{ "cells": [ { "cell_type": "markdown", "id": "164caae8", "metadata": { "language": "markdown" }, "source": [ "# The canonical TCR-pMHC frame — figures & summary\n", "\n", "`tcren.orient` superposes every TCR-pMHC complex onto a per-class native reference by its MHC\n", "groove Cα, then applies a fixed per-class rotation `R_canon` (PCA of the reference Cα cloud) to\n", "land it in a common **canonical frame**:\n", "\n", "* **z** = PC1 (largest variance, the MHC→TCR long axis), signed +z toward the TCR;\n", "* **y** = PC2 (the groove / peptide axis), signed +y toward the peptide C-terminus;\n", "* **x** = PC3 (the thin axis), right-handed.\n", "\n", "Chains are renamed A=Vα, B=Vβ, C=peptide, D=MHCα, E=MHCβ/β2m. This notebook orients a sample of\n", "the Hugging Face `Native2026` set and reports the frame's quality and geometry: alignment RMSD,\n", "the variance the canonical axes capture, a registered overlay, and the TCR docking-angle\n", "distribution. Structures are read only from the bootstrapped HF set." ] }, { "cell_type": "code", "execution_count": 1, "id": "0abf8ce3", "metadata": { "execution": { "iopub.execute_input": "2026-06-16T12:50:24.220082Z", "iopub.status.busy": "2026-06-16T12:50:24.219958Z", "iopub.status.idle": "2026-06-16T12:50:24.727161Z", "shell.execute_reply": "2026-06-16T12:50:24.726754Z" }, "language": "python" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "python 3.11.15 | tcren 0.1.0 | numpy 2.4.6\n", "MHCI: ref=1ao7 variance PC1/PC2/PC3 = 0.74/0.17/0.09\n", "MHCII: ref=1fyt variance PC1/PC2/PC3 = 0.71/0.18/0.11\n" ] } ], "source": [ "# Imports + environment versions, and the bundled per-class canonical-frame artifact.\n", "import warnings; warnings.filterwarnings('ignore')\n", "import json, sys\n", "from importlib import resources\n", "from pathlib import Path\n", "import numpy as np, polars as pl, matplotlib, matplotlib.pyplot as plt\n", "import tcren\n", "from tcren.structure.io import import_structure\n", "from tcren.annotation import classify_chains\n", "from tcren.mhc import annotate_mhc\n", "from tcren.orient import canonicalize_structure, check_oriented_complex, docking_angles\n", "print('python', sys.version.split()[0], '| tcren', tcren.__version__, '| numpy', np.__version__)\n", "frame_art = json.loads(resources.files('tcren.data').joinpath('canonical_frame.json').read_text())\n", "for cls, e in frame_art.items():\n", " v = e.get('variance_explained', {})\n", " print(f\"{cls}: ref={e['reference_id']} variance PC1/PC2/PC3 = \"\n", " f\"{v.get('PC1_z',0):.2f}/{v.get('PC2_y',0):.2f}/{v.get('PC3_x',0):.2f}\")\n", "STRUCT = Path('data/Native2026')\n", "plt.rcParams.update({'figure.dpi': 110, 'font.size': 10})" ] }, { "cell_type": "markdown", "id": "c09a00a4", "metadata": { "language": "markdown" }, "source": [ "## Orient a Native2026 sample" ] }, { "cell_type": "code", "execution_count": 2, "id": "79754032", "metadata": { "execution": { "iopub.execute_input": "2026-06-16T12:50:24.728484Z", "iopub.status.busy": "2026-06-16T12:50:24.728362Z", "iopub.status.idle": "2026-06-16T12:53:54.970020Z", "shell.execute_reply": "2026-06-16T12:53:54.969580Z" }, "language": "python" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "oriented: 40 / 40 | native frame: 40 | reverse-docked: 0\n" ] }, { "data": { "text/html": [ "
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pdb.idframermsdreversed_dockcrossingincidentqc
strstrf64boolf64f64str
"1ao7""native"4.1624e-16false52.4344856.421442"ok"
"1bd2""native"0.441107false68.220695.005298"ok"
"1d9k""native"1.249152false79.1912691.318339"ok"
"1fo0""native"0.961154false60.81962-11.356836"ok"
"1fyt""native"6.3426e-15false69.571251-1.027948"ok"
"1g6r""native"1.057513false43.411631-7.968066"ok"
"1j8h""native"0.30476false69.267062-1.616912"ok"
"1jtr""native"0.963854false42.897356-10.029156"ok"
" ], "text/plain": [ "shape: (8, 7)\n", "┌────────┬────────┬────────────┬───────────────┬───────────┬────────────┬─────┐\n", "│ pdb.id ┆ frame ┆ rmsd ┆ reversed_dock ┆ crossing ┆ incident ┆ qc │\n", "│ --- ┆ --- ┆ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", "│ str ┆ str ┆ f64 ┆ bool ┆ f64 ┆ f64 ┆ str │\n", "╞════════╪════════╪════════════╪═══════════════╪═══════════╪════════════╪═════╡\n", "│ 1ao7 ┆ native ┆ 4.1624e-16 ┆ false ┆ 52.434485 ┆ 6.421442 ┆ ok │\n", "│ 1bd2 ┆ native ┆ 0.441107 ┆ false ┆ 68.22069 ┆ 5.005298 ┆ ok │\n", "│ 1d9k ┆ native ┆ 1.249152 ┆ false ┆ 79.191269 ┆ 1.318339 ┆ ok │\n", "│ 1fo0 ┆ native ┆ 0.961154 ┆ false ┆ 60.81962 ┆ -11.356836 ┆ ok │\n", "│ 1fyt ┆ native ┆ 6.3426e-15 ┆ false ┆ 69.571251 ┆ -1.027948 ┆ ok │\n", "│ 1g6r ┆ native ┆ 1.057513 ┆ false ┆ 43.411631 ┆ -7.968066 ┆ ok │\n", "│ 1j8h ┆ native ┆ 0.30476 ┆ false ┆ 69.267062 ┆ -1.616912 ┆ ok │\n", "│ 1jtr ┆ native ┆ 0.963854 ┆ false ┆ 42.897356 ┆ -10.029156 ┆ ok │\n", "└────────┴────────┴────────────┴───────────────┴───────────┴────────────┴─────┘" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Orient a deterministic sample; collect frame QC + docking geometry, keep a few for overlay.\n", "files = sorted(STRUCT.glob('*.pdb.gz'))[:40]\n", "rows = []; oriented_ca = {}\n", "for fp in files:\n", " pid = fp.stem[:4]\n", " try:\n", " s = import_structure(fp, pdb_id=pid); classify_chains(s, organism='human'); annotate_mhc(s)\n", " try:\n", " ang = docking_angles(s); cross, inc = ang.crossing_angle, ang.incident_angle\n", " except Exception:\n", " cross = inc = None\n", " oriented, res = canonicalize_structure(s)\n", " ok, why = check_oriented_complex(oriented)\n", " rows.append({'pdb.id': pid, 'frame': res.frame, 'rmsd': res.rmsd,\n", " 'reversed_dock': bool(res.reversed_dock), 'crossing': cross,\n", " 'incident': inc, 'qc': why})\n", " if ok and len(oriented_ca) < 10:\n", " oriented_ca[pid] = {c.chain_id: np.array([r.ca for r in c.residues if r.ca is not None])\n", " for c in oriented.chains}\n", " except Exception as e:\n", " rows.append({'pdb.id': pid, 'frame': 'error', 'rmsd': None, 'reversed_dock': None,\n", " 'crossing': None, 'incident': None, 'qc': type(e).__name__})\n", "df = pl.DataFrame(rows)\n", "print('oriented:', df.filter(pl.col('qc') == 'ok').height, '/', df.height,\n", " '| native frame:', df.filter(pl.col('frame') == 'native').height,\n", " '| reverse-docked:', df.filter(pl.col('reversed_dock') == True).height)\n", "df.head(8)" ] }, { "cell_type": "markdown", "id": "1beb7ce2", "metadata": { "language": "markdown" }, "source": [ "## Figure: frame quality, axis variance, registered overlay, docking angles" ] }, { "cell_type": "code", "execution_count": 3, "id": "28ef4677", "metadata": { "execution": { "iopub.execute_input": "2026-06-16T12:53:54.971314Z", "iopub.status.busy": "2026-06-16T12:53:54.971226Z", "iopub.status.idle": "2026-06-16T12:53:55.260933Z", "shell.execute_reply": "2026-06-16T12:53:55.260473Z" }, "language": "python" }, "outputs": [ { "data": { "image/png": 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40N566y0XbPRXp06dTGcoqpGrLjzFihVz93/99Vfr1KmT3Xzzza6Ldlq0z5gxY7J4BkD82X0w2ZYm7Yl0MeykmqUjXQQAwP+XP39+q1atmrvo673tr3DhwnbeeefZ1VdfTZ0BAABEuTwfcCxSpIjt2LHDypUrF7B+8+bNVrp05oIJXbp0CbjfsmVLu/TSS+3VV19NN+CogcsHDx4ckOHYtm3bTD03EE8UbOw8cX6ki2E7H+wR6SIAAP4/dZWeOnWqa9eNHTvWHn30UeoGAAAgRuX5MRw1SYy6Ve/cuTNg/XPPPZeqK05WqCv1gQMH0t0mMTHRXYX3LpUrV8728wIAAMRr4PGuu+6y7777LmD9sWPH7NNPPzWPxxOxsgEAACBOAo66Ar5gwQKrVauWnX322W5dz5493biL9913X8jH0YQzmzZtClinLj3vvvuudejQIezlBgAAQHAazmbVqlUB6/Lly2fvvfeevfTSS1QbAABAlMvzAccmTZrYzz//7CaJUcCwdevWVqNGDfvxxx+tXr16mQo4Klvy2muvtUmTJtkjjzxixx9/vAs6Pv300zl6DgAAAPi/Ntk777xjF198caoqGTRokE2bNo2qAgAAiHJ5fgzH5s2b22+//WbPPvtsto6jiWI0Sczrr79uS5YscQOTjxgxwgUyixYtGrbyAgAAIG27d+92QceCBQumeqxQoUKpeqQAAAAg+uT5gOPatWtt3759Vrx48bBMQHP55Ze7BQAAALlPEwGWKlXKPvzwQ+vVq1fAY2+88YY1btyYlwUAACDK5fmA48knn2wfffSR9evXL9JFARDn/vMk2qADV/tuAwCyPobjgAED3N/27dvboUOHXABy+vTpNnfuXKoVAAAgyuX5gGObNm3ceD7ffvut616trtD+9BgA5IY9VsxeOXIylQ0A2aRhbdSDZfz48fbAAw+4dVWqVLEZM2ZYly5dqF8AAIAol+cDjg899JD7+9xzzwV9nIAjAABAdNGM1Pfdd5/dfffdtnr1ajd2Y+3atS0hISHSRQMAAEA8BByPHDkS6SIAAAAgByjQ2KhRI+oWAAAgxuT5gCMA5BV1EzbZr8Xvcrdb7nvQ/vZUinSRACAqeTwemzJlin3wwQe2bt06O3r0qO+xihUr2meffRbR8gEAACB78mVzfwCIG+roVzzhkFvo9AcAWXfvvffayJEj3WzVK1eutE6dOrleLUuXLrUTTjiBqgUAAIhyeT7DMaNG548//phrZQEAAED2TZgwwb744gs77rjj3N+JEye6LEfNXM1wOgAAANEvz2c4aqZC/+Xkk092jdMlS5ZYy5YtI108AAAAZMK2bdvc3+OPP94KFixoBw4ccPfz589vw4cPtzlz5lCfAAAAUS7PZziOGzcu6PonnnjCVqxYkevlAQAAQNYpwFi8eHF3u3z58rZnzx7buXOnlS5d2goUKGB79+6legEAAKJcng84pmXQoEFkOAIAAEQxZTW2b9/ebrzxRrv44ott/PjxtO8AAABiQJ7vUp0WXQ3ftWtXpIsBAACATEhMTLSbbrrJd/+pp56y7777zs4880w3Y/XYsWOpTwAAgCiX5zMcP/3001Trtm/f7gYb79ChQ0TKBAAAgKwpVqyYXXDBBb77rVq1stWrV7sLyZq1GgAAANEvzwcce/bsmWqdBhjv3LmzTZo0KSJlAhCfdlhxe/DQub7bAIDM27x5s51yyim2fv36gPUEGwEAAGJHng847tixI9W6kiVLujF/ACA3bfOUtLsP96XSASAbypYt6yaJOXr0KO05AACAGJXnx3DU1W/NWui/eIONy5Yti3TxAAAAkAlFihSxXr16ubEaPR4PdQcAABCD8nyGY/PmzdNsjKb3GAAAAPKebdu22T///GOvvfaavfzyy9agQQMrUOD/mqTly5e3qVOnRrSMAAAAiPGAY1oOHjzorpADQG6pkbDV3i863t3udWCY/espT+UDQCYlJCRYtWrVrF+/fkEfL16cMXIBAACiXZ4NOD733HNBb4vG/Fm0aJE1bNgwAiUDEK8K2RFrlf9f320AQGg0A/XTTz9td999txuL+5577rEmTZqEtfqOHTvmnkfD7yiomVnqNfPff/+5yQnLlSsX1rIBAADEmzwbcLz11luD3hY1BOvWrWsTJkyIQMkAAACQGfv27XMXkBVwVFDv9NNPTzVLdVYpUDhq1CgX0FSgUe3E0aNH29ChQzN1nHHjxtltt91mLVu2tF9++SUsZQMAAIhXeTbguHfvXvdXV6k1kyEAAACik8Zl1NiNq1evtkKFCoX12I899pi7CP3ll1/aCSecYB9//LGblKZixYrWp0+fkI6xfPlye/DBB61169YuUxIAAAAxPks1wUYAAIDopiCjxmxUDxUtGzZscGNxB1vq1asX8nE1zI4yE6+55hoXbJSzzjrLLrjgAnvkkUdCOkZycrJdeumlLrtRE9gAAAAghjMcvT788EObPn26zZw5M2B93759beDAgXb22WdHrGwAAAAIzZQpU+yKK66wn3/+2caMGWPjx/9vEq7sTBrz+++/25YtW+zUU08NWN+lSxebNWuW7dmzx40ZmR6VRd2yFXAcMGBAyM8NAACAKA44agyel19+OdX6O++80wYPHkzAEQAAIApofMWTTz7ZmjVr5gKFgwYNyvYx165d6/5Wr149YL33/r///mtNmzZNc//Fixfb448/bgsWLLACBUJvFu/evdstXklJSVkoPQAAQOzK8wFHNUiDda1RdxyNtwMAAIDoUbZsWXv++efDcqyDBw+6vynHhSxcuLD7e+DAgTT31WPqLXPLLbe4sRszQ9mZyowEAABAlI7hWKlSJfvhhx+CXpE+7rjjIlImAPFprxW2Wclt3aLbAIDIKlGihPu7f//+VLNi+z8ezKOPPur2GzJkiG3atMktCmAeOXLE3U4vWDls2DBbt26db1G7FAAAAFGU4ajZBa+++mqbOnWqtW/f3q1Ttxet0ziOAJBbNnnKWN+DN1LhAJBHeHvBaPbrVq1a+davWbPG8ufPb7Vq1UpzXwUbDx8+bO3atfOt27Vrlws46lhPPfWUm+gmmMTERLcAAAAgSjMc7733XqtSpYp16tTJDSJerFgx69y5s2tA0pUFAAAgftWvX98Ns/Pxxx8HrNd9TSSjWa+9duzYYdu2bfPd1yzW3sxG79KrVy835qNupxVsBAAAQAxkOCrIOG/ePJs7d679+OOPbsDxE044wbp16+ZuAwAAIH499NBD1r9/f+vQoYN17drVXn31Vfv2229d+9HfxRdfbOvXr7dly5ZFrKwAAADxIs8HHEWBxdNPP90tABAplRJ22ITC093tGw9d6rpYAwCybuXKlS4AuGfPHhswYIDLQKxQoUKmjqEhdtRWfPLJJ+2+++5z3aw//fRTF4BMOVmNd5KZtJQuXdrKly+fpXMBAABAlAUcASAvKGGHrE/B/00McOchxpAFgKxSYPGqq66yd9991421qEkCNWP0mWeeaS+99JK1bNky02N+a0nPa6+9luFxnnvuuUw9LwAAAKI04Kju0+lRN2sAAABEj8svv9yNqah2nDIKO3bs6NbffPPN9vjjj9u0adMiXUQAAADEcsCxS5cuAfePHTtmf/zxh82ePduuuOKKiJULAAAAmbdv3z7X5VkTs6ibs8ZV9FJmo7pFAwAAILrl+YDjuHHjgq5/4oknbMWKFdk69t9//2358uWz2rVrZ+s4AAAACM3+/futUKFCVqZM6nFwdWGZSQEBAACiXz6LUoMGDXJXx7NqypQpblDxE088MazlAgAAQNrUhbp48eI2c+bMVI999dVX1qpVK6oPAAAgyuX5DMe0aDbDXbt2ZWnff//914YPH26dOnXKdpYkAAAAQqcMxmHDhrlZqefOnesCjIcPH7ZnnnnG7rnnHvvss8+oTgAAgCiX5wOOwbIYt2/fbhMmTLAOHTpk+ngej8dlR2pRd2oCjgAAALnrtttuc0FGDZ0zefJkt+6hhx6yl19+2U466SReDgAAgCiX5wOOPXv2TLWuYMGC1rlzZ5s0aVKmj/fUU0/ZP//8Yx999JG7ig4AoTpsBeyXozV8twEAWc9yHDVqlI0cOdJWr15t+fPnt7p16zJ+IwAAQIzI87+Yd+zYkWpdyZIlXcM0szS79V133WUffvihFStWLOT9du/e7RavpKSkTD83gOj3r6e8td7/UKSLgRhWt1zo/5uAaKZhcX777Tc3vE3Dhg19E8aoO/UZZ5xB4BEAACDK5fmAozIZ1SDNriNHjtjAgQOtf//+dtppp2Vq3/Hjx9uYMWOyXQYAANJTrFB+230w2ZYm7Yl4RbWoXNISixSMdDEQo26++WY75ZRTXMDRS0PdvPfee7Zu3Tq76qqrIlo+AAAAxHjAce3atbZv3z43m2F2aHygv/76y3XDXrVqlVu3c+dOdzVd98uVK2dlypQJuq8GNh88eHBAhmPbtm2zVR4AAIJRsLHzxPkRr5xvh3a0TrXLRroYiEHJycn2zjvv2HPPPZfqMY2xPWLECAKOAAAAUS7PBxxPPvlkN95iv379snWco0ePWvny5QOOs23bNtdVukePHi6oeN111wXdNzEx0S0A4lu5hD12S8HZ7vYTyT1tm6dkpIsEAFFHbS8FHTUmd0qFChWyTZs2RaRcAAAAiKOAY5s2bdzV7m+//daaN29uhQsXDnhcj4VCwcSUAcVbb73Vpk6d6st4BID0lLF9dlfhD9ztqckn2zYj4AgAmaVeJaVKlXJjavfq1SvgsTfeeMMaN25MpQIAAES5PB9wfOih/03QEKzbTWYCjgAAAMg7YzgOGDDA/W3fvr0dOnTIBSCnT59uc+fOjXTxAAAAEOsBR032klPUxbpOnTo5dnwAAACkpnEaNUa3JuZ74IEH3LoqVarYjBkzrEuXLlQZAABAlMtnedyyZcuy9FgoRo4caYsXL87WMQAAAJA5mpH6vvvus+3bt9uKFSvs77/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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# 4-panel summary of the canonical frame.\n", "fig, ax = plt.subplots(2, 2, figsize=(12, 9))\n", "\n", "# A: alignment RMSD distribution (groove-Cα superposition onto the class reference).\n", "rmsd = df.filter(pl.col('rmsd').is_not_null())['rmsd'].to_numpy()\n", "rmsd = rmsd[np.isfinite(rmsd)]\n", "ax[0, 0].hist(rmsd, bins=15, color='#0072B2', edgecolor='white')\n", "ax[0, 0].axvline(float(np.median(rmsd)), c='C1', ls='--', label=f'median {np.median(rmsd):.2f} Å')\n", "ax[0, 0].set_xlabel('groove-Cα RMSD to reference (Å)'); ax[0, 0].set_ylabel('# structures')\n", "ax[0, 0].set_title('A · alignment quality'); ax[0, 0].legend()\n", "\n", "# B: variance explained by the canonical axes, per MHC class.\n", "classes = list(frame_art); xpos = np.arange(len(classes)); w = 0.26\n", "for k, (key, col, lbl) in enumerate([('PC1_z', '#0072B2', 'z (MHC→TCR)'),\n", " ('PC2_y', '#E69F00', 'y (peptide)'),\n", " ('PC3_x', '#009E73', 'x (thin)')]):\n", " vals = [frame_art[c].get('variance_explained', {}).get(key, 0) for c in classes]\n", " ax[0, 1].bar(xpos + (k - 1) * w, vals, w, color=col, label=lbl)\n", "ax[0, 1].set_xticks(xpos); ax[0, 1].set_xticklabels([f\"{c}\\n({frame_art[c]['reference_id']})\" for c in classes])\n", "ax[0, 1].set_ylabel('variance fraction'); ax[0, 1].set_title('B · canonical-axis variance'); ax[0, 1].legend(fontsize=8)\n", "\n", "# C: registered overlay — oriented Cα of several complexes, side view (y = groove, z = MHC→TCR).\n", "role_col = {'A': '#0072B2', 'B': '#D55E00', 'C': '#E69F00', 'D': '#999999', 'E': '#777777'}\n", "for pid, chains in oriented_ca.items():\n", " for cid, ca in chains.items():\n", " if len(ca):\n", " ax[1, 0].scatter(ca[:, 1], ca[:, 2], s=4, c=role_col.get(cid, 'k'), alpha=0.35, edgecolor='none')\n", "from matplotlib.lines import Line2D\n", "leg = [Line2D([0], [0], marker='o', ls='', mfc=role_col[c], mec='none',\n", " label={'A': 'Vα', 'B': 'Vβ', 'C': 'peptide', 'D': 'MHCα', 'E': 'MHCβ/β2m'}[c]) for c in 'ABCDE']\n", "ax[1, 0].legend(handles=leg, fontsize=8, loc='upper right')\n", "ax[1, 0].set_xlabel('y — groove axis (Å)'); ax[1, 0].set_ylabel('z — MHC→TCR (Å)')\n", "ax[1, 0].set_title(f'C · registered overlay, side view (n={len(oriented_ca)})'); ax[1, 0].set_aspect('equal', 'datalim')\n", "\n", "# D: TCR docking-angle distribution across the sample.\n", "cr = df.filter(pl.col('crossing').is_not_null())['crossing'].to_numpy()\n", "ic = df.filter(pl.col('incident').is_not_null())['incident'].to_numpy()\n", "ax[1, 1].hist(cr, bins=15, color='#0072B2', alpha=0.7, label=f'crossing (med {np.median(cr):.0f}°)')\n", "ax[1, 1].hist(ic, bins=15, color='#E69F00', alpha=0.7, label=f'incident (med {np.median(ic):.0f}°)')\n", "ax[1, 1].set_xlabel('angle (°)'); ax[1, 1].set_ylabel('# structures')\n", "ax[1, 1].set_title('D · TCR docking angles'); ax[1, 1].legend(fontsize=8)\n", "fig.suptitle('Canonical TCR-pMHC frame — Native2026 sample', y=1.0); plt.tight_layout(); plt.show()" ] }, { "cell_type": "markdown", "id": "f4c44e04", "metadata": { "language": "markdown" }, "source": [ "## Summary\n", "\n", "* **Alignment (A).** Groove-Cα RMSD to the class reference is small (median ≈ 1 Å), so the\n", " superposition onto the conserved MHC groove is tight across the sample.\n", "* **Axes (B).** The canonical PCA axes capture the complex's variance in the intended order —\n", " z (MHC→TCR long axis) > y (groove/peptide) > x (thin) — confirming the frame is well-defined.\n", "* **Registration (C).** Oriented complexes superpose into a common layout: the MHC (D/E) sits at\n", " low z, the peptide (C) above it along the groove, and the TCR (A/B) on top at high z — the\n", " expected \"TCR on top of pMHC\" arrangement, with no reverse-docked outliers.\n", "* **Docking angles (D).** Crossing angles cluster in the canonical αβ range (~40–80°) with small\n", " incident (tilt) angles, consistent with the conserved diagonal TCR docking geometry.\n", "\n", "Together these confirm the orientation pipeline places heterogeneous TCR-pMHC complexes into one\n", "reproducible frame — the basis for the 2D complementarity maps and cross-structure comparison." ] } ], "metadata": { "kernelspec": { "display_name": "tcren-nb", "language": "python", "name": "tcren-nb" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.15" } }, "nbformat": 4, "nbformat_minor": 5 }