“…Consequently, the activation energy of crystal growth E G can be associated with the activation energy of the self-diffusion processes ED (as reported in refs – , directly in relation to the Se thin films) to verify the validity of the Stokes–Einstein relationship, − which identifies the correlation between the diffusion coefficient D and reciprocal value of shear viscosity η. Considering the potential breach of the Stokes–Einstein formalism, Ediger et al have introduced the decoupling parameter ξ defined as where E η is the activation energy of the viscous flow, f p is the probability of the structural entity, newly attached to the crystal growth interface remaining within the crystalline phase, and Δ G lc is the difference between the Gibbs energies of undercooled liquid and crystalline phases. , In eq , ξ = 1 corresponds to the Stokes–Einstein concept (usually valid at high temperatures, near the thermodynamic equilibrium), and ξ < 1 indicates a higher mobility of the structural units compared to what would be dictated by the sole impact of shear viscosity (from the mechanistic point of view, this behavior can be explained by the existence of the structured domains in the supercooled liquid/glass).…”