“…These calculations, however, can be computationally more expensive than classical MD calculations and can be limited in the size of systems that can be efficiently analyzed; moreover, they do not take dispersion forces into account if corrections or other optimized functionals are not used [ 26 ]. Dispersion interactions can be accounted for using nonlocal density functionals (such as vdW-DF1), semiclassical C 6 -methods (such as D3), or one-electron effective potentials (such as atom-centered external potentials) [ 27 , 28 , 29 , 30 , 31 ]. MD analyzes the dynamics of the nuclei of the atoms in a system using classical equations of motion, without taking the electrons into effect.…”