{ "cells": [ { "cell_type": "markdown", "id": "a226b94b", "metadata": {}, "source": [ "# RMP Island Width Validation �?Solov'ev Analytic Equilibrium\n", "\n", "End-to-end pipeline:\n", "1. Build Solov'ev equilibrium (Cerfon & Freidberg 2010)\n", "2. Add analytic RMP perturbation �?(m=2, n=1) helical δB\n", "3. Trace field lines near q=2/1 resonant surface �?Poincaré map\n", "4. Extract O/X points from Poincaré scatter\n", "5. Compare theoretical island width vs. Poincaré-measured width\n", "6. Visualise: Poincaré scatter + O-point radial bars\n", "\n", "References: Cerfon & Freidberg, PoP 17, 032502 (2010)" ] }, { "cell_type": "code", "execution_count": 1, "id": "8c74647e", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:43.258083Z", "iopub.status.busy": "2026-03-16T07:03:43.257338Z", "iopub.status.idle": "2026-03-16T07:03:44.739016Z", "shell.execute_reply": "2026-03-16T07:03:44.738017Z" } }, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "from pyna.toroidal.equilibrium.Solovev import SolovevEquilibrium, solovev_iter_like\n", "from pyna.topo.poincare import PoincareMap, ToroidalSection, poincare_from_fieldlines\n", "from pyna.flt import FieldLineTracer, get_backend\n", "from pyna.topo.toroidal_island import locate_rational_surface, island_halfwidth\n", "from pyna.topo.island_extract import extract_island_width" ] }, { "cell_type": "markdown", "id": "c6c3337c", "metadata": {}, "source": [ "## 1. Solov'ev equilibrium" ] }, { "cell_type": "code", "execution_count": 2, "id": "bc2bba3b", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:44.744474Z", "iopub.status.busy": "2026-03-16T07:03:44.743902Z", "iopub.status.idle": "2026-03-16T07:03:44.884475Z", "shell.execute_reply": "2026-03-16T07:03:44.882811Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "R0=1.860 m a=0.600 m κ=1.7 δ=0.33\n", "Magnetic axis: R=1.9460 m Z=0.0000 m\n" ] } ], "source": [ "eq = solovev_iter_like(scale=0.3) # scaled-down ITER-like, ~R0=1.86 m\n", "print(f\"R0={eq.R0:.3f} m a={eq.a:.3f} m κ={eq.kappa} δ={eq.delta}\")\n", "R_ax, Z_ax = eq.magnetic_axis\n", "print(f\"Magnetic axis: R={R_ax:.4f} m Z={Z_ax:.4f} m\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "4396ebfc", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:44.890481Z", "iopub.status.busy": "2026-03-16T07:03:44.889749Z", "iopub.status.idle": "2026-03-16T07:03:45.717316Z", "shell.execute_reply": "2026-03-16T07:03:45.715904Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot equilibrium\n", "R_range = (eq.R0 - 1.4*eq.a, eq.R0 + 1.4*eq.a)\n", "Z_range = (-1.4*eq.kappa*eq.a, 1.4*eq.kappa*eq.a)\n", "\n", "R1d = np.linspace(*R_range, 300)\n", "Z1d = np.linspace(*Z_range, 300)\n", "Rg, Zg = np.meshgrid(R1d, Z1d)\n", "psi_g = eq.psi(Rg, Zg)\n", "\n", "fig, ax = plt.subplots(figsize=(5, 8))\n", "cs = ax.contour(Rg, Zg, psi_g, levels=np.linspace(0, 1, 21), cmap='RdYlBu_r')\n", "ax.contour(Rg, Zg, psi_g, levels=[1.0], colors='k', linewidths=2) # LCFS\n", "ax.plot(R_ax, Z_ax, '+k', ms=10, label='axis')\n", "ax.set_aspect('equal'); ax.set_xlabel('R (m)'); ax.set_ylabel('Z (m)')\n", "ax.set_title(\"Solov'ev equilibrium �?normalised ψ\")\n", "plt.colorbar(cs, ax=ax, label='ψ_norm')\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "b5b57a4a", "metadata": {}, "source": [ "## 2. q-profile and q=2/1 resonant surface" ] }, { "cell_type": "code", "execution_count": 4, "id": "55940b2e", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:45.724042Z", "iopub.status.busy": "2026-03-16T07:03:45.723339Z", "iopub.status.idle": "2026-03-16T07:03:48.132991Z", "shell.execute_reply": "2026-03-16T07:03:48.131814Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "S_values = np.linspace(0.05, 0.95, 60)\n", "psi_values = S_values**2\n", "q_values = eq.q_profile(psi_values, n_theta=256)\n", "\n", "fig, ax = plt.subplots(figsize=(6, 3))\n", "ax.plot(S_values, q_values, 'b-', lw=2)\n", "ax.axhline(2, color='r', ls='--', lw=1, label='q=2')\n", "ax.axhline(3, color='gray', ls=':', lw=0.8, label='q=3')\n", "ax.axhline(2, color='gray', ls=':', lw=0.8, label='q=2')\n", "ax.set_xlabel('S = √ψ_norm'); ax.set_ylabel('q')\n", "ax.set_title('Safety factor profile')\n", "ax.legend(); plt.tight_layout(); plt.show()" ] }, { "cell_type": "code", "execution_count": 5, "id": "bfb82e5a", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.138978Z", "iopub.status.busy": "2026-03-16T07:03:48.137979Z", "iopub.status.idle": "2026-03-16T07:03:48.147519Z", "shell.execute_reply": "2026-03-16T07:03:48.146162Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "q=2/1 resonant surface: S_res=0.7990 psi_res=0.6384\n" ] } ], "source": [ "# Locate q=2/1 resonant surface\n", "S_res_list = locate_rational_surface(S_values, q_values, m=2, n=1)\n", "if not S_res_list:\n", " raise RuntimeError('q=2/1 surface not found �?check q profile range')\n", "S_res = S_res_list[0]\n", "psi_res = S_res**2\n", "print(f'q=2/1 resonant surface: S_res={S_res:.4f} psi_res={psi_res:.4f}')" ] }, { "cell_type": "markdown", "id": "f67d8178", "metadata": {}, "source": [ "## 3. Analytic RMP perturbation �?(m=2, n=1) helical δBR" ] }, { "cell_type": "code", "execution_count": 6, "id": "ca3283e2", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.153476Z", "iopub.status.busy": "2026-03-16T07:03:48.152802Z", "iopub.status.idle": "2026-03-16T07:03:48.166175Z", "shell.execute_reply": "2026-03-16T07:03:48.164996Z" } }, "outputs": [], "source": [ "# RMP amplitude\n", "delta_b = 5e-3 # δBR / B0\n", "m_rmp, n_rmp = 2, 1\n", "\n", "def RMP_BR(R, Z, phi):\n", " \"\"\"Analytic δBR for (m=2, n=1) helical perturbation.\"\"\"\n", " psi_n = eq.psi(np.atleast_1d(R), np.atleast_1d(Z))\n", " envelope = psi_n * (1 - psi_n)\n", " return delta_b * eq.B0 * envelope * np.cos(m_rmp * np.arctan2(Z - Z_ax, R - R_ax) - n_rmp * phi)\n", "\n", "def RMP_BZ(R, Z, phi):\n", " psi_n = eq.psi(np.atleast_1d(R), np.atleast_1d(Z))\n", " envelope = psi_n * (1 - psi_n)\n", " return delta_b * eq.B0 * envelope * np.sin(m_rmp * np.arctan2(Z - Z_ax, R - R_ax) - n_rmp * phi)\n", "\n", "def field_func(rzphi):\n", " \"\"\"Returns unit tangent (dR, dZ, dφ)/B for field-line ODE.\"\"\"\n", " rzphi = np.asarray(rzphi)\n", " R, Z, phi = rzphi[0], rzphi[1], rzphi[2]\n", " BR0, BZ0 = eq.BR_BZ(np.array([R]), np.array([Z]))\n", " Bphi0 = eq.Bphi(np.array([R]))\n", " dBR = RMP_BR(R, Z, phi)\n", " dBZ = RMP_BZ(R, Z, phi)\n", " BR_t = float(BR0[0]) + float(np.squeeze(dBR))\n", " BZ_t = float(BZ0[0]) + float(np.squeeze(dBZ))\n", " Bphi_t = float(Bphi0[0])\n", " B_mag = np.sqrt(BR_t**2 + BZ_t**2 + Bphi_t**2) + 1e-30\n", " return np.array([BR_t/B_mag, BZ_t/B_mag, Bphi_t/(R*B_mag)])" ] }, { "cell_type": "markdown", "id": "c45f410f", "metadata": {}, "source": [ "## 4. Poincaré map �?launch field lines near q=2/1 surface" ] }, { "cell_type": "code", "execution_count": 7, "id": "cf78915f", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.172175Z", "iopub.status.busy": "2026-03-16T07:03:48.171350Z", "iopub.status.idle": "2026-03-16T07:03:48.185742Z", "shell.execute_reply": "2026-03-16T07:03:48.184411Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Loaded 45 crossings from cache.\n", "Total Poincaré crossings: 45\n" ] } ], "source": [ "import json as _json, pathlib as _pathlib\n", "_CACHE = _pathlib.Path(\"pyna_output/poincare_solovev.json\")\n", "_CACHE.parent.mkdir(exist_ok=True)\n", "\n", "if _CACHE.exists():\n", " _d = _json.loads(_CACHE.read_text())\n", " pts_all = np.array(_d[\"pts\"])\n", " print(f\"Loaded {len(pts_all)} crossings from cache.\")\n", "else:\n", " # Launch field lines bracketing q=2/1 surface\n", " n_lines = 5 # reduced for tutorial speed\n", " psi_arr = np.linspace(max(psi_res - 0.06, 0.01), min(psi_res + 0.06, 0.95), n_lines)\n", " start_pts = np.column_stack([\n", " R_ax + np.sqrt(psi_arr) * eq.a,\n", " np.zeros(n_lines),\n", " np.zeros(n_lines),\n", " ])\n", "\n", " section = ToroidalSection(phi0=0.0)\n", " tracer = FieldLineTracer(field_func, dt=0.05)\n", "\n", " print(f\"Tracing {n_lines} field lines (t_max=100)...\")\n", " trajs = tracer.trace_many(start_pts, t_max=100.0)\n", "\n", " pmap = PoincareMap([section])\n", " for traj in trajs:\n", " pmap.record_trajectory(traj)\n", "\n", " pts_all = pmap.crossing_array(0)\n", " _CACHE.write_text(_json.dumps({\"pts\": pts_all.tolist()}))\n", " print(f\"Computed {len(pts_all)} crossings, cached.\")\n", "\n", "print(f\"Total Poincaré crossings: {len(pts_all)}\")\n" ] }, { "cell_type": "markdown", "id": "4b1111e7", "metadata": {}, "source": [ "## 5. Extract island O/X points" ] }, { "cell_type": "code", "execution_count": 8, "id": "51334e02", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.191609Z", "iopub.status.busy": "2026-03-16T07:03:48.190979Z", "iopub.status.idle": "2026-03-16T07:03:48.216437Z", "shell.execute_reply": "2026-03-16T07:03:48.215206Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Points near q=2/1 surface: 2 (total: 45)\n", "O-points found: 2\n", "Island half-width (Poincaré): w_R = 10.29 cm\n", "Island half-width (Poincaré): w_ψ = 0.0925\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\dell\\AppData\\Local\\Temp\\ipykernel_30108\\3522042395.py:12: DeprecationWarning: Conversion of an array with ndim > 0 to a scalar is deprecated, and will error in future. Ensure you extract a single element from your array before performing this operation. (Deprecated NumPy 1.25.)\n", " psi_func=lambda R, Z: float(eq.psi(np.array([R]), np.array([Z]))),\n" ] } ], "source": [ "# Filter to points near the resonant surface\n", "r_pts = np.sqrt((pts_all[:, 0] - R_ax)**2 + pts_all[:, 1]**2)\n", "r_res = S_res * eq.a\n", "mask = np.abs(r_pts - r_res) < 0.2 * eq.a\n", "pts_near = pts_all[mask] if mask.sum() >= 16 else pts_all\n", "print(f'Points near q=2/1 surface: {mask.sum()} (total: {len(pts_all)})')\n", "\n", "if len(pts_near) >= 8:\n", " chain = extract_island_width(\n", " pts_near[:, :2], R_ax, Z_ax,\n", " mode_m=2,\n", " psi_func=lambda R, Z: float(eq.psi(np.array([R]), np.array([Z]))),\n", " )\n", " print(f'O-points found: {len(chain.O_points)}')\n", " print(f'Island half-width (Poincaré): w_R = {chain.half_width_r*100:.2f} cm')\n", " print(f'Island half-width (Poincaré): w_ψ = {chain.half_width_psi:.4f}')\n", "else:\n", " chain = None\n", " print('Not enough points for island extraction �?increase t_max or n_lines')" ] }, { "cell_type": "markdown", "id": "a1c8f9dd", "metadata": {}, "source": [ "## 6. Theoretical island width (Chirikov formula)" ] }, { "cell_type": "code", "execution_count": 9, "id": "e1c026ab", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.221188Z", "iopub.status.busy": "2026-03-16T07:03:48.220342Z", "iopub.status.idle": "2026-03-16T07:03:48.232683Z", "shell.execute_reply": "2026-03-16T07:03:48.231153Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Theoretical island half-width (Chirikov): w_S = 0.1039\n", " �?w_R �?6.23 cm (using a=0.600 m)\n" ] } ], "source": [ "# Build tilde_b profile for the (2,1) mode: b_mn(S) = delta_b * envelope\n", "# where envelope = psi_n*(1-psi_n) and psi_n = S^2\n", "b_profile = delta_b * psi_values * (1 - psi_values) # shape (nS,)\n", "\n", "w_theory = island_halfwidth(\n", " m=2, n=1,\n", " S_res=S_res,\n", " S=S_values,\n", " q_profile=q_values,\n", " tilde_b_mn=b_profile,\n", ")\n", "print(f'Theoretical island half-width (Chirikov): w_S = {w_theory:.4f}')\n", "print(f' �?w_R �?{w_theory * eq.a * 100:.2f} cm (using a={eq.a:.3f} m)')" ] }, { "cell_type": "markdown", "id": "06b9a657", "metadata": {}, "source": [ "## 7. Validation: theory vs. Poincaré" ] }, { "cell_type": "code", "execution_count": 10, "id": "b5c62964", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.237840Z", "iopub.status.busy": "2026-03-16T07:03:48.237141Z", "iopub.status.idle": "2026-03-16T07:03:48.247241Z", "shell.execute_reply": "2026-03-16T07:03:48.246036Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "--- Island width validation (q=2/1) ---\n", " Theory (Chirikov): w_S = 0.1039 => w_R = 6.23 cm\n", " Poincaré (extracted): w_R = 10.29 cm => w_S �?0.1714\n", " Ratio (Poincaré / theory): 1.650\n", " �?Agreement within factor of 2 (expected for vacuum perturbation formula)\n" ] } ], "source": [ "if chain is not None:\n", " w_poincare_S = chain.half_width_r / eq.a # convert to S units\n", " ratio = w_poincare_S / w_theory if w_theory > 0 else np.nan\n", " print(f'--- Island width validation (q=2/1) ---')\n", " print(f' Theory (Chirikov): w_S = {w_theory:.4f} => w_R = {w_theory*eq.a*100:.2f} cm')\n", " print(f' Poincaré (extracted): w_R = {chain.half_width_r*100:.2f} cm => w_S �?{w_poincare_S:.4f}')\n", " print(f' Ratio (Poincaré / theory): {ratio:.3f}')\n", " if 0.5 < ratio < 2.0:\n", " print(' �?Agreement within factor of 2 (expected for vacuum perturbation formula)')\n", " else:\n", " print(' �?Large discrepancy �?may need more field-line turns or different perturbation amplitude')" ] }, { "cell_type": "markdown", "id": "a2b3bad5", "metadata": {}, "source": [ "## 8. Visualisation �?Poincaré scatter + O-point island bars" ] }, { "cell_type": "code", "execution_count": 11, "id": "db53d670", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.250009Z", "iopub.status.busy": "2026-03-16T07:03:48.249726Z", "iopub.status.idle": "2026-03-16T07:03:48.676057Z", "shell.execute_reply": "2026-03-16T07:03:48.674826Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Saved: rmp_island_validation_q41.png\n" ] } ], "source": [ "fig, ax = plt.subplots(figsize=(7, 9))\n", "\n", "# Background: ψ contours\n", "cs = ax.contour(Rg, Zg, psi_g, levels=np.linspace(0.05, 0.95, 15),\n", " colors='lightgray', linewidths=0.5)\n", "ax.contour(Rg, Zg, psi_g, levels=[1.0], colors='k', linewidths=1.5)\n", "ax.contour(Rg, Zg, psi_g, levels=[psi_res], colors='navy',\n", " linewidths=0.8, linestyles='--')\n", "\n", "# Poincaré scatter\n", "if len(pts_all) > 0:\n", " ax.scatter(pts_all[:, 0], pts_all[:, 1], s=0.8, c='steelblue',\n", " alpha=0.5, rasterized=True, label='Poincaré')\n", "\n", "# O/X points and island width bars\n", "if chain is not None and len(chain.O_points) > 0:\n", " ax.scatter(chain.O_points[:, 0], chain.O_points[:, 1],\n", " s=60, c='red', marker='o', zorder=5, label='O-point')\n", " ax.scatter(chain.X_points[:, 0], chain.X_points[:, 1],\n", " s=60, c='blue', marker='x', zorder=5, lw=2, label='X-point')\n", "\n", " # Radial double-headed arrow (±half_width_r) at each O-point\n", " for O_pt in chain.O_points:\n", " dr = O_pt[0] - R_ax\n", " dz = O_pt[1] - Z_ax\n", " dist = np.sqrt(dr**2 + dz**2) + 1e-30\n", " ur, uz = dr/dist, dz/dist\n", " w = chain.half_width_r\n", " ax.annotate('',\n", " xy=(O_pt[0] + w*ur, O_pt[1] + w*uz),\n", " xytext=(O_pt[0] - w*ur, O_pt[1] - w*uz),\n", " arrowprops=dict(arrowstyle='<->', color='red', lw=1.5),\n", " )\n", "\n", "ax.plot(R_ax, Z_ax, '+k', ms=10, mew=2)\n", "ax.set_aspect('equal')\n", "ax.set_xlabel('R (m)'); ax.set_ylabel('Z (m)')\n", "ax.set_title(f\"q=2/1 island �?Solov'ev + analytic (2,1) RMP (δb={delta_b:.0e})\")\n", "ax.legend(fontsize=8, loc='upper right')\n", "ax.set_xlim(R_range); ax.set_ylim(Z_range)\n", "plt.tight_layout()\n", "plt.savefig('rmp_island_validation_q41.png', dpi=150)\n", "plt.show()\n", "print('Saved: rmp_island_validation_q41.png')" ] }, { "cell_type": "markdown", "id": "4adff553", "metadata": {}, "source": [ "## Stable/Unstable Manifolds\n", "\n", "The stable manifold $W^s$ (blue) and unstable manifold $W^u$ (orange) reveal the separatrix structure of the RMP-induced island. Arc-length coloring encodes distance from the X-point." ] }, { "cell_type": "code", "execution_count": 12, "id": "8b9419a3", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:48.683640Z", "iopub.status.busy": "2026-03-16T07:03:48.682884Z", "iopub.status.idle": "2026-03-16T07:03:50.359292Z", "shell.execute_reply": "2026-03-16T07:03:50.358590Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using X-point: R=2.3159 m Z=-0.0136 m\n", "Monodromy matrix:\n", " [[-1.62240154 0.06703848]\n", " [ 1.97590896 -0.48992838]]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\dell\\AppData\\Local\\Temp\\ipykernel_30108\\1732223712.py:25: ManifoldWarning: Monodromy matrix det=0.6624 deviates from 1 (expected for area-preserving map). Numerical integration may be inaccurate.\n", " sm = StableManifold([R_xpt, Z_xpt], M, field_func_2d)\n", "C:\\Users\\dell\\AppData\\Local\\Temp\\ipykernel_30108\\1732223712.py:26: ManifoldWarning: Monodromy matrix det=0.6624 deviates from 1 (expected for area-preserving map). Numerical integration may be inaccurate.\n", " um = UnstableManifold([R_xpt, Z_xpt], M, field_func_2d)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Stable segments: 2 Unstable segments: 2\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Saved: rmp_solovev_manifolds.png\n" ] } ], "source": [ "# ── Stable / Unstable Manifold Visualisation ──────────────────────────────\n", "from pyna.topo.variational import PoincareMapVariationalEquations\n", "from pyna.topo.manifold_improve import StableManifold, UnstableManifold\n", "from pyna.toroidal.visual.tokamak_manifold import _manifold_line_collection, manifold_legend_handles\n", "\n", "# Convert unit-tangent field_func -> (dR/dphi, dZ/dphi) form\n", "def field_func_2d(R, Z, phi):\n", " tang = field_func(np.array([R, Z, phi])) # [dR/ds, dZ/ds, dphi/ds]\n", " dphi_ds = tang[2]\n", " if abs(dphi_ds) < 1e-15:\n", " return np.array([0.0, 0.0])\n", " return np.array([tang[0] / dphi_ds, tang[1] / dphi_ds])\n", "\n", "# Pick the first X-point from the island chain\n", "if chain is not None and len(chain.X_points) > 0:\n", " R_xpt, Z_xpt = chain.X_points[0, 0], chain.X_points[0, 1]\n", " print(f\"Using X-point: R={R_xpt:.4f} m Z={Z_xpt:.4f} m\")\n", "\n", " # Compute monodromy matrix\n", " vq = PoincareMapVariationalEquations(field_func_2d, fd_eps=1e-5)\n", " M = vq.jacobian_matrix([R_xpt, Z_xpt], phi_span=(0, 2 * np.pi))\n", " print(\"Monodromy matrix:\\n\", M)\n", "\n", " # Grow manifolds\n", " sm = StableManifold([R_xpt, Z_xpt], M, field_func_2d)\n", " um = UnstableManifold([R_xpt, Z_xpt], M, field_func_2d)\n", " sm.grow(n_turns=2, init_length=1e-4, n_init_pts=3, both_sides=True, rtol=1e-5, atol=1e-7)\n", " um.grow(n_turns=2, init_length=1e-4, n_init_pts=3, both_sides=True, rtol=1e-5, atol=1e-7)\n", " print(f\"Stable segments: {len(sm.segments)} Unstable segments: {len(um.segments)}\")\n", "\n", " # ── Figure ────────────────────────────────────────────────────────────\n", " fig, ax = plt.subplots(figsize=(7, 9))\n", "\n", " # psi contours\n", " ax.contour(Rg, Zg, psi_g, levels=np.linspace(0.05, 0.95, 15),\n", " colors='lightgray', linewidths=0.5)\n", " ax.contour(Rg, Zg, psi_g, levels=[1.0], colors='k', linewidths=1.5)\n", " ax.contour(Rg, Zg, psi_g, levels=[psi_res], colors='navy',\n", " linewidths=0.8, linestyles='--')\n", "\n", " # Poincare scatter (plasma colormap, colour by index)\n", " if len(pts_all) > 0:\n", " idx = np.arange(len(pts_all))\n", " ax.scatter(pts_all[:, 0], pts_all[:, 1], s=0.8,\n", " c=idx, cmap='plasma', alpha=0.5, rasterized=True)\n", "\n", " # Stable manifold (blue)\n", " for seg in sm.segments:\n", " if len(seg) > 2:\n", " lc, _ = _manifold_line_collection(seg, cmap='GnBu')\n", " lc.set_linewidth(1.3); lc.set_alpha(0.92); lc.set_zorder(6)\n", " ax.add_collection(lc)\n", "\n", " # Unstable manifold (orange)\n", " for seg in um.segments:\n", " if len(seg) > 2:\n", " lc, _ = _manifold_line_collection(seg, cmap='Oranges')\n", " lc.set_linewidth(1.3); lc.set_alpha(0.92); lc.set_zorder(6)\n", " ax.add_collection(lc)\n", "\n", " # X-point marker\n", " ax.scatter([R_xpt], [Z_xpt], s=80, c='blue', marker='x', zorder=7, lw=2)\n", " ax.plot(R_ax, Z_ax, '+k', ms=10, mew=2)\n", "\n", " # Legend\n", " mfld_handles = manifold_legend_handles('Oranges', 'GnBu')\n", " ax.legend(handles=mfld_handles, fontsize=8, loc='upper right')\n", "\n", " ax.set_aspect('equal')\n", " ax.set_xlabel('R (m)'); ax.set_ylabel('Z (m)')\n", " ax.set_title(f\"Stable/Unstable Manifolds (delta_b={delta_b:.0e})\")\n", " ax.set_xlim(R_range); ax.set_ylim(Z_range)\n", " plt.tight_layout()\n", " plt.savefig('rmp_solovev_manifolds.png', dpi=150)\n", " plt.show()\n", " print(\"Saved: rmp_solovev_manifolds.png\")\n", "else:\n", " print(\"No X-points found; skipping manifold computation.\")\n" ] }, { "cell_type": "markdown", "id": "bcecd82a", "metadata": {}, "source": [ "## Single-Null Divertor Equilibrium\n", "\n", "The Solov'ev equilibrium above is up-down symmetric and has no divertor X-point on the LCFS. Here we construct a **single-null divertor** variant using the `solovev_single_null` factory, which replaces the bottom-curvature boundary condition with `psi(X_point) = 0`, placing the lower separatrix X-point exactly on the LCFS.\n", "\n", "We then compute the **stable** ($W^s$) and **unstable** ($W^u$) manifolds of the separatrix X-point using the same Newton-refinement + carousel algorithm from the stellarator tutorial." ] }, { "cell_type": "code", "execution_count": 13, "id": "1c3f581f", "metadata": { "execution": { "iopub.execute_input": "2026-03-16T07:03:50.364205Z", "iopub.status.busy": "2026-03-16T07:03:50.363823Z", "iopub.status.idle": "2026-03-16T07:03:51.256377Z", "shell.execute_reply": "2026-03-16T07:03:51.255145Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Magnetic axis: R=1.9444 m Z=-0.0000 m\n", "X-point: R=1.6663 m Z=-0.9991 m\n", "Loaded manifolds from cache. det(J)=1.000099 |lam|=[7.024298247415572e-05, 14237.701937120437]\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Saved: pyna_output/solovev_sn_manifolds.png\n" ] } ], "source": [ "# =========================================================================\n", "# Single-null divertor equilibrium: separatrix X-point & stable/unstable manifolds\n", "# =========================================================================\n", "import json as _json\n", "import pathlib as _pathlib\n", "import warnings\n", "warnings.filterwarnings(\"ignore\")\n", "\n", "from pyna.toroidal.equilibrium.Solovev import solovev_single_null\n", "from pyna.topo.variational import PoincareMapVariationalEquations\n", "from pyna.topo.manifold_improve import StableManifold, UnstableManifold\n", "from pyna.toroidal.visual.tokamak_manifold import _manifold_line_collection\n", "\n", "_CACHE_SN = _pathlib.Path(\"pyna_output/solovev_sn_manifolds.json\")\n", "_CACHE_SN.parent.mkdir(exist_ok=True)\n", "\n", "# -----------------------------------------------------------------------\n", "# 1. Build single-null equilibrium (fast, analytic)\n", "# -----------------------------------------------------------------------\n", "eq_sn = solovev_single_null(\n", " R0=1.86, a=0.595, B0=5.3,\n", " kappa=1.8, delta_u=0.33, delta_l=0.40, kappa_x=1.5,\n", " q0=1.5,\n", ")\n", "R_ax_sn, Z_ax_sn = eq_sn.magnetic_axis\n", "print(f'Magnetic axis: R={R_ax_sn:.4f} m Z={Z_ax_sn:.4f} m')\n", "R_xpt_sn, Z_xpt_sn = eq_sn.find_xpoint()\n", "print(f'X-point: R={R_xpt_sn:.4f} m Z={Z_xpt_sn:.4f} m')\n", "\n", "# -----------------------------------------------------------------------\n", "# 2. Field function (dR/dphi, dZ/dphi) for Poincare map\n", "# -----------------------------------------------------------------------\n", "def _field_func_sn(rzphi):\n", " R, Z = float(rzphi[0]), float(rzphi[1])\n", " BR, BZ = eq_sn.BR_BZ(np.array([R]), np.array([Z]))\n", " Bphi_v = eq_sn.Bphi(np.array([R]))\n", " brt, bzt, bpt = float(BR[0]), float(BZ[0]), float(Bphi_v[0])\n", " bm = np.sqrt(brt**2 + bzt**2 + bpt**2) + 1e-30\n", " return np.array([brt/bm, bzt/bm, bpt/(R*bm)])\n", "\n", "def field_func_2d_sn(R, Z, phi):\n", " t = _field_func_sn(np.array([R, Z, phi]))\n", " if abs(t[2]) < 1e-15:\n", " return np.array([0.0, 0.0])\n", " return np.array([t[0]/t[2], t[1]/t[2]])\n", "\n", "phi_span_sn = (0.0, 2.0 * np.pi)\n", "xpt_sn = np.array([R_xpt_sn, Z_xpt_sn])\n", "RZlim_sn = (eq_sn.R0 - 1.6*eq_sn.a, eq_sn.R0 + 1.6*eq_sn.a,\n", " -2.2*eq_sn.kappa*eq_sn.a, 1.8*eq_sn.kappa*eq_sn.a)\n", "\n", "# -----------------------------------------------------------------------\n", "# 3. Monodromy matrix + manifolds (cache-first for CI speed)\n", "# -----------------------------------------------------------------------\n", "if _CACHE_SN.exists():\n", " _d = _json.loads(_CACHE_SN.read_text())\n", " det_sn = _d[\"det_J\"]\n", " lam_abs_sn = [_d[\"lam_stable\"], _d[\"lam_unstable\"]]\n", " sm_segs = [np.array(s) for s in _d[\"sm_segments\"]]\n", " um_segs = [np.array(s) for s in _d[\"um_segments\"]]\n", " print(f\"Loaded manifolds from cache. det(J)={det_sn:.6f} |lam|={lam_abs_sn}\")\n", "else:\n", " vq_sn = PoincareMapVariationalEquations(field_func_2d_sn, fd_eps=1e-5)\n", " Jac_sn = vq_sn.jacobian_matrix(\n", " xpt_sn, phi_span_sn,\n", " solve_ivp_kwargs=dict(method='RK45', rtol=1e-5, atol=1e-7),\n", " )\n", " lam_sn = np.linalg.eigvals(Jac_sn)\n", " det_sn = float(np.linalg.det(Jac_sn))\n", " lam_abs_sn = sorted(np.abs(lam_sn))\n", " print(f\"det(J)={det_sn:.6f} |lam|={lam_abs_sn}\")\n", "\n", " sm_sn = StableManifold(xpt_sn, Jac_sn, field_func_2d_sn, phi_span=phi_span_sn)\n", " um_sn = UnstableManifold(xpt_sn, Jac_sn, field_func_2d_sn, phi_span=phi_span_sn)\n", " sm_sn.grow(n_turns=1, init_length=1e-3, n_init_pts=2, both_sides=False,\n", " RZlimit=RZlim_sn, rtol=1e-4, atol=1e-6)\n", " um_sn.grow(n_turns=1, init_length=1e-3, n_init_pts=2, both_sides=False,\n", " RZlimit=RZlim_sn, rtol=1e-4, atol=1e-6)\n", " sm_segs = [s for s in sm_sn.segments if len(s) >= 2]\n", " um_segs = [s for s in um_sn.segments if len(s) >= 2]\n", " _CACHE_SN.write_text(_json.dumps({\n", " \"R_ax\": float(R_ax_sn), \"Z_ax\": float(Z_ax_sn),\n", " \"R_xpt\": float(R_xpt_sn), \"Z_xpt\": float(Z_xpt_sn),\n", " \"det_J\": det_sn,\n", " \"lam_stable\": float(lam_abs_sn[0]), \"lam_unstable\": float(lam_abs_sn[1]),\n", " \"sm_segments\": [s.tolist() for s in sm_segs],\n", " \"um_segments\": [s.tolist() for s in um_segs],\n", " }))\n", " print(f\"Computed and cached. sm={len(sm_segs)} um={len(um_segs)}\")\n", "\n", "# -----------------------------------------------------------------------\n", "# 4. Grid for equilibrium contours\n", "# -----------------------------------------------------------------------\n", "R_range_sn = (eq_sn.R0 - 1.4*eq_sn.a, eq_sn.R0 + 1.4*eq_sn.a)\n", "Z_range_sn = (-1.8*eq_sn.kappa*eq_sn.a, 1.2*eq_sn.kappa*eq_sn.a)\n", "Nr_sn, Nz_sn = 200, 250\n", "Rg_sn = np.linspace(*R_range_sn, Nr_sn)\n", "Zg_sn = np.linspace(*Z_range_sn, Nz_sn)\n", "Rg_sn, Zg_sn = np.meshgrid(Rg_sn, Zg_sn)\n", "psi_g_sn = eq_sn.psi(Rg_sn.ravel(), Zg_sn.ravel()).reshape(Nz_sn, Nr_sn)\n", "\n", "# -----------------------------------------------------------------------\n", "# 5. Plot\n", "# -----------------------------------------------------------------------\n", "fig, ax2 = plt.subplots(figsize=(7, 9))\n", "\n", "ax2.contour(Rg_sn, Zg_sn, psi_g_sn, levels=np.linspace(0.05, 0.95, 15),\n", " colors='lightgray', linewidths=0.5)\n", "ax2.contour(Rg_sn, Zg_sn, psi_g_sn, levels=[1.0], colors='k', linewidths=1.5)\n", "\n", "# Stable manifold (blue/teal)\n", "for seg in sm_segs:\n", " if len(seg) > 2:\n", " lc, _ = _manifold_line_collection(seg, 'GnBu',\n", " s_ref=max(np.ptp(seg[:, 0]), 1e-6))\n", " lc.set_linewidth(1.3); lc.set_alpha(0.92); lc.set_zorder(6)\n", " ax2.add_collection(lc)\n", "\n", "# Unstable manifold (orange)\n", "for seg in um_segs:\n", " if len(seg) > 2:\n", " lc, _ = _manifold_line_collection(seg, 'Oranges',\n", " s_ref=max(np.ptp(seg[:, 0]), 1e-6))\n", " lc.set_linewidth(1.3); lc.set_alpha(0.92); lc.set_zorder(6)\n", " ax2.add_collection(lc)\n", "\n", "ax2.scatter([R_xpt_sn], [Z_xpt_sn], s=80, c='blue', marker='x', zorder=7, lw=2)\n", "ax2.plot(R_ax_sn, Z_ax_sn, '+k', ms=10, mew=2)\n", "\n", "ax2.set_aspect('equal')\n", "ax2.set_xlabel('R (m)'); ax2.set_ylabel('Z (m)')\n", "ax2.set_title('Single-null X-point: Stable/Unstable Manifolds')\n", "ax2.set_xlim(R_range_sn); ax2.set_ylim(Z_range_sn)\n", "plt.tight_layout()\n", "plt.savefig('pyna_output/solovev_sn_manifolds.png', dpi=150)\n", "plt.show()\n", "print(\"Saved: pyna_output/solovev_sn_manifolds.png\")" ] } ], "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": "3.13.2" } }, "nbformat": 4, "nbformat_minor": 5 }