“…where the indices v,u run from 1 to 6 (1 = xx, 2 = yy, 3 = zz, 4 = yz, 5 = xz and 6 = xy), σ v and η u are the components of the stress and pure strain second-rank tensors. The interested reader can find more information on the theory [53], implementation in the CRYSTAL code [52,54] and recent applications [36,37,51,55] in dedicated literature. Singlecrystal elastic properties, namely Young's modulus (E), linear compressibility (β), shear modulus (µ) and Poisson's ratio (υ) were calculated from the elastic moduli using the QUANTAS code [56], with well-known directional relations [34,53,55,57,58].…”