{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# $F\\rightarrow F'$ 1D molasses\n", "\n", "This example covers calculating the forces in a one-dimensional optical molasses\n", "using the optical bloch equations. It reproduces Fig. 1 of Devlin, J. A. and\n", "Tarbutt, M. R. ‘Three-dimensional Doppler, polarization-gradient, and\n", "magneto-optical forces for atoms and molecules with dark states’, *New Journal of\n", "Physics*, **18** 123017 (2016). http://dx.doi.org/10.1088/1367-2630/18/12/123017.\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import pylcp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define the problem\n", "\n", "For this particular example, we want to run multiple polarizations and multiple Hamiltonians, but all with the same detuning and intensity. So we'll make a dictionary of `laserBeams` objects corresponding to different polarizations and a dictionary of `hamiltonian` objects, keyed by the relevant ground and excited states." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "det = -2.5\n", "s = 1.0\n", "\n", "laserBeams = {}\n", "laserBeams['$\\\\sigma^+\\\\sigma^-$'] = pylcp.laserBeams([\n", " {'kvec':np.array([0., 0., 1.]), 'pol':np.array([0., 0., 1.]),\n", " 'pol_coord':'spherical', 'delta':0, 's':s},\n", " {'kvec':np.array([0., 0., -1.]), 'pol':np.array([1., 0., 0.]),\n", " 'pol_coord':'spherical', 'delta':0, 's':s},\n", " ], beam_type=pylcp.infinitePlaneWaveBeam)\n", "\n", "phi = [0, np.pi/8, np.pi/4, 3*np.pi/8, np.pi/2]\n", "phi_keys = ['$\\phi=0$', '$\\phi=\\pi/8$', '$\\phi=\\pi/4$', '$\\phi=3\\pi/8$', '$\\phi=\\pi/2$']\n", "for phi_i, key_beam in zip(phi, phi_keys):\n", " laserBeams[key_beam] = pylcp.laserBeams([\n", " {'kvec':np.array([0., 0., 1.]), 'pol':np.array([1., 0., 0.]),\n", " 'pol_coord':'cartesian', 'delta':0, 's':s},\n", " {'kvec':np.array([0., 0., -1.]),\n", " 'pol':np.array([np.cos(phi_i), np.sin(phi_i), 0.]),\n", " 'pol_coord':'cartesian', 'delta':0, 's':s}\n", " ], beam_type=pylcp.infinitePlaneWaveBeam)\n", "\n", "hamiltonian = {}\n", "for Fg, Fe in zip([1, 1, 2], [2, 1, 1]):\n", " Hg, Bgq = pylcp.hamiltonians.singleF(F=Fg, gF=0, muB=1)\n", " He, Beq = pylcp.hamiltonians.singleF(F=Fe, gF=1/Fe, muB=1)\n", " dijq = pylcp.hamiltonians.dqij_two_bare_hyperfine(Fg, Fe)\n", " hamiltonian['Fg%d;Fe%d'%(Fg,Fe)] = pylcp.hamiltonian(\n", " Hg, He - det*np.eye(2*Fe+1), Bgq, Beq, dijq\n", " )\n", "\n", "magField = pylcp.constantMagneticField(np.zeros((3,)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Calculate equilibrium forces\n", "\n", "Next, we calculate the equilibrium forces, making a compound dictionary of `obe` objects that is keyed by both the relevant ground and excited states _and_ polarizations" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Running Fg1;Fe2 w/ $\\sigma^+\\sigma^-$...\n", "Completed in 8:27. \n", "Running Fg1;Fe2 w/ $\\phi=0$...\n", "Completed in 6:34. \n", "Running Fg1;Fe2 w/ $\\phi=\\pi/8$...\n", "Completed in 7:08. \n", "Running Fg1;Fe2 w/ $\\phi=\\pi/4$...\n", "Completed in 6:54. \n", "Running Fg1;Fe2 w/ $\\phi=3\\pi/8$...\n", "Completed in 7:09. \n", "Running Fg1;Fe2 w/ $\\phi=\\pi/2$...\n", "Completed in 7:42. \n", "Running Fg1;Fe1 w/ $\\sigma^+\\sigma^-$...\n", "Completed in 4:07. \n", "Running Fg1;Fe1 w/ $\\phi=0$...\n", "Completed in 5:23. \n", "Running Fg1;Fe1 w/ $\\phi=\\pi/8$...\n", "Completed in 7:28. \n", "Running Fg1;Fe1 w/ $\\phi=\\pi/4$...\n", "Completed in 7:18. \n", "Running Fg1;Fe1 w/ $\\phi=3\\pi/8$...\n", "Completed in 5:57. \n", "Running Fg1;Fe1 w/ $\\phi=\\pi/2$...\n", "Completed in 4:48. \n", "Running Fg2;Fe1 w/ $\\sigma^+\\sigma^-$...\n", "Completed in 6:05. \n", "Running Fg2;Fe1 w/ $\\phi=0$...\n", "Completed in 7:22. \n", "Running Fg2;Fe1 w/ $\\phi=\\pi/8$...\n", "Completed in 9:34. \n", "Running Fg2;Fe1 w/ $\\phi=\\pi/4$...\n", "Completed in 9:13. \n", "Running Fg2;Fe1 w/ $\\phi=3\\pi/8$...\n", "Completed in 9:36. \n", "Running Fg2;Fe1 w/ $\\phi=\\pi/2$...\n", "Completed in 9:59. \n" ] } ], "source": [ "obe = {}\n", "v = np.concatenate((np.arange(0.0, 0.1, 0.001),\n", " np.arange(0.1, 5.1, 0.1)))\n", "#v = np.arange(-0.1, 0.1, 0.01)\n", "\n", "for key_ham in hamiltonian.keys():\n", " if key_ham not in obe.keys():\n", " obe[key_ham] = {}\n", "\n", " for key_beam in laserBeams.keys():\n", " print('Running %s w/ %s' % (key_ham, key_beam) + '...')\n", " obe[key_ham][key_beam] = pylcp.obe(laserBeams[key_beam],\n", " magField, hamiltonian[key_ham],\n", " transform_into_re_im=True,\n", " use_sparse_matrices=False)\n", "\n", " obe[key_ham][key_beam].generate_force_profile(\n", " [np.zeros(v.shape), np.zeros(v.shape), np.zeros(v.shape)],\n", " [np.zeros(v.shape), np.zeros(v.shape), v],\n", " name='molasses', deltat_v=4, deltat_tmax=2*np.pi*5000, itermax=1000,\n", " rel=1e-8, abs=1e-10, progress_bar=True\n", " )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot up the results:" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(3, 2, num='F=1->F=2', figsize=(6.25, 2*2.75))\n", "\n", "ylims = [[270, 7, 6], [18, 7, 6]]\n", "for ii, key_ham in enumerate(hamiltonian.keys()):\n", " for key_beam in laserBeams.keys():\n", " ax[ii, 0].plot(np.concatenate((-v[::-1], v)),\n", " 1e3*np.concatenate(\n", " (-obe[key_ham][key_beam].profile['molasses'].F[2][::-1],\n", " obe[key_ham][key_beam].profile['molasses'].F[2])\n", " ),\n", " label=key_beam, linewidth=0.75)\n", " ax[ii, 1].plot(np.concatenate((-v[::-1], v)),\n", " 1e3*np.concatenate(\n", " (-obe[key_ham][key_beam].profile['molasses'].F[2][::-1],\n", " obe[key_ham][key_beam].profile['molasses'].F[2])\n", " ),\n", " label=key_beam, linewidth=0.75)\n", "\n", " ax[ii, 0].set_xlim((-5, 5))\n", " ax[ii, 1].set_xlim((-0.1, 0.1))\n", " ax[ii, 0].set_ylim((-ylims[0][ii], ylims[0][ii]))\n", " ax[ii, 1].set_ylim((-ylims[1][ii], ylims[1][ii]))\n", "\n", "ax[-1, 0].set_xlabel('$v/(\\Gamma/k)$')\n", "ax[-1, 1].set_xlabel('$v/(\\Gamma/k)$')\n", "for ii in range(len(hamiltonian)):\n", " ax[ii, 0].set_ylabel('$10^3 f/(\\hbar\\Gamma k)$')\n", "\n", "for ii in range(len(hamiltonian)-1):\n", " for jj in range(2):\n", " ax[ii, jj].set_xticklabels([])\n", "\n", "ax[0, 1].legend(fontsize=5)\n", "fig.subplots_adjust(wspace=0.14, hspace=0.08, left=0.1, bottom=0.08)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The results agree very well with Devlin, *et. al.*, with the exception of a few glitches in the type-II molasses where the convergence criterion for the equilibrium force clearly failed." ] } ], "metadata": { "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": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 4 }