Energy balance and energy correction in dynamics of classical spin systems
Abstract
Energy-correction method is proposed as an addition to mainstream integrators for equations of motion of systems of classical spins. This solves the problem of non-conservation of energy in long computations and makes mainstream integrators competitive with symplectic integrators for spin systems that for different-site interactions conserve the energy explicitly. The proposed method is promising for spin systems with single-site interactions for which symplectic integrators do not conserve energy and thus have no edge against mainstream integrators. From the energy balance in the spin system with a phenomenological damping and Langevin fields, a formula for the dynamical spin temperature in the presence of single-site anisotropy is obtained.
Keywords
Cite
@article{arxiv.2106.14689,
title = {Energy balance and energy correction in dynamics of classical spin systems},
author = {Dmitry A. Garanin},
journal= {arXiv preprint arXiv:2106.14689},
year = {2021}
}
Comments
7 PR pages, 6 figures