“…where γ (s) denotes the surface density of the physical quantity investigated, u is the material velocity, H (s) = ∇ s · n (s) is the total surface curvature, n (s) is the unit normal vector of the interface S, pointing from the domain B (1) into the domain B (2) , (1) denotes the jump of the quantity G over the interface S between the phases B (1) and B (2) , φ (i) (i = 1, 2) and φ (s) are the respective non-convective fluxes in the bulk phases (i = 1, 2) and on the interface S, π (s) is the surface production/supply rate density, and ∇ (s) indicates the surface gradient operator, respectively. For the case of a material interface, assuming that the interfacial non-convective flux φ (s) is tangential to the interface, an equivalent formulation of (1) is provided in Ref.…”