{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Rydberg Atom Ion Interaction" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we look at the interacton between a single ion and a Rydberg atom. More details regarding the theory can be found in [A. Duspayev et al., Phys. Rev. Research 3, 023114 (2021)](https://doi.org/10.1103/PhysRevResearch.3.023114) or [M. Deiß et al., Atoms 9, 2 (2021)](https://doi.org/10.3390/atoms9020034). The inernuclear axis is aligned with the z-direction and the interaction is expanded in multipolar terms. With this choice of coordinate system, the interaction potential is rotationally symmetric around the quantization axis and only states of same $m_J$ couple with each other, reducing the number of basis states.\n", "\n", "We will reproduce here results shown in Fig. 2 in Phys. Rev. Research 3, 023114 (2021), demonstrating the influence of higher multipole order terms.\n", "\n", "In the code bellow, the ``SystemAtom`` class defines the system of the Rydberg atom and the ion, including the effect of the electric field of the ion into the calculations. The charge of the ion is passed with ``SystemAtom.set_ion_charge(value, unit)`` and the distance vector between the ion and the Rydberg core with ``SystemAtom.set_ion_distance_vector(vector, unit)``. We calculate the energy of the Rydberg state for different internuclear distances and including a different number of multipole orders. Choosing a maximum multipole order of two is equivalent to calculating a StarkMap in a homogenious electric field." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%pip install matplotlib numpy pairinteraction\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pairinteraction.real as pi\n", "\n", "if pi.Database.get_global_database() is None:\n", " pi.Database.initialize_global_database(download_missing=True)\n", "\n", "# Define the Rydberg state for which the interaction with the ion should be calculated\n", "ket = pi.KetAtom(\"Rb\", n=45, l=1, j=1.5, m=0.5)\n", "energy = ket.get_energy(\"1/cm\")\n", "\n", "# Setup basis, considering states only with similar energy and principle quantum number (if a\n", "# high accuracy is required, the energy and principle quantum number ranges must be increased).\n", "# Since the ion and Rydberg atom are placed on the z-axis, the magnetic momentum is conserved\n", "basis = pi.BasisAtom(\n", " \"Rb\",\n", " n=(ket.n - 3, ket.n + 3),\n", " m=(ket.m, ket.m),\n", " energy=(energy - 4, energy + 4),\n", " energy_unit=\"1/cm\",\n", ")\n", "\n", "fig = plt.figure(figsize=(6, 6))\n", "axs = fig.subplots(2, 1)\n", "\n", "# Setup system\n", "# Define the maximum considered order of the multipole expansion.\n", "# 2: monopole-dipole (scales like 1/R^2 with the distance R),\n", "# 3: monopole-quadrupole (scales like 1/R^3), ...\n", "distances = np.linspace(1.1, 1.5, 150)\n", "for order, ax in zip([2, 3], axs):\n", " systems = [\n", " pi.SystemAtom(basis)\n", " .set_ion_charge(1, \"e\")\n", " .set_ion_interaction_order(order)\n", " .set_ion_distance_vector([0, 0, d], \"um\")\n", " for d in distances\n", " ]\n", "\n", " # Diagonalize the system\n", " pi.diagonalize(\n", " systems,\n", " diagonalizer=\"lapacke_evr\",\n", " energy_range=(energy - 0.34, energy - 0.04),\n", " energy_unit=\"1/cm\",\n", " )\n", "\n", " # Get eigenenergies and overlaps\n", " list_eigenenergies = [system.get_eigenenergies(unit=\"1/cm\") for system in systems]\n", " list_overlaps = [system.get_eigenbasis().get_overlaps(ket) for system in systems]\n", " list_distances = [d * np.ones_like(e) for d, e in zip(distances, list_eigenenergies)]\n", "\n", " # Sort so that the potential curves with largest overlap are plotted on top\n", " list_eigenenergies = np.hstack(list_eigenenergies)\n", " list_overlaps = np.hstack(list_overlaps)\n", " list_distances = np.hstack(list_distances)\n", "\n", " sorter = np.argsort(list_overlaps)\n", " list_distances = list_distances[sorter]\n", " list_eigenenergies = list_eigenenergies[sorter]\n", " list_overlaps = list_overlaps[sorter]\n", "\n", " # Plot the potential curves\n", " ax.set_title(rf\"{ket}, up to order {order} in $1/R$\")\n", " scat = ax.scatter(\n", " list_distances,\n", " list_eigenenergies - energy,\n", " c=list_overlaps,\n", " s=4,\n", " vmin=1e-3,\n", " vmax=1,\n", " norm=\"log\",\n", " cmap=\"magma_r\",\n", " )\n", " ax.set_xlabel(r\"Distance $R$ ($\\mu$m)\")\n", " ax.set_ylabel(\"Energy (1/cm)\")\n", "\n", "fig.tight_layout()\n", "fig.colorbar(scat, label=\"Overlap\", ax=axs, aspect=50)\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": ".venv", "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": "3.13.1" } }, "nbformat": 4, "nbformat_minor": 2 }