“…In this approach, the powder bed and substrate are discretized into finite number of elements to solve heat transfer governing equations and boundary conditions. Considering (a) convection heat loss due to surrounding gas, (b) thermal radiation loss on the free surface, (c) temperature-dependent material properties, and (d) the effect of latent heat of fusion during phase changes, certainly improve the predictive accuracy of FEM-based thermal models [50,57,74–77]. The common assumptions of FEM thermal models are that the powder bed is considered to be a continuum body instead of randomly distributed particles, and the dynamics of the melt pool, including fluid flow and convection of the melt pool due to surface tension, are neglected.…”