{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# CaF MOT\n", "\n", "This example covers calculating the forces in a standard, six-beam CaF MOT.\n", "The goal is to reproduce the figures in M.R. Tarbutt and T.C. Steimle, “Modeling magneto-optical trapping of CaF molecules” *Physical Review A* **92** 053401 (2015); http://dx.doi.org/10.1103/PhysRevA.92.053401" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import scipy.constants as cts\n", "import pylcp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Define the problem\n", "\n", "### Define the Hamiltonian\n", "\n", "The spectroscopic numbers for the ground state come from W.J. Childs, G.L. Goodman, and L.S. Goodman, \"Precise determination of the $v$ and $N$ dependence of the spin-rotation and hyperfine interactions in the CaF X$^2\\Sigma_{1/2}$ ground state\", *Journal of Molecular Spectroscopy* **86** 365 (1981); https://doi.org/10.1016/0022-2852(81)90288-5." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "Gamma = 8.3 # MHz\n", "\n", "H0_X, Bq_X, U_X, Xbasis = pylcp.hamiltonians.XFmolecules.Xstate(\n", " N=1, I=1/2, B=0, gamma=39.65891/Gamma, \n", " b=109.1893/Gamma, c=40.1190/Gamma, CI=2.876e-2/Gamma, q0=0, q2=0,\n", " gS=2.0023193043622, gI=0.,\n", " muB=cts.value('Bohr magneton in Hz/T')/1e6*1e-4/Gamma, return_basis=True\n", " )\n", "E_X = np.unique(np.diag(H0_X))\n", "\n", "H0_A, Bq_A, Abasis = pylcp.hamiltonians.XFmolecules.Astate(\n", " J=1/2, I=1/2, P=+1, a=(3/2*4.8)/Gamma, glprime=-3*.0211,\n", " muB=cts.value('Bohr magneton in Hz/T')/1e6*1e-4/Gamma, return_basis=True\n", " )\n", "E_A = np.unique(np.diag(H0_A))\n", "\n", "dijq = pylcp.hamiltonians.XFmolecules.dipoleXandAstates(\n", " Xbasis, Abasis, I=1/2, S=1/2, UX=U_X\n", " )\n", "\n", "hamiltonian = pylcp.hamiltonian(H0_X, H0_A, Bq_X, Bq_A, dijq)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Set up the other parameters\n", "\n", "There are some small things to consider. First, they use total power in each\n", "beam rather than saturation intensity. In the paper, they assume unclipped\n", "Gaussian beams of $w=12$ mm $1/e^2$ radius and use powers of 5, 15, 40 and 100 mW.\n", "The relationship between intensity $I$ and power $P$ is given by $I = 2 P/\\pi w^2$.\n", "Moreover, $I_{\\rm sat}$ = $2 \\pi^2 \\hbar c \\Gamma/\\lambda^2$. They also assume $20$ G/cm.\n", "Given that we define $\\mu_B$ above in terms of linewidth/G, it should be just as\n", "simple as plugging in 2 G/mm in the magField." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "omega = 2*np.pi*(cts.c/606e-9)\n", "Isat = cts.hbar*omega**3*(2*np.pi*Gamma*1e6)/(12*np.pi*cts.c**2)\n", "#print(\"I_sat = \", Isat*1e-4*1e3)\n", "\n", "# Make the magnetic field (2 G/mm):\n", "magField = pylcp.quadrupoleMagneticField(2)\n", "\n", "# A litle helper function to make the MOT:\n", "def six_beam_CaF_MOT(s, det):\n", " laserBeams = pylcp.laserBeams()\n", " for ii, Eg_i in enumerate(E_X):\n", " if ii<3:\n", " laserBeams += pylcp.conventional3DMOTBeams(\n", " s=s, delta=(E_A[-1] - Eg_i)+det, pol=+1,\n", " beam_type=pylcp.infinitePlaneWaveBeam\n", " )\n", " else:\n", " laserBeams += pylcp.conventional3DMOTBeams(\n", " s=s, delta=(E_A[-1] - Eg_i)+det, pol=-1,\n", " beam_type=pylcp.infinitePlaneWaveBeam\n", " )\n", "\n", " return laserBeams" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Reproduce Fig. 3\n", "\n", "Note that we do not use Gaussian beams, so there will probably be some disagreement out at large $x$:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# The detunings used in the PRAs:\n", "dets = np.array([-0.25, -0.5, -1, -2])\n", "P = np.array([0.005, 0.015, 0.040, 0.1])\n", "intensities = 2.*P/(np.pi*0.012**2)/Isat\n", "\n", "# Make the axis:\n", "z = np.linspace(1e-10, 20., 101)\n", "v = np.linspace(0., 4., 101)\n", "\n", "# Start the figure:\n", "fig, ax = plt.subplots(2, 2, figsize=(6.25, 4), num=\"Forces in CaF MOT\")\n", "for ii, intensity in enumerate(intensities):\n", " laserBeams = six_beam_CaF_MOT(intensity, dets[2])\n", " trap = pylcp.rateeq(laserBeams, magField, hamiltonian, include_mag_forces=False)\n", " trap.generate_force_profile(\n", " [np.zeros(z.shape), np.zeros(z.shape), z],\n", " [np.zeros(z.shape), np.zeros(z.shape), np.zeros(z.shape)],\n", " name='Fz')\n", " trap.generate_force_profile(\n", " [np.zeros(v.shape), np.zeros(v.shape), 1e-9*np.ones(v.shape)],\n", " [np.zeros(v.shape), np.zeros(v.shape), v],\n", " name='Fv')\n", " ax[0, 0].plot(z, 1e3*trap.profile['Fz'].F[2], color='C{0:d}'.format(ii))\n", " ax[0, 1].plot(v, 1e3*trap.profile['Fv'].F[2], color='C{0:d}'.format(ii))\n", "\n", "for ii, det_i in enumerate(dets):\n", " laserBeams = six_beam_CaF_MOT(intensities[2], det_i)\n", " trap = pylcp.rateeq(laserBeams, magField, hamiltonian, include_mag_forces=False)\n", " trap.generate_force_profile(\n", " [np.zeros(z.shape), np.zeros(z.shape), z],\n", " [np.zeros(z.shape), np.zeros(z.shape), np.zeros(z.shape)],\n", " name='Fz')\n", " trap.generate_force_profile(\n", " [np.zeros(v.shape), np.zeros(v.shape), 1e-9*np.ones(v.shape)],\n", " [np.zeros(v.shape), np.zeros(v.shape), v],\n", " name='Fv')\n", " ax[1, 0].plot(z, 1e3*trap.profile['Fz'].F[2], color='C{0:d}'.format(ii))\n", " ax[1, 1].plot(v, 1e3*trap.profile['Fv'].F[2], color='C{0:d}'.format(ii))\n", " \n", "ax[0, 0].set_ylabel('$10^3 f/\\hbar k \\Gamma$')\n", "ax[1, 0].set_ylabel('$10^3 f/\\hbar k \\Gamma$')\n", "\n", "for ax_i in ax[0, :]:\n", " ax_i.set_xlabel('$z$ (mm)')\n", "for ax_i in ax[1, :]:\n", " ax_i.set_xlabel('$v/(\\Gamma/k)$')\n", " \n", "fig.subplots_adjust(hspace=0.33, wspace=0.175)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Simulate the two color MOT\n", "\n", "This reproduces Fig. 4." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "laserBeams = six_beam_CaF_MOT(intensities[2], dets[2])\n", "laserBeams += pylcp.conventional3DMOTBeams(\n", " s=intensities[2], delta=(E_A[-1] - E_X[0]) + 2, pol=-1\n", " )\n", "\n", "fig, ax = plt.subplots(2, 1, figsize=(3.25, 4),\n", " num=\"Forces in two-color CaF MOT\")\n", "\n", "trap = pylcp.rateeq(laserBeams, magField, hamiltonian, include_mag_forces=False)\n", "trap.generate_force_profile(\n", " [np.zeros(z.shape), np.zeros(z.shape), z],\n", " [np.zeros(z.shape), np.zeros(z.shape), np.zeros(z.shape)],\n", " name='Fz')\n", "trap.generate_force_profile(\n", " [np.zeros(v.shape), np.zeros(v.shape), 1e-3*np.ones(v.shape)],\n", " [np.zeros(v.shape), np.zeros(v.shape), v],\n", " name='Fv')\n", "ax[0].plot(z, 1e3*trap.profile['Fz'].F[2])\n", "ax[1].plot(v, 1e3*trap.profile['Fv'].F[2])\n", "\n", "ax[0].set_xlabel('$x$ (mm)')\n", "ax[0].set_ylabel('$10^3 f/(\\hbar k \\Gamma)$')\n", "ax[1].set_xlabel('$v/(\\Gamma/k)$')\n", "ax[1].set_ylabel('$10^3 f/(\\hbar k \\Gamma)$')\n", "\n", "fig.subplots_adjust(hspace=0.33)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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": "3.8.8" } }, "nbformat": 4, "nbformat_minor": 4 }