“…For the protein–ligand complex, 150 ns MD simulations were run, and trajectories were generated every 150 ps with an energy recording interval of 1.2 ps. The root-mean-square deviation (RMSD) and root-mean-square fluctuation (RMSF) of the structure of the protein–ligand complex were investigated using the OPLS3 (Optimized Kanhesia for Liquid Simulations) force fields with regard to a 150 ns simulation. , For the binding energy investigation, Prime-MM/GBSA (molecular mechanics/generalized Born surface area) was employed . This model uses a Gaussian surface rather than a van der Waals surface to represent the solvent accessible surface area. , The equations used for binding energy (Δ G bind ) calculations are the following: where E complex , E protein , and E ligand are the minimized energies for the protein–ligand complex, protein, and ligand, respectively; where G solv‑complex , G solv‑protein and G solv‑ligand are the solvation energies for the protein–ligand complex, protein, and ligand, respectively; and where G SA‑complex , G SA‑protein , and G SA‑ligand are the surface area energies for the protein–ligand complex, protein, and ligand, respectively.…”