Finite displacement method is a cornerstone technique for first-principles phonon calculations, essential for determining dynamical stability, thermal properties, and phase transitions in materials.
This article provides a complete resource for researchers implementing acoustic sum rule (ASR) corrections in phonon calculations.
This article provides a comprehensive guide for researchers and scientists on accurately predicting phonon properties in materials with structural distortions.
This article provides a comprehensive exploration of Green-Kubo Modal Analysis (GKMA), a powerful computational formalism for calculating modal contributions to thermal conductivity in complex materials.
The phonon gas model (PGM), which treats phonons as weakly interacting, particle-like carriers, provides a foundational framework for understanding thermal transport in simple crystals.
This article provides a comprehensive examination of the Acoustic Sum Rule (ASR) in phonon frequency calculations, a critical aspect of lattice dynamics in materials science.
This article provides a comprehensive analysis of negative phonon frequencies in phonon spectra, a critical indicator of material dynamical instability.
This article provides a comprehensive comparison of the Tetrahedron and Gaussian smearing methods for calculating the electronic Density of States (DOS), a critical property in materials science and drug development.
Calculating reliable Density of States (DOS) for metallic systems presents significant challenges in computational materials science, primarily due to the stringent requirements for k-space sampling near the Fermi level.
This article provides a comprehensive guide for computational researchers on the critical practice of using a denser k-point mesh for post-SCF Density of States (DOS) calculations than for the initial...