{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Lasers\n", "\n", "Here we illustrate how to define and work with lasers, using the ``atomsmltr.environment.lasers`` subpackage" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create a laser object\n", "\n", "Defining a laser beam is quite straightforward. Here, we create a laser with a wavelength of 532nm, a waist of 30µm located at x=y=z=0, a power of 30mW, propagating along z:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "───────────────────────\n", "| Gaussian Laser Beam |\n", "───────────────────────\n", ". Parameters :\n", " ├── type : Gaussian beam\n", " ├── tag : satuqa\n", " ├── waist (m) : 3e-05\n", " ├── power (W) : 0.03\n", " ├── waist position (m) : [0 0 0]\n", " ├── direction type : vector\n", " ├── direction : [0 0 1]\n", " ├── unit vector : [0. 0. 1.]\n", " ├── unit vector phi : π × 0.0\n", " ├── unit vector theta : π × 0.0\n", " └── Rayleigh length : 0.0053 m\n", "\n", "\n" ] } ], "source": [ "import numpy as np\n", "from atomsmltr.environment import GaussianLaserBeam\n", "\n", "laser = GaussianLaserBeam(\n", " wavelength=532e-9,\n", " waist=30e-6,\n", " waist_position=(0, 0, 0),\n", " power=30e-3,\n", " direction=(0, 0, 1),\n", ")\n", "\n", "laser.print_info(show_polar=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The propagation direction can be set using a vector, or with a couple of azimuthal & polar angles :" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "───────────────────────\n", "| Gaussian Laser Beam |\n", "───────────────────────\n", ". Parameters :\n", " ├── type : Gaussian beam\n", " ├── tag : satuqa\n", " ├── waist (m) : 3e-05\n", " ├── power (W) : 0.03\n", " ├── waist position (m) : [0 0 0]\n", " ├── direction type : thetaphi\n", " ├── direction : [3.14159265 1.57079633]\n", " ├── unit vector : [ 7.49879891e-33 1.22464680e-16 -1.00000000e+00]\n", " ├── unit vector phi : π × 0.5\n", " ├── unit vector theta : π × 1.0\n", " └── Rayleigh length : 0.0053 m\n", "\n", "\n" ] } ], "source": [ "# - update the previous laser beam to make it propagate along -y\n", "laser.direction_type = \"vector\"\n", "laser.direction = (0, -1, 0)\n", "\n", "# - set a new direction using angles\n", "laser.direction_type = \"thetaphi\"\n", "laser.direction = (np.pi, np.pi/2) # (θ, 𝜙)\n", "laser.print_info(show_polar=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The polarization can be set using the dedicated classes.\n", "\n", "**NOTE** see the documentation for an explanation of how the polarization is defined" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "───────────────────────\n", "| Gaussian Laser Beam |\n", "───────────────────────\n", ". Parameters :\n", " ├── type : Gaussian beam\n", " ├── tag : satuqa\n", " ├── waist (m) : 3e-05\n", " ├── power (W) : 0.03\n", " ├── waist position (m) : [0 0 0]\n", " ├── direction type : thetaphi\n", " ├── direction : [3.14159265 1.57079633]\n", " ├── unit vector : [ 7.49879891e-33 1.22464680e-16 -1.00000000e+00]\n", " ├── unit vector phi : π × 0.5\n", " ├── unit vector theta : π × 1.0\n", " └── Rayleigh length : 0.0053 m\n", "\n", ". Polarization settings :\n", " ├── type : Vector\n", " └── vector : [0.66666667 0.33333333 0.66666667]\n", "\n", ". Polarization vector :\n", " ├── coords : (0.67, 0.33, 0.67)\n", " ├── polar angle u : 0.27 pi\n", " └── azimt angle v : 0.15 pi\n", "\n", ". Projections (amplitudes) :\n", " ├── vertical : 0.84-0.16j\n", " ├── horizontal : 0.42+0.32j\n", " ├── circular left : 0.37+0.18j\n", " └── circular right : 0.82-0.41j\n", "\n", ". Projections (squared norm) :\n", " ├── vertical : 0.72\n", " ├── horizontal : 0.28\n", " ├── circular left : 0.17\n", " └── circular right : 0.83\n", "\n", "\n" ] } ], "source": [ "from atomsmltr.environment import (\n", " Vertical,\n", " Horizontal,\n", " CircularLeft,\n", " CircularRight,\n", " Linear,\n", " Vector,\n", ")\n", "\n", "# - Horizontal\n", "laser.polarization = Horizontal()\n", "\n", "# - Linear\n", "laser.polarization = Linear(angle=np.pi / 2)\n", "\n", "# - Arbitrary\n", "laser.polarization = Vector((1,0.5,1))\n", "laser.print_info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Some useful methods and properties\n", "\n", "The ``Laser`` class comes with a lot of built-in methods, see full API documentation. Here are some useful methods to keep in mind:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# -- get the intensity at position (x,y,z)\n", "laser.get_value((0,0,0))\n", "\n", "# -- adjust the waist to reach a given intensity\n", "target_intensity = 1e4 # W/m^2\n", "laser.set_waist_from_I(target_intensity)\n", "\n", "# -- adjust the power to reach a given intensity\n", "target_intensity = 1e4 # W/m^2\n", "laser.set_power_from_I(target_intensity)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The ``Laser`` class also handles polarization quite well, and can compute the projection of the laser polarization on the π, σ+, σ- components for a given quantization axis.\n", "\n", "In our case, we always define the quantization axis along the local magnetic field (see documentation for more details)." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'Example 1 > B along x'" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "{'sigma+': np.float64(9.7632093990781e-33),\n", " 'sigma-': np.float64(1.4916587961569202e-34),\n", " 'pi': np.float64(0.9999999999999996)}" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "'Example 2 > B along z'" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "{'sigma+': np.float64(0.4999999999999998),\n", " 'sigma-': np.float64(0.4999999999999998),\n", " 'pi': np.float64(0.0)}" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# -- get projection of laser polarization for a given magnetic field\n", "\n", "# laser propagation along +z, linearly polarized along x (i.e. \"vertical\")\n", "laser.polarization = Vertical()\n", "laser.direction_type = \"vector\"\n", "laser.direction = (0, 0, 1)\n", "\n", "# for a magnetic field along x, it will be purely π polarized\n", "quantization_axis = (1, 0, 0) # axis // x\n", "polar = laser.get_polarization_quant_dict(quantization_axis)\n", "display(\"Example 1 > B along x\")\n", "display(polar)\n", "\n", "# for a magnetic field along z, it will be purely σ polarized\n", "quantization_axis = (0, 0, 1) # axis // z\n", "polar = laser.get_polarization_quant_dict(quantization_axis)\n", "display(\"Example 2 > B along z\")\n", "display(polar)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plotting\n", "\n", "Here are some examples for laser plotting\n", "\n", "### 2D plotting (intensity)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from atomsmltr.environment import GaussianLaserBeam\n", "import matplotlib.pyplot as plt\n", "\n", "# - Define the beam\n", "beam = GaussianLaserBeam(\n", " wavelength=780e-9,\n", " waist=0.5e-3,\n", " power=50e-3,\n", " waist_position=[0, 0, 0],\n", " direction=[0, 0, 1],\n", " direction_type=\"vector\",\n", ")\n", "\n", "# - plot settings\n", "x = 1e-3\n", "z = 2\n", "y = 1e-3\n", "Npoints = 500\n", "\n", "# - plot\n", "fig, ax = plt.subplots(1, 3, figsize=(14, 4))\n", "beam.plot2D((-x, x, -y, y), Npoints, ax=ax[0], plane=\"XY\", space_scale=1e2)\n", "beam.plot2D((-y, y, -z, z), Npoints, ax=ax[1], plane=\"YZ\", space_scale=1e2)\n", "beam.plot2D((-z, z, -x, x), Npoints, ax=ax[2], plane=\"ZX\", space_scale=1e2)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3D plotting (symbolic)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "from atomsmltr.environment.lasers import GaussianLaserBeam\n", "from atomsmltr.utils.plotter import Axes3D\n", "from atomsmltr.environment.lasers.polarization import (\n", " CircularLeft,\n", " CircularRight,\n", " Vertical,\n", " Vector,\n", ")\n", "\n", "beam1 = GaussianLaserBeam(\n", " wavelength=780e-9,\n", " waist=20e-6,\n", " power=50e-3,\n", " waist_position=[0, 0, 0],\n", " direction=[0, 0, 1],\n", " direction_type=\"vector\",\n", " polarization=CircularLeft(),\n", ")\n", "\n", "beam2 = GaussianLaserBeam(\n", " wavelength=780e-9,\n", " waist=20e-6,\n", " power=50e-3,\n", " waist_position=[0, 0, 0],\n", " direction=[0, 1, 0],\n", " direction_type=\"vector\",\n", " polarization=CircularRight(),\n", ")\n", "\n", "beam3 = GaussianLaserBeam(\n", " wavelength=780e-9,\n", " waist=20e-6,\n", " power=50e-3,\n", " waist_position=[0, 0, 0],\n", " direction=[1, 1, 1],\n", " direction_type=\"vector\",\n", " polarization=Vector((1, 1, 1)),\n", ")\n", "\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111, projection=\"3d\")\n", "ax.set_xlim(-10, 10)\n", "ax.set_ylim(-10, 10)\n", "ax.set_zlim(-10, 10)\n", "\n", "beam1.plot3D(ax, color=\"red\")\n", "beam2.plot3D(ax, color=\"blue\")\n", "beam3.plot3D(ax, color=\"green\")\n", "\n", "ax.view_init(elev=20, azim=15, roll=0)\n", "\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 }