diff --git a/docs/examples/mqdt/spectrum_with_overlaps.ipynb b/docs/examples/mqdt/spectrum_with_overlaps.ipynb new file mode 100644 index 00000000..87531182 --- /dev/null +++ b/docs/examples/mqdt/spectrum_with_overlaps.ipynb @@ -0,0 +1,305 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5839de4b", + "metadata": {}, + "outputs": [], + "source": [ + "from __future__ import annotations\n", + "\n", + "%matplotlib widget\n", + "\n", + "import logging\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\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": {}, + "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": 3, + "id": "20fcdc25", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT FJ(i_c=0.0, s_c=0.5, l_c=1, s_r=0.5, l_r=1, j_c=1.5, f_c=1.5, j_r=0.5, f_tot=1.0, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT FJ(i_c=0.0, s_c=0.5, l_c=1, s_r=0.5, l_r=1, j_c=1.5, f_c=1.5, j_r=1.5, f_tot=1.0, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.0, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=0.0, l_tot=1, j_tot=1.0, f_tot=1.0, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.0, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=0, j_tot=1.0, f_tot=1.0, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.0, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=1, j_tot=1.0, f_tot=1.0, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.0, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=2, j_tot=1.0, f_tot=1.0, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=6.0, nu_max=150 for model P J=1, nu > 6\n" + ] + } + ], + "source": [ + "species = \"Yb174\"\n", + "l_r = 1\n", + "f_tot = 1\n", + "nu_range = (0, 150)\n", + "\n", + "basis_sqdt_full = rydstate.BasisOQDT(species, nu=nu_range, l_r=(l_r, l_r), f_tot=(f_tot, f_tot))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7facc299", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "basis_sqdt_full: 301 states\n" + ] + } + ], + "source": [ + "basis_sqdt_full.sort_states(\"nu\")\n", + "print(f\"basis_sqdt_full: {len(basis_sqdt_full.states)} states\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "31db41ac", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6sns jr=1/2: 148 states\n", + " |Yb174:(6s_1/2,[2.0]p_1/2),J=1⟩\n", + " |Yb174:(6s_1/2,[3.2]p_1/2),J=1⟩\n", + " |Yb174:(6s_1/2,[4.1]p_1/2),J=1⟩\n", + " ...\n", + "\n", + "6sns jr=3/2: 148 states\n", + " |Yb174:(6s_1/2,[1.9]p_3/2),J=1⟩\n", + " |Yb174:(6s_1/2,[3.3]p_3/2),J=1⟩\n", + " |Yb174:(6s_1/2,[4.2]p_3/2),J=1⟩\n", + " ...\n", + "\n", + "4f13 5d 6snl a: 1 states\n", + " |Yb174:nu=1.8,4f13 5d 6snl a⟩\n", + " ...\n", + "\n", + "4f13 5d 6snl b: 1 states\n", + " |Yb174:nu=1.8,4f13 5d 6snl b⟩\n", + " ...\n", + "\n", + "4f13 5d 6snl c: 1 states\n", + " |Yb174:nu=1.8,4f13 5d 6snl c⟩\n", + " ...\n", + "\n", + "4f13 5d 6snl d: 0 states\n", + " ...\n", + "\n", + "full MQDT: 298 states\n", + " 0.69*|Yb174:(6s_1/2,[1.8]p_3/2),J=1⟩ + 0.73*|Yb174:(6s_1/2,[1.8]p_1/2),J=1⟩\n", + " -0.4*|Yb174:(6s_1/2,[2.1]p_3/2),J=1⟩ + 0.92*|Yb174:(6s_1/2,[2.1]p_1/2),J=1⟩\n", + " 0.58*|Yb174:(6s_1/2,[3.0]p_3/2),J=1⟩ + 0.82*|Yb174:(6s_1/2,[3.0]p_1/2),J=1⟩\n", + " ...\n", + "\n" + ] + } + ], + "source": [ + "basis_sqdt = basis_sqdt_full.shallow_copy()\n", + "\n", + "basis_dict: dict[str, rydstate.basis.BasisBase[RydbergState]] = {}\n", + "\n", + "basis_dict[\"6sns jr=1/2\"] = (\n", + " basis_sqdt.shallow_copy().filter_states(\"l_c\", 0).filter_states(\"l_r\", l_r).filter_states(\"j_r\", 1 / 2)\n", + ")\n", + "\n", + "basis_dict[\"6sns jr=3/2\"] = (\n", + " basis_sqdt.shallow_copy().filter_states(\"l_c\", 0).filter_states(\"l_r\", l_r).filter_states(\"j_r\", 3 / 2)\n", + ")\n", + "\n", + "# the perturber channels have parity (-1)**l_r, i.e. -1 for the l_r = 1 states considered here\n", + "parity = (-1) ** l_r\n", + "for key in [\"4f13 5d 6snl a\", \"4f13 5d 6snl b\", \"4f13 5d 6snl c\", \"4f13 5d 6snl d\"]:\n", + " basis_dict[key] = basis_sqdt.shallow_copy().filter_states(\"parity\", parity).filter_states_label(key)\n", + "\n", + "\n", + "basis_mqdt = rydstate.BasisMQDT(species, nu=nu_range, f_tot=(f_tot, f_tot), l_r=(l_r, l_r))\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 state in basis.states[:3]:\n", + " print(f\" {state}\")\n", + " print(\" ...\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "755b141b", + "metadata": {}, + "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": 7, + "id": "84c6f083", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "10f73421381146dc829fb787ba3bc6af", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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", 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\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x_loc = {\n", + " # S_05\n", + " \"6sns jr=1/2\": 0,\n", + " \"6sns jr=3/2\": 1,\n", + " # general\n", + " \"4f13 5d 6snl a\": 2,\n", + " \"4f13 5d 6snl b\": 2,\n", + " \"4f13 5d 6snl c\": 2,\n", + " \"4f13 5d 6snl d\": 2,\n", + " # mqdt\n", + " \"full MQDT\": 3,\n", + "}\n", + "\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "keys = list(basis_dict.keys())\n", + "keys_mo_mqdt = [key for key in keys if \"MQDT\" not in key]\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", + " ax.plot([x - 0.4, x + 0.4], [state.nu, state.nu], color=f\"C{i}\", lw=0.5, zorder=0)\n", + "\n", + " # label = rf\"$n={state.n}$, $\\nu={state.nu:.3f}$\"\n", + " label = rf\"$\\nu={state.nu:.3f}$\"\n", + " assert len(state.nui) == 1, f\"Expected len(state.nui) == 1, got {len(state.nui)}\"\n", + " nui = state.nui[0]\n", + " if not np.isclose(state.nu, nui):\n", + " label += rf\", $\\nu_{{i}}={nui:.3f}$\"\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", + " ax.plot([x0, x1], [state.nu, state.nu], color=f\"C{i}\", lw=0.5, zorder=0)\n", + " x0 = x1\n", + " ax.text(x_loc[\"full MQDT\"], state.nu, rf\"$\\nu={state.nu:.3f}$\", ha=\"center\", va=\"bottom\", fontsize=6, clip_on=True)\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=0.5, ls=\"--\", zorder=0)\n", + "ax.plot([x_loc[\"full MQDT\"] + 0.4, x_loc[\"full MQDT\"] + 0.4], ylim, color=\"0.5\", lw=0.5, ls=\"--\", zorder=0)\n", + "\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", + "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, len(xticklabels) - 0.5)\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 +} diff --git a/docs/examples/mqdt/spectrum_with_overlaps2.ipynb b/docs/examples/mqdt/spectrum_with_overlaps2.ipynb new file mode 100644 index 00000000..cf6a77e9 --- /dev/null +++ b/docs/examples/mqdt/spectrum_with_overlaps2.ipynb @@ -0,0 +1,372 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5839de4b", + "metadata": {}, + "outputs": [], + "source": [ + "from __future__ import annotations\n", + "\n", + "%matplotlib widget\n", + "\n", + "import logging\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\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": {}, + "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": 3, + "id": "20fcdc25", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=26.0, nu_max=150 for model S F=1/2, nu > 26\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT JJ(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, j_c=1.5, j_r=0.5, j_tot=1.0, f_tot=0.5, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=26.0, nu_max=150 for model S F=1/2, nu > 26\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT JJ(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, j_c=1.5, j_r=1.5, j_tot=1.0, f_tot=0.5, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:Angular ket LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=0.0, l_tot=0, j_tot=0.0, f_tot=0.5, n_c=6) has overlap but was not found in model S F=1/2, nu > 26 outer channels.\n", + "WARNING:rydstate.basis.basis_oqdt:Angular ket LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=0.0, l_tot=0, j_tot=0.0, f_tot=0.5, n_c=6) has overlap but was not found in model S F=1/2, 2 < nu < 26 outer channels.\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=0.0, l_tot=1, j_tot=1.0, f_tot=0.5, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=0, j_tot=1.0, f_tot=0.5, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:Angular ket LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=1, j_tot=0.0, f_tot=0.5, n_c=6) has overlap but was not found in model S F=1/2, nu > 26 outer channels.\n", + "WARNING:rydstate.basis.basis_oqdt:Angular ket LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=1, j_tot=0.0, f_tot=0.5, n_c=6) has overlap but was not found in model S F=1/2, 2 < nu < 26 outer channels.\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=1, j_tot=1.0, f_tot=0.5, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2, nu_max=150 for model SQDT LS(i_c=0.5, s_c=0.5, l_c=1, s_r=0.5, l_r=1, s_tot=1.0, l_tot=2, j_tot=1.0, f_tot=0.5, n_c=6), nu >= 2\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=26.0, nu_max=150 for model S F=1/2, nu > 26\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=26.0, nu_max=150 for model S F=1/2, nu > 26\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=26.0, nu_max=150 for model S F=1/2, nu > 26\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=2.0, nu_max=26.0 for model S F=1/2, 2 < nu < 26\n", + "WARNING:rydstate.basis.basis_oqdt:No MQDT states found in the range nu_min=5.7, nu_max=150 for model P F=1/2, nu > 5.7\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5012514802022214, det(M)=-0.002854600215282526). Keeping this state, but you should treat it with caution.\n" + ] + } + ], + "source": [ + "species = \"Yb171\"\n", + "l_r = 0\n", + "f_tot = 0.5\n", + "nu_range = (0, 150)\n", + "\n", + "basis_oqdt = rydstate.BasisOQDT(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": 4, + "id": "90744f9a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.50167039784145, det(M)=0.00324235426073419). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5051450843806427, det(M)=0.0012143644971453792). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.501660287143121, det(M)=0.0007920810529469669). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.505242052821987, det(M)=0.002180691285781128). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5016316450754137, det(M)=0.021441263358312847). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.505544959382232, det(M)=-0.0024105599555840794). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5015886926776014, det(M)=-0.002734191933469306). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.506096429266566, det(M)=3.5150823249072984e-05). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5015364262331694, det(M)=0.008731709026224516). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.506993734430769, det(M)=1.8818520205468445e-05). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5014792418284024, det(M)=-0.0018845037964320573). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.508451908069246, det(M)=8.795612724975435e-05). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5014203970616466, det(M)=0.0060839040927026375). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.510993684285502, det(M)=3.634329191832646e-05). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5013620482596424, det(M)=-0.012309388611942371). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5162026600749146, det(M)=-4.375923442188189e-06). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5013055023014577, det(M)=-0.05004625020502592). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.531601505403102, det(M)=-2.426204974074343e-06). Keeping this state, but you should treat it with caution.\n", + "WARNING:rydstate.basis.basis_mqdt:Yb171 S F=1/2, 2 < nu < 26: Found a root of det(M) that is not actually a root (nu=2.5012514802022214, det(M)=-0.002854600215282526). Keeping this state, but you should treat it with caution.\n" + ] + } + ], + "source": [ + "prefactors = np.linspace(0, 1, 10)\n", + "basis_mqdt_scaled = [\n", + " rydstate.BasisMQDT(species, nu=nu_range, l_r=(l_r, l_r), f_tot=(f_tot, f_tot), scale_off_diagonal=scale)\n", + " for scale in prefactors\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d1bf8c61", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "RydbergStateMQDT(Yb171, nu=2.50167039784145, f_tot=0.5, parity=1, m=NotSet, channels=1, model='Yb171 S F=1/2, 2 < nu < 26')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basis_mqdt_scaled[0].states[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "31db41ac", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6sns fc=0: 155 states\n", + " |Yb171:(6s_1/2,[2.5]s_1/2),f_c=0,F=1/2⟩\n", + " |Yb171:(6s_1/2,[3.5]s_1/2),f_c=0,F=1/2⟩\n", + " |Yb171:(6s_1/2,[4.5]s_1/2),f_c=0,F=1/2⟩\n", + " ...\n", + "\n", + "6sns fc=1: 148 states\n", + " |Yb171:(6s_1/2,[2.5]s_1/2),f_c=1,F=1/2⟩\n", + " |Yb171:(6s_1/2,[3.6]s_1/2),f_c=1,F=1/2⟩\n", + " |Yb171:(6s_1/2,[4.6]s_1/2),f_c=1,F=1/2⟩\n", + " ...\n", + "\n", + "6sns lc=1 jc=1/2: 1 states\n", + " |Yb171:(6p_1/2,[1.8]p_1/2),J=0,F=1/2⟩\n", + "6sns lc=1 jc=3/2: 1 states\n", + " |Yb171:(6p_3/2,[1.8]p_3/2),J=0,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[\"6sns fc=0\"] = (\n", + " basis_oqdt.shallow_copy().filter_states(\"l_c\", 0).filter_states(\"l_r\", l_r).filter_states(\"f_c\", 0)\n", + ")\n", + "\n", + "basis_dict[\"6sns fc=1\"] = (\n", + " basis_oqdt.shallow_copy().filter_states(\"l_c\", 0).filter_states(\"l_r\", l_r).filter_states(\"f_c\", 1)\n", + ")\n", + "\n", + "basis_dict[\"6sns lc=1 jc=1/2\"] = (\n", + " basis_oqdt.shallow_copy()\n", + " .filter_states(\"l_r\", 1)\n", + " .filter_states(\"l_c\", 1)\n", + " .filter_states(\"j_c\", 1 / 2)\n", + " .filter_states(\"j_tot\", 0)\n", + ")\n", + "\n", + "basis_dict[\"6sns lc=1 jc=3/2\"] = (\n", + " basis_oqdt.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_oqdt.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": 7, + "id": "755b141b", + "metadata": {}, + "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": 8, + "id": "84c6f083", + "metadata": {}, + "outputs": [ + { + "data": { + 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", + "text/html": [ + "\n", + "
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\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "x_loc = {\n", + " # S_05\n", + " \"6sns fc=0\": 0,\n", + " \"6sns fc=1\": 1,\n", + " \"6sns lc=1 jc=1/2\": 2,\n", + " \"6sns 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", + " \"full MQDT\": 6,\n", + "}\n", + "\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 6))\n", + "\n", + "keys = list(basis_dict.keys())\n", + "keys_mo_mqdt = [key for key in keys if \"MQDT\" not in key]\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", + " ax.plot([x - 0.4, x + 0.4], [state.nu, state.nu], color=f\"C{i}\", lw=0.75)\n", + "\n", + " # label = rf\"$n={state.n}$, $\\nu={state.nu:.3f}$\"\n", + " label = rf\"$\\nu={state.nu:.3f}$\"\n", + " assert len(state.nui) == 1, f\"Expected len(state.nui) == 1, got {len(state.nui)}\"\n", + " nui = state.nui[0]\n", + " if not np.isclose(state.nu, nui):\n", + " label += rf\", $\\nu_{{i}}={nui:.3f}$\"\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", + " ax.plot([x0, x1], [state.nu, state.nu], color=f\"C{i}\", lw=0.75)\n", + " x0 = x1\n", + " ax.text(x_loc[\"full MQDT\"], state.nu, rf\"$\\nu={state.nu:.3f}$\", ha=\"center\", va=\"bottom\", fontsize=6, clip_on=True)\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", + "\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", + "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", + "\n", + "scaled_nus = [basis.calc_exp_qn(\"nu\") for basis in basis_mqdt_scaled]\n", + "for seg in build_segments(scaled_nus):\n", + " xs = np.array([prefactors[i] for i, j in seg]) * 0.8 + x_loc[\"full MQDT\"] - 1 - 0.4\n", + " ys = [scaled_nus[i][j] for i, j in seg]\n", + " ax.plot(xs, ys, color=\"blue\", marker=\".\", markersize=2, lw=0.75)\n", + "\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 +} diff --git a/docs/examples/mqdt/utils.py b/docs/examples/mqdt/utils.py new file mode 100644 index 00000000..125b69dc --- /dev/null +++ b/docs/examples/mqdt/utils.py @@ -0,0 +1,44 @@ +import numpy as np + + +def build_segments(y_lists: list[list[float]]) -> list[list[tuple[int, int]]]: + """Connect points of neighbouring x-columns into continuous line segments. + + Between two adjacent columns each point is matched to at most one point in + the next column, greedily choosing the pairs with the smallest y difference + first. The resulting one-to-one links form simple paths (segments); a new + segment starts wherever a point has no match on its left. + """ + cols = [np.asarray(ys, dtype=float) for ys in y_lists] + edges = {} # (i, j) -> (i + 1, k): links a point to its match in the next column + for i in range(len(cols) - 1): + left, right = cols[i], cols[i + 1] + if left.size == 0 or right.size == 0: + continue + # |Δy| for every left/right pair at once, then visit pairs closest first + dist = np.abs(left[:, None] - right[None, :]) + r = right.size + used_left = np.zeros(left.size, dtype=bool) + used_right = np.zeros(r, dtype=bool) + remaining = min(left.size, r) + for idx in np.argsort(dist, axis=None): + j, k = divmod(int(idx), r) + if used_left[j] or used_right[k]: + continue + used_left[j] = used_right[k] = True + edges[(i, j)] = (i + 1, k) + remaining -= 1 + if remaining == 0: # every point in the smaller column is matched + break + + targets = set(edges.values()) + segments = [] + for i, ys in enumerate(cols): + for j in range(ys.size): + if (i, j) in targets: + continue # not a segment start, it continues an earlier one + seg = [(i, j)] + while seg[-1] in edges: + seg.append(edges[seg[-1]]) + segments.append(seg) + return segments diff --git a/src/rydstate/__init__.py b/src/rydstate/__init__.py index 51cb0cb2..2d1f216a 100644 --- a/src/rydstate/__init__.py +++ b/src/rydstate/__init__.py @@ -1,10 +1,11 @@ from rydstate import angular, basis, radial, rydberg_state, species -from rydstate.basis import BasisMQDT, BasisSQDT +from rydstate.basis import BasisMQDT, BasisOQDT, BasisSQDT from rydstate.rydberg_state import RydbergStateMQDT, RydbergStateSQDT, RydbergStateSQDTAlkali from rydstate.units import ureg __all__ = [ "BasisMQDT", + "BasisOQDT", "BasisSQDT", "RydbergStateMQDT", "RydbergStateSQDT", diff --git a/src/rydstate/basis/__init__.py b/src/rydstate/basis/__init__.py index 57f41d8f..9f08f0c4 100644 --- a/src/rydstate/basis/__init__.py +++ b/src/rydstate/basis/__init__.py @@ -1,5 +1,6 @@ from rydstate.basis.basis_base import BasisBase from rydstate.basis.basis_mqdt import BasisMQDT +from rydstate.basis.basis_oqdt import BasisOQDT from rydstate.basis.basis_sqdt import BasisSQDT -__all__ = ["BasisBase", "BasisMQDT", "BasisSQDT"] +__all__ = ["BasisBase", "BasisMQDT", "BasisOQDT", "BasisSQDT"] diff --git a/src/rydstate/basis/basis_mqdt.py b/src/rydstate/basis/basis_mqdt.py index 9a802108..815fe7de 100644 --- a/src/rydstate/basis/basis_mqdt.py +++ b/src/rydstate/basis/basis_mqdt.py @@ -18,6 +18,7 @@ from typing_extensions import Self from rydstate.species import FModel + from rydstate.units import NDArray logger = logging.getLogger(__name__) @@ -37,6 +38,7 @@ def __init__( # potential and mqdt parameters mqdt: MQDT | str | None = None, potential_class: type[Potential] | str | None = None, + scale_off_diagonal: float | None = None, ) -> None: """Initialize the MQDT basis. @@ -58,6 +60,7 @@ def __init__( potential_class: The potential class to use for the radial ket. Either a a potential class or a string representing the tag of the potential class to use. + scale_off_diagonal: If provided, scale the off-diagonal elements of the M-matrix by this factor. """ super().__init__(species) @@ -72,7 +75,7 @@ def __init__( # and for high l_r the quantum defects are 0, so n = nu max_l_r = int(nu[1]) self._init_models(max_l_r, f_tot, l_r) - self._init_states(nu, m) + self._init_states(nu, m, scale_off_diagonal=scale_off_diagonal) def shallow_copy(self) -> Self: """Return a shallow copy of the basis (with its own independent list of states).""" @@ -110,12 +113,16 @@ def _init_states( self, nu_range: tuple[float, float], m_range: tuple[float, float] | None | NotSet, + *, + scale_off_diagonal: float | None = None, ) -> None: logger.debug("Calculating MQDT states...") self.states = [] for model in self.models: logger.debug(" calculating states for model %s with nu_range=%s", model.name, nu_range) - states = get_mqdt_states_from_fmodel(model, nu_range, m_range, self.potential_class) + states = get_mqdt_states_from_fmodel( + model, nu_range, m_range, self.potential_class, scale_off_diagonal=scale_off_diagonal + ) if len(states) == 0: logger.debug(" no states found for model %s", model.name) else: @@ -131,11 +138,13 @@ def _init_states( self.states.sort(key=lambda state: state.nu) -def get_mqdt_states_from_fmodel( +def get_mqdt_states_from_fmodel( # noqa: C901 model: FModel, nu_range: tuple[float, float], m_range: tuple[float, float] | None | NotSet, potential_class: type[Potential], + *, + scale_off_diagonal: float | None = None, ) -> list[RydbergStateMQDT]: """Calculate MQDT states from an FModel by finding zeros of det(M-matrix). @@ -145,6 +154,7 @@ def get_mqdt_states_from_fmodel( m_range: Tuple of (m_min, m_max) for the magnetic quantum number range. NotSet will only include states with m=NotSet. potential_class: The potential class to use for the radial ket. + scale_off_diagonal: If provided, scale the off-diagonal elements of the M-matrix by this factor. Returns: List of :class:`RydbergStateMQDT` objects, one per root of det(M). @@ -155,7 +165,15 @@ def get_mqdt_states_from_fmodel( if np.isinf(nu_max): raise ValueError("nu_max must be finite to calculate MQDT states.") - nu_list = find_roots(lambda nu: np.linalg.det(model.calc_scaled_m_matrix(nu)), nu_min, nu_max) + def calc_scaled_off_diagonal(mmat: NDArray) -> NDArray: + if scale_off_diagonal is None: + return mmat + mmat_diag = np.diag(np.diag(mmat)) + return scale_off_diagonal * (mmat - mmat_diag) + mmat_diag + + nu_list = find_roots( + lambda nu: np.linalg.det(calc_scaled_off_diagonal(model.calc_scaled_m_matrix(nu))), nu_min, nu_max + ) if len(nu_list) == 0: if nu_max - nu_min > 1.0: logger.warning( @@ -174,8 +192,18 @@ def get_mqdt_states_from_fmodel( states: list[RydbergStateMQDT] = [] for nu in nu_list: + mmat = calc_scaled_off_diagonal(model.calc_m_matrix(nu)) + det_mmat = np.linalg.det(mmat) + if abs(det_mmat) > 1e-6: + # this can happen, because we use the scaled M-matrix to find roots ... + logger.warning( + "%s: Found a root of det(M) that is not actually a root (nu=%s, det(M)=%s). " + "Keeping this state, but you should treat it with caution.", + *(model.full_name, nu, det_mmat), + ) + nuis = model.calc_channel_nuis(nu) - coefficients = calc_nullvector(model.calc_scaled_m_matrix(nu)) + coefficients = calc_nullvector(calc_scaled_off_diagonal(model.calc_scaled_m_matrix(nu))) coefficients = np.array( [coeff * (nui ** (3 / 2)) / np.cos(np.pi * nui) for coeff, nui in zip(coefficients, nuis, strict=True)] ) @@ -205,8 +233,10 @@ def get_mqdt_states_from_fmodel( for m in get_m_range(model.f_tot, m_range): rydberg_kets = [ RydbergKet(model.species, angular_ket.replace_m(m), radial_ket) - for angular_ket, radial_ket in zip(angular_kets_fj, radial_kets_fj, strict=True) + for i, (angular_ket, radial_ket) in enumerate(zip(angular_kets_fj, radial_kets_fj, strict=True)) + if abs(coefficients_all[i]) > 1e-10 ] + coefficients_all = [coeff for coeff in coefficients_all if abs(coeff) > 1e-10] states.append( RydbergStateMQDT( model.species, diff --git a/src/rydstate/basis/basis_oqdt.py b/src/rydstate/basis/basis_oqdt.py new file mode 100644 index 00000000..78c8bc1b --- /dev/null +++ b/src/rydstate/basis/basis_oqdt.py @@ -0,0 +1,279 @@ +from __future__ import annotations + +import logging +from typing import TYPE_CHECKING, Any + +import numpy as np + +from rydstate.angular import NotSet +from rydstate.angular.angular_ket import AngularKetFJ, AngularKetJJ, AngularKetLS +from rydstate.angular.utils import get_possible_quantum_number_values, is_unknown +from rydstate.basis.basis_base import BasisBase +from rydstate.basis.utils import get_m_range, is_allowed_qn +from rydstate.linalg import find_roots +from rydstate.radial.radial_ket import RadialDummy, RadialKet +from rydstate.rydberg_state.rydberg_ket import RydbergKet +from rydstate.rydberg_state.rydberg_mqdt import RydbergStateMQDT +from rydstate.species.mqdt import MQDT, get_mqdt +from rydstate.species.potential import Potential, get_potential_class + +if TYPE_CHECKING: + from rydstate.angular.angular_ket import AngularKetBase + from rydstate.angular.core_ket import CoreKet + from rydstate.species.fmodel import FModel + + +logger = logging.getLogger(__name__) + + +class BasisOQDT(BasisBase[RydbergStateMQDT]): + """Basis for Rydberg states in the FJ coupling scheme, using Outer Channel QDT.""" + + states: list[RydbergStateMQDT] + + def __init__( + self, + species: str, + nu: tuple[float, float], + *, + f_tot: tuple[float, float] | None = None, + l_r: tuple[int, int] | None = None, + m: tuple[float, float] | None | NotSet = NotSet, + # potential and qdt parameters + mqdt: MQDT | str | None = None, + potential_class: type[Potential] | str | None = None, + ) -> None: + super().__init__(species) + self.mqdt = mqdt if isinstance(mqdt, MQDT) else get_mqdt(species, tag=mqdt) + + if isinstance(potential_class, type) and issubclass(potential_class, Potential): + self.potential_class = potential_class + else: + self.potential_class = get_potential_class(species, tag=potential_class) + + self._init_states(nu, f_tot, l_r, m) + + def _init_states( + self, + nu_range: tuple[float, float], + f_tot_range: tuple[float, float] | None, + l_r_range: tuple[int, int] | None, + m_range: tuple[float, float] | None | NotSet, + ) -> None: + self.states = [] + + for core_ket in self.mqdt.get_core_kets(): + logger.info("Generating states for core ket: %s", core_ket) + if is_unknown(core_ket.l_c): + self._add_states_unknown(core_ket, nu_range, f_tot_range, m_range) + continue + + for l_r in range(int(nu_range[1]) + 10): + if not is_allowed_qn(l_r_range, l_r): + continue + + if not core_ket.contains_unknown: + self._add_states_fj(core_ket, nu_range, l_r, f_tot_range, m_range) + elif not is_unknown(core_ket.j_c): + self._add_states_jj(core_ket, nu_range, l_r, f_tot_range, m_range) + elif not is_unknown(core_ket.l_c): + self._add_states_ls(core_ket, nu_range, l_r, f_tot_range, m_range) + else: + raise RuntimeError("This should never happen.") + self.sort_states("nu") + + def _add_states_fj( + self, + core_ket: CoreKet, + nu_range: tuple[float, float], + l_r: int, + f_tot_range: tuple[float, float] | None, + m_range: tuple[float, float] | None | NotSet = NotSet, + ) -> None: + s_r = 0.5 + + for j_r in get_possible_quantum_number_values(l_r, s_r, None): + for f_tot in get_possible_quantum_number_values(core_ket.f_c, j_r, None): + if is_unknown(f_tot): + raise ValueError("Cannot determine f_tot for BasisOQDT (FJ).") + if not is_allowed_qn(f_tot_range, f_tot): + continue + + angular_ket = AngularKetFJ( + l_c=core_ket.l_c, + j_c=core_ket.j_c, + l_r=l_r, + j_r=j_r, + f_c=core_ket.f_c, + f_tot=f_tot, + species=self.species, + ) + + self._create_states(nu_range, angular_ket, m_range) + + def _add_states_jj( + self, + core_ket: CoreKet, + nu_range: tuple[float, float], + l_r: int, + f_tot_range: tuple[float, float] | None, + m_range: tuple[float, float] | None | NotSet = NotSet, + ) -> None: + assert is_unknown(core_ket.f_c) + assert not is_unknown(core_ket.j_c) + s_r = 0.5 + + for j_r in get_possible_quantum_number_values(l_r, s_r, None): + for j_tot in get_possible_quantum_number_values(core_ket.j_c, j_r, None): + for f_tot in get_possible_quantum_number_values(j_tot, core_ket.i_c, None): + if is_unknown(f_tot): + raise ValueError("Cannot determine f_tot for BasisOQDT (JJ).") + if not is_allowed_qn(f_tot_range, f_tot): + continue + + angular_ket = AngularKetJJ( + l_c=core_ket.l_c, + j_c=core_ket.j_c, + l_r=l_r, + j_r=j_r, + j_tot=j_tot, + f_tot=f_tot, + species=self.species, + ) + + self._create_states(nu_range, angular_ket, m_range) + + def _add_states_ls( + self, + core_ket: CoreKet, + nu_range: tuple[float, float], + l_r: int, + f_tot_range: tuple[float, float] | None, + m_range: tuple[float, float] | None | NotSet = NotSet, + ) -> None: + assert is_unknown(core_ket.j_c) + s_r = 0.5 + + for s_tot in get_possible_quantum_number_values(core_ket.s_c, s_r, None): + for l_tot in get_possible_quantum_number_values(core_ket.l_c, l_r, None): + for j_tot in get_possible_quantum_number_values(s_tot, l_tot, None): + for f_tot in get_possible_quantum_number_values(j_tot, core_ket.i_c, None): + if is_unknown(f_tot): + raise ValueError("Cannot determine f_tot for BasisOQDT (LS).") + if not is_allowed_qn(f_tot_range, f_tot): + continue + + angular_ket = AngularKetLS( + l_c=core_ket.l_c, + l_r=l_r, + s_tot=s_tot, + l_tot=l_tot, # type: ignore [arg-type] + j_tot=j_tot, + f_tot=f_tot, + species=self.species, + ) + + self._create_states(nu_range, angular_ket, m_range) + + def _add_states_unknown( + self, + core_ket: CoreKet, + nu_range: tuple[float, float], + f_tot_range: tuple[float, float] | None, + m_range: tuple[float, float] | None | NotSet = NotSet, + ) -> None: + assert is_unknown(core_ket.l_c) + + fmodels = [model for model in self.mqdt.models if core_ket in model.get_core_kets()] + angular_kets = { + channel for model in fmodels for channel in model.outer_channels if channel.get_core_ket() == core_ket + } + + for angular_ket in angular_kets: + if not is_allowed_qn(f_tot_range, angular_ket.f_tot): + continue + self._create_states(nu_range, angular_ket, m_range) + + def _create_states( + self, + nu_range: tuple[float, float], + angular_ket: AngularKetBase[Any], + m_range: tuple[float, float] | None | NotSet, + ) -> None: + for model in self.mqdt.get_mqdt_models(angular_ket): + if angular_ket not in model.outer_channels: + logger.warning( + "Angular ket %s has overlap but was not found in model %s outer channels.", angular_ket, model.name + ) + continue + states = get_oqdt_states_from_fmodel(angular_ket, model, nu_range, m_range, self.potential_class) + self.states.extend(states) + + +def get_oqdt_states_from_fmodel( + angular_ket: AngularKetBase[Any], + model: FModel, + nu_range: tuple[float, float], + m_range: tuple[float, float] | None | NotSet, + potential_class: type[Potential], +) -> list[RydbergStateMQDT]: + """Calculate MQDT states from an FModel by finding zeros of the OQDT condition (see model._calc_oqdt_condition). + + Args: + angular_ket: The angular ket to compute states for. + model: The MQDT model to compute states for. + nu_range: Tuple of (nu_min, nu_max) for the search range. + m_range: Tuple of (m_min, m_max) for the magnetic quantum number range. + NotSet will only include states with m=NotSet. + potential_class: The potential class to use for the radial ket. + + Returns: + List of :class:`RydbergStateMQDT` objects, one per root of the OQDT condition. + + """ + nu_min = max(nu_range[0], model.nu_min) + nu_max = min(nu_range[1], model.nu_max) + if np.isinf(nu_max): + raise ValueError("nu_max must be finite to calculate MQDT states.") + if nu_min > nu_max: + return [] + + ind = next((i for i, ket in enumerate(model.outer_channels) if ket == angular_ket), None) + if ind is None: + raise ValueError(f"Angular ket {angular_ket} not found in model {model.name} outer channels.") + nu_list = find_roots(lambda nu: model._calc_oqdt_condition(nu, ind), nu_min, nu_max) # noqa: SLF001 + + if len(nu_list) == 0: + logger.warning( + "No MQDT states found in the range nu_min=%s, nu_max=%s for model %s", nu_min, nu_max, model.name + ) + return [] + + states: list[RydbergStateMQDT] = [] + for nu in nu_list: + nuis = model.calc_channel_nuis(nu) + nui = nuis[ind] + + radial: RadialKet | RadialDummy + if not is_unknown(angular_ket.l_r): + potential = potential_class(angular_ket.l_r) + radial = RadialKet(float(nui), potential, sign_convention="positive_at_outer_bound") + else: + radial = RadialDummy(1.0, nui) + + energy_au = model.calc_energy_au(nu) + for m in get_m_range(model.f_tot, m_range): + rydberg_ket = RydbergKet(model.species, angular_ket.replace_m(m), radial) + states.append( + RydbergStateMQDT( + model.species, + [1], + [rydberg_ket], + nu=nu, + energy_au=energy_au, + model=model, + potential_class=potential_class, + ) + ) + + return states diff --git a/src/rydstate/radial/radial_base.py b/src/rydstate/radial/radial_base.py index 2bd4d53b..3f5bf483 100644 --- a/src/rydstate/radial/radial_base.py +++ b/src/rydstate/radial/radial_base.py @@ -267,7 +267,7 @@ def _calc_matrix_element_au( if self._is_dummy or other._is_dummy: if self._is_dummy is not other._is_dummy: return 0.0 - if k_radial == 0 and self._common_nu(other) is not None: + if k_radial == 0 and self.nu is not None and other.nu is not None and abs(self.nu - other.nu) < 1: return self._coeff.conjugate() * other._coeff # type: ignore [attr-defined,no-any-return] # if not k_radial == 0 or nu are not the same we cant compute the matrix element and simply return 0 return 0.0 diff --git a/src/rydstate/species/fmodel.py b/src/rydstate/species/fmodel.py index 9ffc2e12..ee9a3545 100644 --- a/src/rydstate/species/fmodel.py +++ b/src/rydstate/species/fmodel.py @@ -1,6 +1,7 @@ from __future__ import annotations import inspect +import logging import math from functools import cached_property from typing import TYPE_CHECKING, Any, ClassVar, overload @@ -21,6 +22,8 @@ from rydstate.species.utils import RydbergRitzParameters from rydstate.units import NDArray, PintFloat +logger = logging.getLogger(__name__) + class FModel: """Class to store the parameters of a MQDT model for a given species.""" @@ -312,6 +315,26 @@ def calc_scaled_m_matrix(self, nu: float) -> NDArray: nuis = self.calc_channel_nuis(nu) return np.array(np.diag(np.sin(np.pi * nuis)) + np.diag(np.cos(np.pi * nuis)) @ kmat) + def _calc_oqdt_condition(self, nu: float, ind: int) -> float: + """Calculate the condition for OQDT. + + This is equivalent to the determinant of the scaled M-matrix for MQDT, + where we assume the K-matrix to be diagonal in the outer channel frame + (i.e. in the outer channel frame we set the off-diagonal elements of the K-matrix to zero). + This simplifies the determinant condition to uncoupled equations for each outer channel. + + Args: + nu: Effective principal quantum number with reference to the lowest ionization threshold. + ind: Index of the channel for which to calculate the OQDT condition. + + Returns: + OQDT condition for the specified channel at the given nu value. + + """ + k = self.calc_k_matrix(nu)[ind, ind] + nui = self.calc_channel_nuis(nu)[ind] + return float(np.sin(np.pi * nui) + np.cos(np.pi * nui) * k) + def get_fmodels(module: ModuleType, species: str) -> list[type[FModel]]: """Return all FModel subclasses defined in ``module`` that match the given species.