes = plt.subplots(1, 3, figsize=(9, 3), tight_layout=True)\n", "\n", "axes[0].pcolormesh(X, Y, pi, vmin=0, vmax=1)\n", "axes[0].set_title(\"π\")\n", "axes[1].pcolormesh(X, Y, sigma_plus, vmin=0, vmax=1)\n", "axes[1].set_title(\"σ+\")\n", "axes[2].pcolormesh(X, Y, sigma_minus, vmin=0, vmax=1)\n", "axes[2].set_title(\"σ-\")\n", "\n", "for ax in axes:\n", " ax.set_ylabel(\"y\")\n", " ax.set_xlabel(\"x\")\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "atomsmltr-KmviZRuT-py3.12", "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": "3.12.3" } }, "nbformat": 4, "nbformat_minor": 2 }