{ "cells": [ { "cell_type": "markdown", "id": "35cdf699", "metadata": {}, "source": [ "# MQDT Spectrum with overlaps of OSQDT states and Tunable MQDT models\n", "\n", "This notebook compares the OSQDT channel spectra with the full MQDT spectrum and illustrates how the levels evolve as the tunable MQDT coupling factor increases from 0 to 1. Levels are plotted against the effective principal quantum number $\\nu$, and the colored segments of each full MQDT level show its summed squared overlaps with the different OSQDT channel groups.\n", "\n", "The plots, including the spectra obtained by tuning the coupling, are intended only as didactic examples to illustrate channel mixing. Only the full MQDT results should be used for calculations." ] }, { "cell_type": "code", "execution_count": 1, "id": "5839de4b", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T08:59:33.483918Z", "iopub.status.busy": "2026-09-03T08:59:33.483817Z", "iopub.status.idle": "2026-09-03T08:59:33.816067Z", "shell.execute_reply": "2026-09-03T08:59:33.815610Z" } }, "outputs": [], "source": [ "from __future__ import annotations\n", "\n", "# %matplotlib widget\n", "import logging\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from matplotlib.collections import LineCollection\n", "from utils import build_segments\n", "\n", "logging.basicConfig(level=logging.INFO)\n", "logging.getLogger(\"matplotlib\").setLevel(logging.WARNING)\n", "logging.getLogger(\"rydstate\").setLevel(logging.WARNING)" ] }, { "cell_type": "code", "execution_count": 2, "id": "765f8f3e", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T08:59:33.817499Z", "iopub.status.busy": "2026-09-03T08:59:33.817338Z", "iopub.status.idle": "2026-09-03T08:59:35.432445Z", "shell.execute_reply": "2026-09-03T08:59:35.431970Z" } }, "outputs": [], "source": [ "from typing import TYPE_CHECKING\n", "\n", "import rydstate\n", "\n", "if TYPE_CHECKING:\n", " from rydstate.rydberg_state import RydbergState" ] }, { "cell_type": "code", "execution_count": null, "id": "20fcdc25", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T08:59:35.433786Z", "iopub.status.busy": "2026-09-03T08:59:35.433604Z", "iopub.status.idle": "2026-09-03T08:59:41.497714Z", "shell.execute_reply": "2026-09-03T08:59:41.497284Z" } }, "outputs": [], "source": [ "species = \"Yb171\"\n", "l_r = 0\n", "f_tot = 0.5\n", "nu_range = (0, 150)\n", "\n", "basis_osqdt = rydstate.basis.BasisOSQDT(species, nu=nu_range, l_r=(l_r, l_r + 1), f_tot=(f_tot, f_tot))\n", "basis_mqdt = rydstate.BasisMQDT(species, nu=nu_range, l_r=(l_r, l_r), f_tot=(f_tot, f_tot))" ] }, { "cell_type": "code", "execution_count": null, "id": "90744f9a", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T08:59:41.499252Z", "iopub.status.busy": "2026-09-03T08:59:41.499125Z", "iopub.status.idle": "2026-09-03T08:59:55.436153Z", "shell.execute_reply": "2026-09-03T08:59:55.435723Z" } }, "outputs": [], "source": [ "coupling_factors = np.linspace(0, 1, 10)\n", "bases_tunable_mqdt = [\n", " rydstate.basis.BasisTunableMQDT(species, nu=nu_range, l_r=(l_r, l_r), f_tot=(f_tot, f_tot), coupling_factor=c)\n", " for c in coupling_factors\n", "]" ] }, { "cell_type": "code", "execution_count": 5, "id": "31db41ac", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T08:59:55.442261Z", "iopub.status.busy": "2026-09-03T08:59:55.442152Z", "iopub.status.idle": "2026-09-03T08:59:55.472459Z", "shell.execute_reply": "2026-09-03T08:59:55.472003Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "fc=0: 155 states\n", " |Yb171:(6s_1/2,7s_1/2),f_c=0,F=1/2⟩\n", " |Yb171:(6s_1/2,8s_1/2),f_c=0,F=1/2⟩\n", " |Yb171:(6s_1/2,9s_1/2),f_c=0,F=1/2⟩\n", " ...\n", "\n", "fc=1: 148 states\n", " |Yb171:(6s_1/2,7s_1/2),f_c=1,F=1/2⟩\n", " |Yb171:(6s_1/2,8s_1/2),f_c=1,F=1/2⟩\n", " |Yb171:(6s_1/2,9s_1/2),f_c=1,F=1/2⟩\n", " ...\n", "\n", "lc=1 jc=1/2: 2 states\n", " |Yb171:(6p_1/2,6p_1/2),f_c=0,F=1/2⟩\n", " |Yb171:(6p_1/2,6p_1/2),f_c=1,F=1/2⟩\n", "lc=1 jc=3/2: 2 states\n", " |Yb171:(6p_3/2,6p_3/2),f_c=1,F=1/2⟩\n", " |Yb171:(6p_3/2,6p_3/2),f_c=2,F=1/2⟩\n", "4f13 5d 6snl a: 1 states\n", " |Yb171:nu=1.8,4f13 5d 6snl a,F=1/2⟩\n", "4f13 5d 6snl b: 1 states\n", " |Yb171:nu=1.7,4f13 5d 6snl b,F=1/2⟩\n", "4f13 5d 6snl c: 0 states\n", "full MQDT: 307 states\n", " 0.87*|Yb171:(6s_1/2,[2.5]s_1/2),f_c=0,F=1/2⟩ + 3.7e-06*|Yb171:nu=1.5,4f13 5d 6snl a,F=1/2⟩ - 5.7e-06*|Yb171:(6p_3/2,[1.5]p_3/2),f_c=1,F=1/2⟩ + 7.3e-06*|Yb171:(6p_3/2,[1.5]p_3/2),f_c=2,F=1/2⟩ + 1.5e-06*|Yb171:nu=1.5,4f13 5d 6snl b,F=1/2⟩ - 4.6e-06*|Yb171:(6p_1/2,[1.6]p_1/2),f_c=0,F=1/2⟩ + 7.9e-06*|Yb171:(6p_1/2,[1.6]p_1/2),f_c=1,F=1/2⟩ + 4.9e-06*|Yb171:nu=1.5,4f13 5d 6snl c,F=1/2⟩ + 0.5*|Yb171:(6s_1/2,[2.5]s_1/2),f_c=1,F=1/2⟩\n", " -0.5*|Yb171:(6s_1/2,[2.6]s_1/2),f_c=0,F=1/2⟩ - 0.035*|Yb171:nu=1.5,4f13 5d 6snl a,F=1/2⟩ + 0.052*|Yb171:(6p_3/2,[1.5]p_3/2),f_c=1,F=1/2⟩ - 0.067*|Yb171:(6p_3/2,[1.5]p_3/2),f_c=2,F=1/2⟩ - 0.013*|Yb171:nu=1.5,4f13 5d 6snl b,F=1/2⟩ + 0.044*|Yb171:(6p_1/2,[1.6]p_1/2),f_c=0,F=1/2⟩ - 0.076*|Yb171:(6p_1/2,[1.6]p_1/2),f_c=1,F=1/2⟩ - 0.044*|Yb171:nu=1.5,4f13 5d 6snl c,F=1/2⟩ + 0.86*|Yb171:(6s_1/2,[2.6]s_1/2),f_c=1,F=1/2⟩\n", " 0.87*|Yb171:(6s_1/2,[3.5]s_1/2),f_c=0,F=1/2⟩ - 1.6e-05*|Yb171:nu=1.6,4f13 5d 6snl a,F=1/2⟩ + 9.4e-06*|Yb171:(6p_3/2,[1.7]p_3/2),f_c=1,F=1/2⟩ - 1.2e-05*|Yb171:(6p_3/2,[1.7]p_3/2),f_c=2,F=1/2⟩ - 1.4e-06*|Yb171:nu=1.6,4f13 5d 6snl b,F=1/2⟩ + 4.5e-05*|Yb171:(6p_1/2,[1.7]p_1/2),f_c=0,F=1/2⟩ - 7.7e-05*|Yb171:(6p_1/2,[1.7]p_1/2),f_c=1,F=1/2⟩ - 1.7e-05*|Yb171:nu=1.6,4f13 5d 6snl c,F=1/2⟩ + 0.5*|Yb171:(6s_1/2,[3.5]s_1/2),f_c=1,F=1/2⟩\n", " ...\n", "\n" ] } ], "source": [ "basis_dict: dict[str, rydstate.basis.BasisBase[RydbergState]] = {}\n", "\n", "basis_dict[\"fc=0\"] = (\n", " basis_osqdt.shallow_copy().filter_states(\"l_c\", 0).filter_states(\"l_r\", l_r).filter_states(\"f_c\", 0)\n", ")\n", "\n", "basis_dict[\"fc=1\"] = (\n", " basis_osqdt.shallow_copy().filter_states(\"l_c\", 0).filter_states(\"l_r\", l_r).filter_states(\"f_c\", 1)\n", ")\n", "\n", "basis_dict[\"lc=1 jc=1/2\"] = (\n", " basis_osqdt.shallow_copy().filter_states(\"l_r\", 1).filter_states(\"l_c\", 1).filter_states(\"j_c\", 1 / 2)\n", ")\n", "\n", "basis_dict[\"lc=1 jc=3/2\"] = (\n", " basis_osqdt.shallow_copy().filter_states(\"l_r\", 1).filter_states(\"l_c\", 1).filter_states(\"j_c\", 3 / 2)\n", ")\n", "\n", "for key in [\"4f13 5d 6snl a\", \"4f13 5d 6snl b\", \"4f13 5d 6snl c\"]:\n", " basis_dict[key] = basis_osqdt.shallow_copy().filter_states(\"parity\", +1).filter_states_label(key)\n", "\n", "\n", "basis_dict[\"full MQDT\"] = basis_mqdt\n", "\n", "for key, basis in basis_dict.items():\n", " print(f\"{key}: {len(basis.states)} states\")\n", " for i, state in enumerate(basis.states):\n", " if i >= 3:\n", " print(\" ...\\n\")\n", " break\n", " print(f\" {state}\")" ] }, { "cell_type": "code", "execution_count": 6, "id": "755b141b", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T08:59:55.473703Z", "iopub.status.busy": "2026-09-03T08:59:55.473602Z", "iopub.status.idle": "2026-09-03T09:00:01.291850Z", "shell.execute_reply": "2026-09-03T09:00:01.291349Z" } }, "outputs": [], "source": [ "overlaps_dict: dict[str, list[float]] = {}\n", "\n", "for key, basis in basis_dict.items():\n", " if isinstance(basis, rydstate.basis.BasisMQDT):\n", " continue\n", "\n", " overlaps = basis_mqdt.calc_reduced_overlaps(basis)\n", " overlaps_dict[key] = np.sum(overlaps**2, axis=1).tolist()" ] }, { "cell_type": "code", "execution_count": null, "id": "84c6f083", "metadata": { "execution": { "iopub.execute_input": "2026-09-03T09:00:01.293573Z", "iopub.status.busy": "2026-09-03T09:00:01.293366Z", "iopub.status.idle": "2026-09-03T09:00:08.335423Z", "shell.execute_reply": "2026-09-03T09:00:08.334948Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "x_loc = {\n", " # S_05\n", " \"fc=0\": 0,\n", " \"fc=1\": 1,\n", " \"lc=1 jc=1/2\": 2,\n", " \"lc=1 jc=3/2\": 3,\n", " # general\n", " \"4f13 5d 6snl a\": 4,\n", " \"4f13 5d 6snl b\": 4,\n", " \"4f13 5d 6snl c\": 4,\n", " # mqdt\n", " \"tunable MQDT\": 5,\n", " \"full MQDT\": 6,\n", "}\n", "\n", "\n", "fig, axs = plt.subplots(1, 2, figsize=(14, 6))\n", "\n", "keys = list(basis_dict.keys())\n", "keys_mo_mqdt = [key for key in keys if \"MQDT\" not in key]\n", "\n", "tunable_nus = [basis.calc_exp_qn(\"nu\") for basis in bases_tunable_mqdt]\n", "tunable_segments = [\n", " (\n", " np.array([coupling_factors[i] for i, j in seg]) * 0.8 + x_loc[\"tunable MQDT\"] - 0.4,\n", " [tunable_nus[i][j] for i, j in seg],\n", " )\n", " for seg in build_segments(tunable_nus)\n", "]\n", "# None means autoscale, i.e. the full nu range; only the zoomed panels get labels\n", "ylims = [None, (0, 10)]\n", "\n", "for ax, ylim in zip(axs, ylims, strict=True):\n", " if ylim is not None:\n", " ax.set_ylim(*ylim)\n", "\n", " # collect all level markers in one LineCollection per axis, drawing them one by one is slow\n", " lines: list[list[tuple[float, float]]] = []\n", " colors: list[str] = []\n", "\n", " # OQDT states\n", " for i, key in enumerate(keys_mo_mqdt):\n", " x = x_loc.get(key)\n", " for state in basis_dict[key].states:\n", " if np.isinf(state.nu):\n", " continue\n", "\n", " lines.append([(x - 0.4, state.nu), (x + 0.4, state.nu)])\n", " colors.append(f\"C{i}\")\n", "\n", " if ylim is None or not ylim[0] <= state.nu <= ylim[1]:\n", " continue\n", " label = rf\"$n={state.n}$, $\\nu={state.nu:.3f}$\"\n", " if not np.isclose(state.nu, state.nui):\n", " label += rf\", $\\nu_{{i}}={state.nui:.3f}$\"\n", " ax.text(x, state.nu, label, ha=\"center\", va=\"bottom\", fontsize=6, clip_on=True)\n", "\n", " # MQDT states\n", " for ids, state in enumerate(basis_mqdt.states):\n", " if np.isinf(state.nu):\n", " continue\n", " overlaps = {key: overlaps_dict[key][ids] for key in keys_mo_mqdt}\n", " x0 = x_loc[\"full MQDT\"] - 0.4\n", " for i, key in enumerate(keys_mo_mqdt):\n", " overlap = overlaps[key]\n", " x1 = x0 + overlap * 0.8\n", " lines.append([(x0, state.nu), (x1, state.nu)])\n", " colors.append(f\"C{i}\")\n", " x0 = x1\n", " if ylim is None or not ylim[0] <= state.nu <= ylim[1]:\n", " continue\n", " ax.text(\n", " x_loc[\"full MQDT\"], state.nu, rf\"$\\nu={state.nu:.3f}$\", ha=\"center\", va=\"bottom\", fontsize=6, clip_on=True\n", " )\n", "\n", " ax.add_collection(LineCollection(lines, colors=colors, linewidths=0.75))\n", " ax.autoscale_view()\n", "\n", " ylim_ = ax.get_ylim()\n", " ax.plot([x_loc[\"full MQDT\"] - 0.4, x_loc[\"full MQDT\"] - 0.4], ylim_, color=\"0.5\", lw=0.75, ls=\"--\")\n", " ax.plot([x_loc[\"full MQDT\"] + 0.4, x_loc[\"full MQDT\"] + 0.4], ylim_, color=\"0.5\", lw=0.75, ls=\"--\")\n", "\n", " fig.suptitle(f\"States for {species} {l_r=}, {f_tot=}\")\n", " xticklabels = {}\n", " for key, x in x_loc.items():\n", " if x not in xticklabels:\n", " xticklabels[x] = key\n", " else:\n", " xticklabels[x] += f\"\\n{key}\"\n", " xticklabels[x_loc[\"tunable MQDT\"]] += \"\\n\" + r\"coupling_factor $0 \\to 1$\"\n", " ax.set_xticks(list(xticklabels.keys()))\n", " ax.set_xticklabels(list(xticklabels.values()))\n", " ax.set_ylabel(r\"$\\nu$\")\n", "\n", " ax.set_xlim(-0.5, max(x_loc.values()) + 0.5)\n", "\n", " for xs, ys in tunable_segments:\n", " ax.plot(xs, ys, color=\"blue\", marker=\".\", markersize=2, lw=0.75)\n", "\n", "plt.tight_layout()\n", "plt.show()" ] } ], "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 }