“…The governing partial differential equations are solved separately on each component, and domain connectivity is obtained through the use of interpolation along the boundaries between overlapping grids. While originally developed as a means to address complex geometries (e.g., [9,10]), overset-grid methods have also been employed to simulate multiple bodies in relative motion (e.g., [11]) and provide flexible grid-adaptation through localized refinement/coarsening in a computational domain (e.g., [12,13]). The overset-grid paradigm may also serve as a domain-decomposition paradigm for exploiting massively parallel computing platforms [14].…”