{ "cells": [ { "cell_type": "markdown", "id": "4713149c", "metadata": {}, "source": [ "# Compare the Sr88 MQDT models\n", "\n", "rydstate provides two sets of MQDT models for $^{88}\\mathrm{Sr}$:\n", "\n", "- the default models with the tag `robicheaux2019` (`get_mqdt(\"Sr88\", \"robicheaux2019\")` or simply `get_mqdt(\"Sr88\")`)\n", " are the eigenchannel models of\n", " [F. Robicheaux, J. Phys. B 52, 244001 (2019)](https://doi.org/10.1088/1361-6455/ab4c22).\n", " They only contain the $5snl$ channels and are valid for high effective principal quantum numbers.\n", "- the models with the tag `vaillant2024` (`get_mqdt(\"Sr88\", \"vaillant2024\")`) are the K-matrix models of\n", " [C. L. Vaillant, M. P. A. Jones and R. M. Potvliege, J. Phys. B 47, 155001 (2014)](https://doi.org/10.1088/0953-4075/47/15/155001)\n", " with the corrected parameters of their [Addendum, J. Phys. B 57, 199401 (2024)](https://doi.org/10.1088/1361-6455/ad76f0).\n", " They include the doubly excited $4dnl$ and $5pnp$ perturber channels explicitly and are therefore valid down to the\n", " lowest $5snl$ states. The only series they do not cover are the $5snf$ $^3F_J$ series, which are described\n", " by single channel models with the Rydberg-Ritz quantum defects of\n", " [E. J. Robertson et al., Comput. Phys. Commun. 261, 107814 (2021)](https://doi.org/10.1016/j.cpc.2020.107814) instead.\n", "\n", "As a baseline we also include the default SQDT model (`get_sqdt(\"Sr88\")`), which describes each series by a single\n", "channel with Rydberg-Ritz quantum defects (pure singlet or triplet states without any channel mixing).\n", "\n", "This notebook compares the states of the three model sets for several series:\n", "their quantum defects (together with the NIST energy levels shipped with rydstate),\n", "the energy differences of the states with respect to the Vaillant models,\n", "the singlet-triplet mixing of the $5snd$ $J=2$ states and the perturber states, which only the Vaillant models contain.\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "66edb277", "metadata": {}, "outputs": [], "source": [ "from __future__ import annotations\n", "\n", "# Uncomment the next line if you have ipympl installed and want interactive plots\n", "# %matplotlib widget\n", "import logging\n", "from typing import TYPE_CHECKING\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "from rydstate import BasisMQDT\n", "from rydstate.angular.angular_ket import AngularKetLS\n", "from rydstate.species import get_mqdt, get_sqdt\n", "from rydstate.species.utils import calc_energy_from_nu, calc_nu_from_energy\n", "from rydstate.units import au_to_user\n", "\n", "if TYPE_CHECKING:\n", " from rydstate.rydberg_state import RydbergKet\n", "\n", "logging.getLogger(\"rydstate\").setLevel(logging.ERROR) # the radial wavefunctions of the closed perturber channels warn" ] }, { "cell_type": "markdown", "id": "ba814bea", "metadata": {}, "source": [ "## Build the bases\n", "\n", "We compute all MQDT states with $l_r \\le 3$ for $2.5 \\le \\nu \\le 40$ with both model sets.\n", "The Robicheaux models start at $\\nu \\approx 5$ to $25$ depending on the series, the Vaillant models at $\\nu \\approx 3$ to $10$." ] }, { "cell_type": "code", "execution_count": 2, "id": "ed1fa5a0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Robicheaux 2019: 5s ionization threshold 1377012721 MHz\n", "Vaillant 2024: 5s ionization threshold 1377012720 MHz\n", "difference: 1.07 MHz\n", "Robicheaux 2019: 389 states from 12 models\n", " P J=0, nu > 7 1 channels\n", " P J=1 (recombination), 1.8 < nu < 2.2 2 channels\n", " P J=1, nu > 5 2 channels\n", " P J=2, nu > 5 1 channels\n", " D J=2, nu > 25 2 channels\n", " F J=2, nu > 9 1 channels\n", " F J=3, nu > 9 2 channels\n", " F J=4, nu > 9 1 channels\n", "Vaillant 2024: 497 states from 13 models\n", " S J=0, nu > 3.7 3 channels\n", " S J=1, nu > 3.4 2 channels\n", " P J=0, nu > 2.8 2 channels\n", " P J=1 singlet, nu > 2.8 2 channels\n", " P J=1 triplet, nu > 2.8 2 channels\n", " P J=2, nu > 2.8 2 channels\n", " D J=1, nu > 9.5 2 channels\n", " D J=2, nu > 5.7 6 channels\n", " D J=3, nu > 3.9 3 channels\n", " F J=2 (Rydberg-Ritz), nu > 9 1 channels\n", " F J=3 singlet, nu > 3.5 2 channels\n", " F J=3 triplet (Rydberg-Ritz), nu > 9 1 channels\n", " F J=4 (Rydberg-Ritz), nu > 9 1 channels\n" ] } ], "source": [ "nu_range = (2.5, 40)\n", "bases = {\n", " \"Robicheaux 2019\": BasisMQDT(\"Sr88\", nu=nu_range, l_r=(0, 3), mqdt=\"robicheaux2019\"),\n", " \"Vaillant 2024\": BasisMQDT(\"Sr88\", nu=nu_range, l_r=(0, 3), mqdt=\"vaillant2024\"),\n", "}\n", "styles = { # larger Robicheaux squares, so that they stay visible around the Vaillant circles\n", " \"Robicheaux 2019\": {\"color\": \"C1\", \"marker\": \"s\", \"ms\": 7.5, \"mew\": 1.3},\n", " \"Vaillant 2024\": {\"color\": \"C0\", \"marker\": \"o\", \"ms\": 5},\n", "}\n", "\n", "# Both model sets use the 5s ionization threshold of Couturier et al. 2019, 1_377_012_721 MHz = 45932.20024 1/cm.\n", "# The Vaillant models use it rounded to 45932.2002 1/cm, as in the original fits, i.e. the thresholds differ by 1 MHz.\n", "# This is negligible here, so the effective principal quantum numbers nu (and quantum defects) are directly comparable.\n", "thresholds = {\n", " key: basis.mqdt.get_ionization_threshold(basis.mqdt.get_core_kets()[0], \"MHz\") for key, basis in bases.items()\n", "}\n", "for key, value in thresholds.items():\n", " print(f\"{key}: 5s ionization threshold {value:.0f} MHz\")\n", "threshold_difference_mhz = thresholds[\"Robicheaux 2019\"] - thresholds[\"Vaillant 2024\"]\n", "assert abs(threshold_difference_mhz) < 2, threshold_difference_mhz\n", "print(f\"difference: {threshold_difference_mhz:.2f} MHz\")\n", "\n", "for key, basis in bases.items():\n", " print(f\"{key}: {len(basis.states)} states from {len(basis.models)} models\")\n", " for model in basis.models:\n", " if len(model.outer_channels) > 1 or model.nu_min < 10: # skip the trivial single channel fallback models\n", " print(f\" {model.name:40s} {len(model.outer_channels)} channels\")" ] }, { "cell_type": "markdown", "id": "2384c832", "metadata": {}, "source": [ "## Select the Rydberg series\n", "\n", "A series is selected by the symmetry of its states ($F$, parity), the dominant orbital angular momentum $l_r$ and the\n", "spin character (singlet or triplet). States dominated by a perturber channel ($\\langle l_c \\rangle > 1/2$) are excluded here\n", "and shown separately below." ] }, { "cell_type": "code", "execution_count": 3, "id": "4599405d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "5sns 1S0: Robicheaux 2019: 30 states, Vaillant 2024: 36 states\n", "5sns 3S1: Robicheaux 2019: 29 states, Vaillant 2024: 37 states\n", "5snp 1P1: Robicheaux 2019: 35 states, Vaillant 2024: 38 states\n", "5snp 3P2: Robicheaux 2019: 35 states, Vaillant 2024: 37 states\n", "5snd 1D2: Robicheaux 2019: 15 states, Vaillant 2024: 35 states\n", "5snd 3D2: Robicheaux 2019: 15 states, Vaillant 2024: 35 states\n", "5snd 3D1: Robicheaux 2019: 23 states, Vaillant 2024: 31 states\n", "5snd 3D3: Robicheaux 2019: 15 states, Vaillant 2024: 37 states\n", "5snf 1F3: Robicheaux 2019: 31 states, Vaillant 2024: 36 states\n" ] } ], "source": [ "series = {\n", " # label: (l_r, f_tot, parity, s_tot range)\n", " \"5sns 1S0\": (0, 0, +1, (0, 0.5)),\n", " \"5sns 3S1\": (0, 1, +1, (0.5, 1)),\n", " \"5snp 1P1\": (1, 1, -1, (0, 0.5)),\n", " \"5snp 3P2\": (1, 2, -1, (0.5, 1)),\n", " \"5snd 1D2\": (2, 2, +1, (0, 0.5)),\n", " \"5snd 3D2\": (2, 2, +1, (0.5, 1)),\n", " \"5snd 3D1\": (2, 1, +1, (0.5, 1)),\n", " \"5snd 3D3\": (2, 3, +1, (0.5, 1)),\n", " \"5snf 1F3\": (3, 3, -1, (0, 0.5)),\n", "}\n", "\n", "\n", "def select_series(basis: BasisMQDT, l_r: int, f_tot: float, parity: int, s_tot: tuple[float, float]) -> BasisMQDT:\n", " return (\n", " basis.shallow_copy()\n", " .filter_states(\"f_tot\", f_tot)\n", " .filter_states(\"parity\", parity)\n", " .filter_states(\"l_c\", (0, 0.5))\n", " .filter_states(\"l_r\", (l_r - 0.5, l_r + 0.5))\n", " .filter_states(\"s_tot\", s_tot)\n", " .sort_states(\"nu\")\n", " )\n", "\n", "\n", "def spin(s_tot: tuple[float, float]) -> int:\n", " return 0 if s_tot[1] <= 0.5 else 1\n", "\n", "\n", "series_bases = {\n", " key: {label: select_series(basis, *args) for label, args in series.items()} for key, basis in bases.items()\n", "}\n", "\n", "for label in series:\n", " print(f\"{label}: \" + \", \".join(f\"{key}: {len(series_bases[key][label])} states\" for key in bases))" ] }, { "cell_type": "markdown", "id": "c3576b35", "metadata": {}, "source": [ "## SQDT states\n", "\n", "The SQDT model gives the effective principal quantum numbers $\\nu = n - \\delta(n)$ with the modified Rydberg-Ritz formula\n", "$\\delta(n) = \\delta_0 + \\delta_2 / (n - \\delta_0)^2 + \\delta_4 / (n - \\delta_0)^4$, using the parameters of\n", "[Brienza et al., Phys. Rev. A 108, 022815 (2023)](https://doi.org/10.1103/PhysRevA.108.022815) for the singlet series and of\n", "[ARC 3.0, Comput. Phys. Commun. 261, 107814 (2021)](https://doi.org/10.1016/j.cpc.2020.107814) for the triplet series.\n", "It uses the same 5s ionization threshold as the Robicheaux models (1 MHz above the rounded threshold of the Vaillant models).\n", "\n", "Two details matter for the comparison:\n", "\n", "- By default, SQDT states with $n \\le 15$ take their energies from the NIST levels instead of the Rydberg-Ritz formula.\n", " We disable this (`use_nist_data=False`) to show the actual SQDT model; the NIST levels are plotted separately anyway.\n", "- The Rydberg-Ritz parameters are fits to states at intermediate and high $n$. At low $n$ the higher order terms dominate\n", " and the formula diverges (e.g. it gives $\\nu \\approx 2000$ for the $5s4d$ $^3D_2$ state).\n", " We therefore only keep the states for which the correction to the leading quantum defect is small, $|\\delta(n) - \\delta_0| < 1/2$.\n", " Deviations of the remaining low lying SQDT states reflect the limited range of the fits rather than the SQDT method itself." ] }, { "cell_type": "code", "execution_count": 4, "id": "58953aee", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "5sns 1S0: 38 SQDT states with nu >= 2.80\n", "5sns 3S1: 38 SQDT states with nu >= 2.58\n", "5snp 1P1: 35 SQDT states with nu >= 5.64\n", "5snp 3P2: 36 SQDT states with nu >= 3.76\n", "5snd 1D2: 30 SQDT states with nu >= 11.05\n", "5snd 3D2: 28 SQDT states with nu >= 12.74\n", "5snd 3D1: 29 SQDT states with nu >= 11.70\n", "5snd 3D3: 24 SQDT states with nu >= 16.78\n", "5snf 1F3: 37 SQDT states with nu >= 3.98\n" ] } ], "source": [ "sqdt = get_sqdt(\"Sr88\")\n", "assert sqdt.ionization_energy_au == get_mqdt(\"Sr88\").reference_ionization_threshold_au\n", "\n", "\n", "def sqdt_nus(l_r: int, j_tot: float, s_tot: int) -> np.ndarray:\n", " angular = AngularKetLS(l_r=l_r, s_tot=s_tot, j_tot=j_tot, f_tot=j_tot, species=\"Sr88\")\n", " delta_0 = sqdt.quantum_defects[(l_r, j_tot, s_tot)][0]\n", " nus = []\n", " for n in range(l_r + 1, int(nu_range[1] + delta_0) + 1):\n", " if not sqdt.element_properties.is_allowed_shell(n, l_r, s_tot):\n", " continue\n", " nu = sqdt.calc_nui(n, angular, use_nist_data=False)\n", " if abs(n - nu - delta_0) < 0.5 and nu_range[0] <= nu <= nu_range[1]:\n", " nus.append(nu)\n", " return np.array(nus)\n", "\n", "\n", "SQDT_KEY = \"SQDT (Rydberg-Ritz)\"\n", "styles[SQDT_KEY] = {\"color\": \"C2\", \"marker\": \"^\", \"ms\": 3.5, \"alpha\": 0.6} # less prominent than the MQDT markers\n", "sqdt_series = {label: sqdt_nus(l_r, f_tot, spin(s_tot)) for label, (l_r, f_tot, _parity, s_tot) in series.items()}\n", "for label, nus in sqdt_series.items():\n", " print(f\"{label}: {len(nus)} SQDT states with nu >= {nus[0]:.2f}\")" ] }, { "cell_type": "markdown", "id": "72efcc2b", "metadata": {}, "source": [ "## Quantum defects\n", "\n", "We plot the fractional part of the quantum defect, $\\delta \\bmod 1 = (-\\nu) \\bmod 1$, against $\\nu$.\n", "Using the fractional part avoids having to assign principal quantum numbers $n$, which are ambiguous close to the\n", "perturbers, where the quantum defect changes by almost one within a few states (e.g. in the $5snd$ triplet series).\n", "The black crosses are the NIST energy levels shipped with rydstate (available up to $n = 20$),\n", "converted to $\\nu$ with the 5s ionization threshold of the Robicheaux and SQDT models." ] }, { "cell_type": "code", "execution_count": 5, "id": "eee6c9ac", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "threshold_au = get_mqdt(\"Sr88\", \"robicheaux2019\").reference_ionization_threshold_au # Robicheaux and SQDT, see above\n", "reduced_mass_au = sqdt.element_properties.reduced_mass_au\n", "\n", "\n", "def nist_nus(l_r: int, j_tot: float, s_tot: float) -> np.ndarray:\n", " energies_au = [\n", " energy_au\n", " for (_n, l, j, s), energy_au in sqdt._nist_energy_levels.items() # noqa: SLF001\n", " if (l, j, s) == (l_r, j_tot, s_tot)\n", " ]\n", " return np.array([calc_nu_from_energy(reduced_mass_au, e - threshold_au) for e in energies_au])\n", "\n", "\n", "def fractional_quantum_defect(nus: np.ndarray) -> np.ndarray:\n", " return (-np.asarray(nus)) % 1\n", "\n", "\n", "fig, axes = plt.subplots(3, 3, figsize=(13, 10), sharex=True)\n", "for ax, (label, (l_r, f_tot, _parity, s_tot)) in zip(axes.flat, series.items(), strict=True):\n", " for key, basis in series_bases.items():\n", " nus = basis[label].calc_exp_qn(\"nu\")\n", " ax.plot(nus, fractional_quantum_defect(nus), ls=\"none\", mfc=\"none\", label=key, **styles[key])\n", " nus = sqdt_series[label]\n", " ax.plot(nus, fractional_quantum_defect(nus), ls=\"none\", mfc=\"none\", label=SQDT_KEY, **styles[SQDT_KEY])\n", " nus = nist_nus(l_r, f_tot, spin(s_tot))\n", " ax.plot(nus, fractional_quantum_defect(nus), \"k+\", ms=7, label=\"NIST levels\")\n", " ax.set_title(label)\n", " ax.grid(alpha=0.3)\n", "for ax in axes[-1]:\n", " ax.set_xlabel(r\"effective principal quantum number $\\nu$\")\n", "for ax in axes[:, 0]:\n", " ax.set_ylabel(r\"$\\delta \\; \\mathrm{mod} \\; 1$\")\n", "axes[0, 0].legend()\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "eed0a781", "metadata": {}, "source": [ "The Vaillant models follow the NIST levels down to the lowest states of each series and reproduce the perturber\n", "signatures in the D series (the quantum defect of the $5snd$ triplet series changes by almost one around\n", "$\\nu \\approx 12$ to $18$ because of the $4d6s$ perturber). In the common range of validity both model sets agree closely,\n", "with visible differences in the asymptotic quantum defects of the $5snp$ $^3P_2$ and $5snd$ $^3D_3$ series,\n", "which the Vaillant models only fit up to $n = 15$ and $n = 29$, respectively.\n", "\n", "The SQDT quantum defects agree with the MQDT models at high $\\nu$ for most series, with a visible offset of the\n", "asymptotic quantum defect in the $5snd$ $^3D_3$ series. Being single channel fits, they cannot reproduce the\n", "perturbations: in the $5snd$ series they approach the perturbed region smoothly instead of following the steep rise of\n", "the quantum defect (and their range of validity ends before the region where it changes by almost one)." ] }, { "cell_type": "markdown", "id": "56623fb4", "metadata": {}, "source": [ "## Energy differences\n", "\n", "For every state of the Vaillant models we take the closest state (in energy) of the same series of the other model sets\n", "and plot the energy difference. For the Robicheaux models we only consider the Vaillant states above the lowest\n", "state of the corresponding Robicheaux model, i.e. the common range of validity.\n", "Since the ionization thresholds of the model sets agree to 1 MHz, these differences reflect the different quantum defects\n", "(a threshold difference $\\Delta I$ shifts all energies of a model set rigidly by $\\Delta I$, without changing $\\nu$).\n", "For the $5sns$ $^1S_0$ series, the two MQDT models agree to better than 35 MHz for $\\nu > 20$\n", "(below 10 MHz at $\\nu \\approx 40$)." ] }, { "cell_type": "code", "execution_count": 6, "id": "e2879fc8", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def energies_from_nus(nus: np.ndarray) -> np.ndarray:\n", " energies_au = np.array([threshold_au + calc_energy_from_nu(reduced_mass_au, nu) for nu in nus])\n", " return au_to_user(energies_au, \"energy\", \"MHz\")\n", "\n", "\n", "def closest_energy_differences(reference: BasisMQDT, other_energies: np.ndarray, nu_min: float) -> tuple[list, list]:\n", " nus, diffs = [], []\n", " for state in reference.states:\n", " if state.nu < nu_min:\n", " continue\n", " energy = state.get_energy(\"MHz\")\n", " nus.append(state.nu)\n", " diffs.append(np.min(np.abs(other_energies - energy)))\n", " return nus, diffs\n", "\n", "\n", "fig, axes = plt.subplots(1, 2, figsize=(13, 5), sharey=True)\n", "for i, label in enumerate(series):\n", " new = series_bases[\"Vaillant 2024\"][label]\n", " old = series_bases[\"Robicheaux 2019\"][label]\n", " if len(old) > 0:\n", " old_energies = np.array([state.get_energy(\"MHz\") for state in old.states])\n", " nus, diffs = closest_energy_differences(new, old_energies, old.states[0].nu - 0.4)\n", " axes[0].plot(nus, diffs, marker=\"o\", ms=4, lw=1, color=f\"C{i}\", label=label)\n", " sqdt_energies = energies_from_nus(sqdt_series[label])\n", " nus, diffs = closest_energy_differences(new, sqdt_energies, sqdt_series[label][0] - 0.4)\n", " axes[1].plot(nus, diffs, marker=\"o\", ms=4, lw=1, color=f\"C{i}\", label=label)\n", "for ax, key in zip(axes, [\"Robicheaux 2019\", SQDT_KEY], strict=True):\n", " ax.set_yscale(\"log\")\n", " ax.set_xlabel(r\"effective principal quantum number $\\nu$\")\n", " ax.set_title(f\"Vaillant 2024 vs. {key}\")\n", " ax.grid(alpha=0.3)\n", "axes[0].set_ylabel(r\"$|E_\\mathrm{Vaillant} - E_\\mathrm{other}|$ (MHz)\")\n", "axes[0].legend(ncol=3, fontsize=9)\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "ac511d18", "metadata": {}, "source": [ "The SQDT energies agree with the Vaillant models to a few 10 MHz at $\\nu \\approx 40$ for the singlet series and the\n", "$5sns$ $^3S_1$, $5snd$ $^3D_1$ and $^3D_2$ series, but deviate by about 0.8 GHz ($5snp$ $^3P_2$) and 2.7 GHz\n", "($5snd$ $^3D_3$). For these two series the two MQDT model sets agree much better with each other\n", "(within about 0.3 GHz) than with the SQDT model.\n", "Towards lower $\\nu$ the deviations grow quickly and reach the THz range in the perturbed $5snd$ series." ] }, { "cell_type": "markdown", "id": "7634816c", "metadata": {}, "source": [ "## Singlet-triplet mixing of the $5snd$ $J=2$ states\n", "\n", "The $5snd$ $^1D_2$ and $^3D_2$ series are strongly mixed. The six channel Vaillant model describes the\n", "mixing including its resonant enhancement around the $4d^2$ $^3P_2$ perturber ($\\nu \\approx 9.5$, i.e. in the\n", "$5s15d$ states), whereas the Robicheaux model uses a constant mixing angle and is only valid for $\\nu > 25$.\n", "The SQDT states are pure singlet or triplet states, i.e. SQDT neglects the mixing completely.\n", "The triplet fraction is the expectation value of the total spin $\\langle S \\rangle$ of the state." ] }, { "cell_type": "code", "execution_count": 7, "id": "67d5ead0", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(8, 4.5))\n", "for key, basis in bases.items():\n", " d2 = (\n", " basis.shallow_copy()\n", " .filter_states(\"f_tot\", 2)\n", " .filter_states(\"parity\", +1)\n", " .filter_states(\"l_c\", (0, 0.5))\n", " .filter_states(\"l_r\", (1.5, 2.5))\n", " .sort_states(\"nu\")\n", " )\n", " ax.plot(d2.calc_exp_qn(\"nu\"), d2.calc_exp_qn(\"s_tot\"), ls=\"none\", mfc=\"none\", label=key, **styles[key])\n", "nus_singlet, nus_triplet = sqdt_series[\"5snd 1D2\"], sqdt_series[\"5snd 3D2\"] # pure singlet and triplet states\n", "nus = np.concatenate([nus_singlet, nus_triplet])\n", "s_tots = np.concatenate([np.zeros_like(nus_singlet), np.ones_like(nus_triplet)])\n", "ax.plot(nus, s_tots, ls=\"none\", mfc=\"none\", label=SQDT_KEY, **styles[SQDT_KEY])\n", "ax.set_xlabel(r\"effective principal quantum number $\\nu$\")\n", "ax.set_ylabel(r\"triplet fraction $\\langle S \\rangle$\")\n", "ax.set_title(r\"5snd $J=2$ states\")\n", "ax.grid(alpha=0.3)\n", "ax.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "a81cf5b8", "metadata": {}, "source": [ "## Perturber states\n", "\n", "The Vaillant models contain the doubly excited perturber channels explicitly, so they also yield the perturber states\n", "themselves, i.e. the states dominated by a channel with an excited core ($\\langle l_c \\rangle > 1/2$).\n", "The Robicheaux models do not contain such states." ] }, { "cell_type": "code", "execution_count": 8, "id": "ade3df31", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " energy (1/cm) nu F parity model\n", " 37292.073 3.564 0 -1 1.73 1.00 P J=0, nu > 2.8\n", " 37302.730 3.566 1 -1 1.72 1.00 P J=1 triplet, nu > 2.8\n", " 37336.590 3.573 2 -1 1.74 1.00 P J=2, nu > 2.8\n", " 38007.742 3.721 3 -1 0.87 0.00 F J=3 singlet, nu > 3.5\n", " 38444.013 3.828 0 1 0.74 0.15 S J=0, nu > 3.7\n", " 39539.013 4.143 3 -1 0.75 0.00 F J=3 singlet, nu > 3.5\n", " 44525.838 8.833 0 1 1.97 0.59 S J=0, nu > 3.7\n", " 44730.547 9.556 2 1 1.89 0.97 D J=2, nu > 5.7\n" ] } ], "source": [ "perturbers = bases[\"Vaillant 2024\"].shallow_copy().filter_states(\"l_c\", (0.5, 3)).sort_states(\"nu\")\n", "\n", "print(f\"{'energy (1/cm)':>14s} {'nu':>7s} {'F':>3s} {'parity':>6s} {'':>6s} {'':>5s} model\")\n", "for state in perturbers.states:\n", " print(\n", " f\"{state.get_energy('1/cm'):14.3f} {state.nu:7.3f} {state.f_tot:3.0f} {state.parity:6d} \"\n", " f\"{state.calc_exp_qn('l_c'):6.2f} {state.calc_exp_qn('s_tot'):5.2f} {state.model.name}\"\n", " )" ] }, { "cell_type": "markdown", "id": "61726736", "metadata": {}, "source": [ "These are the $4d5p$ $^3P_{0,1,2}$ states at $\\nu \\approx 3.57$, the $4d5p$ $^1F_3$ state at $\\nu \\approx 3.72$,\n", "the $4d^2$ $^3P_0$ state at $\\nu \\approx 8.83$ and the $4d^2$ $^3P_2$ state at $\\nu \\approx 9.56$\n", "(the $5s7s$ $^1S_0$ state at $\\nu \\approx 3.83$ also appears here, since the model gives it a predominant $4dnd$ character).\n", "Note that the radial wavefunctions of the closed perturber channels have channel quantum numbers $\\nu_i \\lesssim l_r + 1$,\n", "for which rydstate warns about the inner boundary of the Numerov integration; the energies are not affected,\n", "but matrix elements involving these components should be treated with care.\n", "\n", "## Composition of a single state\n", "\n", "Finally we look at the channel composition of one state in both model sets, the $5s30d$ $^1D_2$ state at\n", "$\\nu \\approx 27.67$. The bars show the squared coefficients of the state on the FJ coupled channels." ] }, { "cell_type": "code", "execution_count": 9, "id": "b67f6bc2", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def ket_label(ket: RydbergKet) -> str:\n", " a = ket.angular\n", " return f\"{a.n_c}{'spdf'[a.l_c]}$_{{{int(2 * a.j_c)}/2}}$ n{'spdf'[a.l_r]}$_{{{int(2 * a.j_r)}/2}}$\"\n", "\n", "\n", "fig, axes = plt.subplots(1, 2, figsize=(12, 4), sharey=True)\n", "for ax, key in zip(axes, bases, strict=True):\n", " d2 = series_bases[key][\"5snd 1D2\"]\n", " state = min(d2.states, key=lambda s: abs(s.nu - 27.67))\n", " weights = np.abs(state.coefficients) ** 2\n", " labels = [ket_label(ket) for ket in state.rydberg_kets]\n", " ax.bar(range(len(weights)), weights, color=styles[key][\"color\"])\n", " ax.set_xticks(range(len(weights)), labels, rotation=60, ha=\"right\")\n", " ax.set_title(f\"{key}: nu = {state.nu:.4f}, E = {state.get_energy('1/cm'):.3f} 1/cm\")\n", " for x, w in enumerate(weights):\n", " if w > 1e-3:\n", " ax.text(x, w, f\"{w:.3f}\", ha=\"center\", va=\"bottom\", fontsize=8)\n", "axes[0].set_ylabel(r\"$|c_i|^2$\")\n", "axes[0].set_yscale(\"log\")\n", "axes[0].set_ylim(1e-6, 2)\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "c1e2c8be", "metadata": {}, "source": [ "Both models describe the state as a superposition of the two $5s_{1/2}nd_j$ channels with a small admixture of the\n", "other channel, but they differ in the size of the singlet-triplet mixing (0.3% vs 1.9% triplet admixture at $n = 30$,\n", "see the previous plot), which is why the weights of the two $5s_{1/2}nd_j$ channels differ noticeably (a pure $^1D_2$\n", "state would have weights 3/5 and 2/5). The Vaillant model additionally resolves the small $4dns$, $5pnp$ and $4dnd$\n", "perturber admixtures." ] } ], "metadata": { "kernelspec": { "display_name": "rydstate (3.13.1)", "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": 5 }