{ "cells": [ { "cell_type": "markdown", "id": "1735a58e", "metadata": {}, "source": [ "# 4. Direct Dynamics in Curvilinear Coordinates\n", "\n", "In the previous tutorials, the dynamics is propagated in the redundant Cartesian coordinates with constraints, and the curvilinear coordinates are used only in the analysis.\n", "\n", "This tutorial introduces an alternative way to propagate the dynamics directly in curvilinear coordinates $Q$ with the Hamiltonian:\n", "\n", "\\begin{align*}\n", "H(Q, P) = \\frac{1}{2} P^T G(Q) P + V(Q),\n", "\\end{align*}\n", "\n", "where $G(Q)$ is the (inverse) metric of the kinetic energy.\n", "\n", "- Since the kinetic energy depends on $Q$, this Hamiltonian is not separable and cannot be propagated by SHAKE/RATTLE. Instead, the implicit Verlet integrator [`ImplicitVerlet`](https://tsumura-m.github.io/PySCIVR/pyscivr.integrators.html#pyscivr.integrators.ImplicitVerlet) is used (Appendix J of the paper), which solves two implicit equations by Newton's method in each step.\n", "\n", "- Since the dynamics does not go through the redundant space, it is vulnerable to the coordinate singularities. This is demonstrated by the rotation of H2.\n", "\n", "- Nevertheless, when the coordinates are known to have no singularities, the direct dynamics can be advantageous in accuracy and computational cost. A typical example is the pure rotation of a nonlinear molecule by the quaternion, demonstrated by CH4." ] }, { "cell_type": "code", "execution_count": 1, "id": "0f43f4e7", "metadata": {}, "outputs": [], "source": [ "# import necessary libraries\n", "\n", "import time\n", " \n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import jax.numpy as jnp\n", " \n", "from pyscivr.coordinates import InternalCoordinates, QuaternionCoordinates, quaternion_metric\n", "from pyscivr.integrators import ImplicitVerlet, ShakeRattle\n", "from pyscivr.potentials import ZeroPotential\n", "from pyscivr.units import CmInv, FemtoSec\n", "from pyscivr.utils import get_geom, get_inertia, get_mass_center\n", "from pyscivr.variations import (make_jacobi_func, make_vari_propagator, make_vari_propagator_implicit,\n", " propagate_variation, propagate_variation_implicit, to_internal)" ] }, { "cell_type": "markdown", "id": "b923396d", "metadata": {}, "source": [ "## Pure rotation of hydrogen\n", "\n", "The Hamiltonian of the rigid rotation of H2 in the polar and azimuthal angles is\n", "\n", "\\begin{align*}\n", "H(\\theta, \\phi, p_\\theta, p_\\phi) = \\frac{1}{2I} \\left( p_\\theta^2 + \\frac{p_\\phi^2}{\\sin^2\\theta} \\right), \\nonumber\n", "\\end{align*}\n", "\n", "so that the metric is\n", "\n", "\\begin{align*}\n", "G(\\theta, \\phi) = \\frac{1}{I} \\begin{pmatrix} 1 & 0 \\\\ 0 & \\frac{1}{\\sin^2\\theta} \\end{pmatrix}. \\nonumber\n", "\\end{align*}\n", "\n", "`ImplicitVerlet` takes the metric $G(Q)$ as a function. A potential $V(Q)$ can also be given by `potential_func` (zero by default); note that it must be a function of the curvilinear coordinates $Q$, written with `jax.numpy` so that it can be differentiated automatically." ] }, { "cell_type": "code", "execution_count": 2, "id": "f988e95d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Build complete: 4 coordinates\n", "Build complete: 6 coordinates\n" ] } ], "source": [ "xyzstr = \"\"\"\n", "H -0.370801958573 0.000000000000 0.000000000000\n", "H 0.370801958573 0.000000000000 0.000000000000\n", "\"\"\"\n", "symbols, posi_ref, mass = get_geom(xyzstr)\n", "\n", "r_e = np.linalg.norm(posi_ref[1] - posi_ref[0])\n", "inertia_h2 = 0.5 * mass[0] * r_e**2\n", "\n", "coord_const_h2 = InternalCoordinates(posi_ref, mass)\n", "coord_const_h2.add_translation()\n", "coord_const_h2.add_bond(0, 1)\n", "coord_const_h2.build()\n", " \n", "coord_all_h2 = InternalCoordinates(posi_ref, mass)\n", "coord_all_h2.add_translation()\n", "coord_all_h2.add_polar(0, 1)\n", "coord_all_h2.add_azimuthal(0, 1)\n", "coord_all_h2.add_bond(0, 1)\n", "coord_all_h2.build()\n", "idx_polar = coord_all_h2.find_coordinate(\"polar\", (0, 1))[0]\n", "\n", "def metric_h2(posi): # [theta, phi]\n", " \"\"\"Metric for the polar and azimuthal angles, posi = (theta, phi).\"\"\"\n", " theta = posi[0]\n", " return jnp.diag(jnp.array([1.0, 1.0 / jnp.sin(theta)**2])) / inertia_h2\n", "\n", "def analytical(t, L, tilt):\n", " \"\"\"Exact (theta, phi) of the free rotor starting along the x-axis, rotating in the plane tilted by `tilt`.\"\"\"\n", " omega = L / inertia_h2\n", " n = np.cos(omega * t)[:, None] * np.array([1.0, 0.0, 0.0]) \\\n", " + np.sin(omega * t)[:, None] * np.array([0.0, np.cos(tilt), np.sin(tilt)])\n", " return np.arccos(np.clip(n[:, 2], -1, 1)), np.arctan2(n[:, 1], n[:, 0])" ] }, { "cell_type": "markdown", "id": "032c8621", "metadata": {}, "source": [ "The same rotation is propagated in two ways:\n", "\n", "- **Implicit**: directly in $(\\theta, \\phi)$ by `ImplicitVerlet`, with $p_\\theta (t=0) = L \\sin(\\text{tilt})$ and $p_\\phi (t=0) = L \\cos(\\text{tilt})$, where $L$ is the total angular momentum.\n", "\n", "- **SHAKE/RATTLE**: in the redundant Cartesian coordinates with the constraints on the bond length and the center of mass, as in the *Constrained Dynamics* tutorial." ] }, { "cell_type": "code", "execution_count": 3, "id": "563db51b", "metadata": {}, "outputs": [], "source": [ "def wrap_phi(phi):\n", " \"\"\"Wrap azimuthal angle to [-pi, pi].\"\"\"\n", " return (phi + np.pi) % (2 * np.pi) - np.pi\n", "\n", "def compare_h2(tilt, K_rot=1000.0, dt_fs=0.1, n_step=10000):\n", " dt = dt_fs * FemtoSec\n", " p_rot = np.sqrt(K_rot * CmInv * mass[0]) # momentum of each atom\n", " L = r_e * p_rot # total angular momentum\n", " t = dt * np.arange(n_step + 1)\n", " \n", " # Implicit Verlet\n", " traj_imp = ImplicitVerlet(np.array([np.pi / 2, 0.0]), np.array([-L * np.sin(tilt), L * np.cos(tilt)]),\n", " dt, metric_h2).run(n_step)\n", " \n", " # SHAKE/RATTLE\n", " mome_shake = np.array([[0.0, -p_rot * np.cos(tilt), -p_rot * np.sin(tilt)],\n", " [0.0, p_rot * np.cos(tilt), p_rot * np.sin(tilt)]])\n", " traj_shake = ShakeRattle(ZeroPotential(), posi_ref, mome_shake, mass, dt, coord_const_h2).run(n_step)\n", " values = np.asarray(coord_all_h2.get_value_batch(traj_shake[\"posi\"].reshape(n_step + 1, -1)))\n", " \n", " theta_ex, phi_ex = analytical(t, L, tilt)\n", " phi_ex = wrap_phi(phi_ex)\n", " theta_imp, phi_imp = traj_imp[\"posi\"][:, 0], traj_imp[\"posi\"][:, 1]\n", " phi_imp = wrap_phi(phi_imp)\n", " theta_shake, phi_shake = values[:, idx_polar], values[:, idx_polar + 1]\n", " phi_shake = wrap_phi(phi_shake)\n", "\n", " energy_imp = traj_imp[\"total_energy\"]\n", " energy_shake = traj_shake[\"total_energy\"]\n", "\n", " fig, ax = plt.subplots(3, 1, figsize=(7, 7), sharex=True)\n", "\n", " ax[0].plot(t / FemtoSec, np.degrees(theta_ex), color=\"black\", label=\"exact\")\n", " ax[0].plot(t / FemtoSec, np.degrees(theta_imp), \"--\", label=\"implicit\")\n", " ax[0].plot(t / FemtoSec, np.degrees(theta_shake), \":\", label=\"SHAKE/RATTLE\")\n", " ax[0].set_title(f\"tilt = {np.degrees(tilt):.1f} deg\")\n", " ax[0].set_ylabel(r\"$\\theta$ (deg)\")\n", " ax[0].legend()\n", "\n", " ax[1].plot(t / FemtoSec, np.degrees(phi_ex), color=\"black\", label=\"exact\")\n", " ax[1].plot(t / FemtoSec, np.degrees(phi_imp), \"--\", label=\"implicit\")\n", " ax[1].plot(t / FemtoSec, np.degrees(phi_shake), \":\", label=\"SHAKE/RATTLE\")\n", " ax[1].set_xlabel(\"Time (fs)\")\n", " ax[1].set_ylabel(r\"$\\phi$ (deg)\")\n", " ax[1].legend()\n", "\n", " ax[2].hlines(K_rot, t[0] / FemtoSec, t[-1] / FemtoSec, color=\"black\", label=\"exact\")\n", " ax[2].plot(t / FemtoSec, energy_imp / CmInv, \"--\", label=\"implicit\")\n", " ax[2].plot(t / FemtoSec, energy_shake / CmInv, \":\", label=\"SHAKE/RATTLE\")\n", " ax[2].set_xlabel(\"Time (fs)\")\n", " ax[2].set_ylabel(\"Total energy (cm$^{-1}$)\")\n", " ax[2].legend()\n", " plt.show()" ] }, { "cell_type": "markdown", "id": "035bead7", "metadata": {}, "source": [ "For a trajectory far from the poles, both methods agree with the exact solution." ] }, { "cell_type": "code", "execution_count": 4, "id": "b6f97505", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "compare_h2(tilt=np.radians(60.0))" ] }, { "cell_type": "markdown", "id": "b54e173e", "metadata": {}, "source": [ "When the trajectory passes close to the poles ($\\theta = 0, \\pi$), the implicit integration breaks down.\n", "\n", "Near the poles, the term $\\frac{1}{\\sin^2\\theta}$ in the metric diverges and makes the dynamics unstable." ] }, { "cell_type": "code", "execution_count": 5, "id": "8e472525", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "compare_h2(tilt=np.radians(89.3))" ] }, { "cell_type": "markdown", "id": "acfaa3dc", "metadata": {}, "source": [ "## Pure rotation of methane by the quaternion\n", "\n", "The pure rotation of H2 was treated by SHAKE/RATTLE with the constraint on the bond length.\n", "\n", "For a nonlinear molecule, the pure rotation can be treated in the same way by constraining all the $3N - 6$ vibrational coordinates, but this is clearly inefficient: for CH4, 15 Cartesian coordinates are propagated with 12 constraints to describe only 3 rotational DOFs.\n", "Instead, the rotation can be described by the quaternion $q$ (4 components) without singularities.\n", "\n", "Since the physical DOFs of the rotation are three, the quaternion is a redundant coordinate with one constraint $q^T q = 1$. The physical coordinates are the Euler angles (yaw $\\psi$, pitch $\\theta$ and roll $\\phi$), which have singularities known as the gimbal lock.\n", "\n", "In PySCIVR, the pitch angle is shifted by $\\pi / 2$ from the usual domain $[-\\pi / 2, \\pi / 2]$ of the ZYX convention to $[0, \\pi]$, so that the gimbal lock occurs at $\\theta = 0, \\pi$.\n", "\n", "| Redundant space | Potential | Integrator | Physical space |\n", "|---|---|---|---|\n", "| Quaternion (4 DOFs) with 1 constraint (norm) | none | `ImplicitVerlet` | Euler angles (3 DOFs) |\n", "\n", "Note that both the quaternion and the Euler angles are curvilinear coordinates:\n", "the redundant space is not limited to the Cartesian coordinates.\n", "\n", "- The norm constraint is simple, so it is handled inside `ImplicitVerlet` with `normalize=True`.\n", "\n", "- The metric is given by `quaternion_metric` with the principal moments of inertia.\n", "\n", "- The transformation between the quaternion and the Euler angles is given by [`QuaternionCoordinates`](https://tsumura-m.github.io/PySCIVR/pyscivr.coordinates.html#pyscivr.coordinates.QuaternionCoordinates) instead of `InternalCoordinates`.\n", "\n", "- The variation is propagated by `make_vari_propagator_implicit` and `propagate_variation_implicit`.\n", "\n", "The result is compared with SHAKE/RATTLE in the Cartesian coordinates with all the $3N - 6 = 9$ vibrational coordinates and the center of mass constrained." ] }, { "cell_type": "code", "execution_count": 6, "id": "cc3561ca", "metadata": {}, "outputs": [], "source": [ "xyzstr = \"\"\"\n", "C -0.000000000000 0.000000000000 -0.000000000000\n", "H 0.627615334142 0.627615334142 0.627615334142\n", "H -0.627615334142 -0.627615334142 0.627615334142\n", "H 0.627615334142 -0.627615334142 -0.627615334142\n", "H -0.627615334142 0.627615334142 -0.627615334142\n", "\"\"\"\n", "symbols, posi_ref, mass = get_geom(xyzstr)\n", "assert np.allclose(get_mass_center(posi_ref, mass), 0.0)\n", "inertia_tensor = get_inertia(posi_ref, mass)\n", "assert np.allclose(inertia_tensor, np.diag(np.diag(inertia_tensor))) # principal axis frame\n", "inertia = np.diag(inertia_tensor)\n", " \n", "dt = 0.1 * FemtoSec\n", "n_step = 10000\n", " \n", "# initial angular momentum in the body frame\n", "K_rot = 2000.0 * CmInv\n", "L_dir = np.array([2.0, -1.0, 2.0])\n", "L_body = np.sqrt(2.0 * K_rot / np.sum(L_dir**2 / inertia)) * L_dir # K_rot = L^T I^{-1} L / 2\n", "omega = L_body / inertia\n", " \n", " \n", "def get_S(q):\n", " \"\"\"omega_body = 2 S(q) dq/dt, p = 2 S(q)^T L_body (|q| = 1).\"\"\"\n", " q0, q1, q2, q3 = q\n", " return np.array([[-q1, q0, q3, -q2],\n", " [-q2, -q3, q0, q1],\n", " [-q3, q2, -q1, q0]])" ] }, { "cell_type": "markdown", "id": "32599170", "metadata": {}, "source": [ "### (A) Implicit integration with the quaternion" ] }, { "cell_type": "code", "execution_count": 7, "id": "07a9f3c7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "implicit (trial 0): 1.1 sec\n", "implicit (trial 1): 0.2 sec\n", "implicit (trial 2): 0.1 sec\n" ] } ], "source": [ "posi_quat = np.array([1.0, 0.0, 0.0, 0.0])\n", "mome_quat = 2.0 * L_body @ get_S(posi_quat)\n", "metric_func = quaternion_metric(inertia)\n", "\n", "coord_quat = QuaternionCoordinates()\n", "active_quat = np.array([0, 1, 2]) # yaw, pitch, roll (the norm is the constraint)\n", "_, jacobi_rev_quat, _, monodromy_quat = make_jacobi_func(coord_quat, active_quat)\n", "vari_propagator_implicit = make_vari_propagator_implicit(metric_func, dt, normalize=True)\n", "\n", "for trial in range(3): # the first trial includes the JIT compilation\n", " t0 = time.perf_counter()\n", " traj_quat = ImplicitVerlet(posi_quat, mome_quat, dt, metric_func, normalize=True).run(n_step)\n", " vari_quat = propagate_variation_implicit(vari_propagator_implicit,\n", " traj_quat[\"posi\"], traj_quat[\"mome\"], traj_quat[\"mome_half\"],\n", " jacobi_rev_quat(traj_quat[\"posi\"][0], traj_quat[\"mome\"][0]))\n", " euler_quat, _, mono_quat, symp_err_quat = to_internal(monodromy_quat, traj_quat[\"posi\"], traj_quat[\"mome\"], vari_quat)\n", " print(f\"implicit (trial {trial}): {time.perf_counter() - t0:.1f} sec\")" ] }, { "cell_type": "markdown", "id": "161b22d1", "metadata": {}, "source": [ "### (B) SHAKE/RATTLE with all the vibrational coordinates constrained" ] }, { "cell_type": "code", "execution_count": 8, "id": "10239229", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Build complete: 12 coordinates\n", "Build complete: 15 coordinates\n", "SHAKE/RATTLE (trial 0): 4.9 sec\n", "SHAKE/RATTLE (trial 1): 2.1 sec\n", "SHAKE/RATTLE (trial 2): 1.9 sec\n" ] } ], "source": [ "bonds = [(0, i) for i in range(1, 5)]\n", "angles = [(0, 1, i) for i in range(2, 5)]\n", "dihedrals = [(0, 1, 2, i) for i in range(3, 5)]\n", "\n", "coord_const = InternalCoordinates(posi_ref, mass)\n", "coord_const.add_translation()\n", "coord_all = InternalCoordinates(posi_ref, mass)\n", "coord_all.add_translation()\n", "coord_all.add_euler()\n", "for c in (coord_const, coord_all):\n", " for idx in bonds:\n", " c.add_bond(*idx)\n", " for idx in angles:\n", " c.add_angle(*idx)\n", " for idx in dihedrals:\n", " c.add_dihedral(*idx)\n", " c.build()\n", "\n", "active_cart = np.array([coord_all.index[name] for name in (\"euler_yaw\", \"euler_pitch\", \"euler_roll\")])\n", "_, jacobi_rev_cart, _, monodromy_cart = make_jacobi_func(coord_all, active_cart)\n", "\n", "mome_cart = mass[:, None] * np.cross(omega, posi_ref) # p_a = m_a omega x r_a\n", "vari_propagator = make_vari_propagator(coord_const, dt)\n", "\n", "for trial in range(3): # the first trial includes the JIT compilation\n", " t0 = time.perf_counter()\n", " traj_cart = ShakeRattle(ZeroPotential(), posi_ref, mome_cart, mass, dt, coord_const).run(n_step)\n", " vari_cart = propagate_variation(vari_propagator, traj_cart[\"posi\"], traj_cart[\"mome\"],\n", " traj_cart[\"lam\"], traj_cart[\"mu\"], np.zeros((n_step + 1, 15, 15)),\n", " jacobi_rev_cart(traj_cart[\"posi\"][0], traj_cart[\"mome\"][0]))\n", " euler_cart, _, mono_cart, symp_err_cart = to_internal(monodromy_cart, traj_cart[\"posi\"], traj_cart[\"mome\"], vari_cart)\n", " print(f\"SHAKE/RATTLE (trial {trial}): {time.perf_counter() - t0:.1f} sec\")" ] }, { "cell_type": "markdown", "id": "40a2be0f", "metadata": {}, "source": [ "### Comparison" ] }, { "cell_type": "code", "execution_count": 9, "id": "c766eb5b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "77 of 10001 steps are excluded.\n", "max |Euler (implicit) - Euler (SHAKE/RATTLE)| = 1.05e-04\n", "max relative difference of M = 4.10e-03\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "valid = (symp_err_cart < 1e-9) # exclude the vicinity of singularities\n", "print(f\"{np.sum(~valid)} of {len(valid)} steps are excluded.\")\n", "\n", "d_euler = (euler_quat - euler_cart + np.pi) % (2 * np.pi) - np.pi\n", "rel_err = np.max(np.abs(mono_quat - mono_cart), axis=(1, 2)) / np.max(np.abs(mono_cart), axis=(1, 2))\n", "print(f\"max |Euler (implicit) - Euler (SHAKE/RATTLE)| = {np.max(np.abs(d_euler[valid])):.2e}\")\n", "print(f\"max relative difference of M = {np.max(rel_err[valid]):.2e}\")\n", "\n", "t_fs = dt / FemtoSec * np.arange(n_step + 1)\n", "fig, axes = plt.subplots(2, 1, sharex=True)\n", "for k, name in enumerate((\"yaw\", \"pitch\", \"roll\")):\n", " axes[0].plot(t_fs, euler_quat[:, k], label=f\"{name} (implicit)\")\n", " axes[0].plot(t_fs, euler_cart[:, k], \"--\", color=\"black\")\n", "axes[0].set_ylabel(\"Euler angles (rad)\")\n", "axes[0].legend()\n", "axes[1].semilogy(t_fs, symp_err_quat, label=\"implicit\")\n", "axes[1].semilogy(t_fs, symp_err_cart, \"--\", label=\"SHAKE/RATTLE\")\n", "axes[1].set_ylabel(\"Symplectic error\")\n", "axes[1].set_xlabel(\"Time (fs)\")\n", "axes[1].legend()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "b89218b5", "metadata": {}, "source": [ "- **Efficiency**: Excluding the JIT compilation (i.e., from the second run), the implicit integration with the quaternion takes 0.2 s, about ten times faster than SHAKE/RATTLE with all the vibrational coordinates constrained (2.1 s). Only 4 coordinates are propagated instead of 15 Cartesian coordinates with 12 constraints, and the whole propagation is compiled into a single function. Note that this comparison is for the pure rotation, where no potential evaluation is needed; with ab initio potentials, the cost is dominated by the force evaluations.\n", "\n", "- **Accuracy**: The symplectic error of the implicit integration (about $10^{-13}$) is smaller than that of SHAKE/RATTLE (about $10^{-10}$) along the whole trajectory.\n", "\n", "- **Agreement**: Excluding the 77 of 10001 steps in the vicinity of the gimbal lock, the two methods give the same Euler angles (within $10^{-4}$ rad) and monodromy matrices (relative difference within $4 \\times 10^{-3}$).\n", "\n", "- **Singularities**: Near the gimbal lock, the symplectic error actually increases for both methods (up to about $10^{-1}$ for SHAKE/RATTLE), since the transformation to the Euler angles diverges. \n", " As discussed in the Hessian and Variation tutorial, such steps must be detected by the symplectic error and excluded from the spectrum calculation." ] } ], "metadata": { "kernelspec": { "display_name": "pyscivr (3.13.11)", "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": "3.13.11" } }, "nbformat": 4, "nbformat_minor": 5 }