“…As an alternative, the phase-field modelling can consider the interaction among complex phenomena contributing to the material densification and particle movement [17,18]. This approach is adopted in many fields such as the simulation of the diffusion [19], the solidification [20,21], the solid-state phase transformation [22], the grain growth [23,24], the translation of defects [25,26], crack propagation [27][28][29] and other applications [16,30,31]. The most relevant advantage of the phase-field approach is the description of the arbitrary microstructure evolution without tracking the interface position or imposing any boundary condition [16,17].…”