Thermally Averaged Magnetic Anisotropy Tensors via Machine Learning Based on Gaussian Moments
Viktor Zaverkin, Julia Netz, Fabian Zills, Andreas Köhn, Johannes Kästner
Abstract
We propose a machine learning method to model molecular tensorial quantities, namely, the magnetic anisotropy tensor, based on the Gaussian moment neural network approach. We demonstrate that the proposed methodology can achieve an accuracy of 0.3–0.4 cm–1 and has excellent generalization capability for out-of-sample configurations. Moreover, in combination with machine-learned interatomic potential energies based on Gaussian moments, our approach can be applied to study the dynamic behavior of magnetic anisotropy tensors and provide a unique insight into spin–phonon relaxation.
Topics & Concepts
AnisotropyGaussianTensor (intrinsic definition)Magnetic momentMoment (physics)GeneralizationArtificial neural networkStatistical physicsMagnetic anisotropyComputer scienceIsotropyPhononRelaxation (psychology)PhysicsArtificial intelligenceCondensed matter physicsMagnetic fieldMagnetizationMathematicsClassical mechanicsQuantum mechanicsMathematical analysisSocial psychologyPure mathematicsPsychologyMachine Learning in Materials ScienceQuantum many-body systemsSpectroscopy and Quantum Chemical Studies