Flow modelling in casting processes

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A multi-phase SPH method for macroscopic and mesoscopic flows (2006, background): “(17), it can be seen that the term 2g kgl gkþgl takes the role as a combined viscosity which has a similar form in [3,4].”
SPH with the multiple boundary tangent method (2009, background): “SPH advantages include relatively easy modelling of complex material surface behavior, as well as simple implementation of more complicated physics, such as solidification [8], crystal growth [9], and free-surface flow [10, 11].”
A particle-based model for the transport of erythrocytes in capillaries (2009, methodology): “…pressure response to density variations and keeps the density variations negligibly small (below 1%), even at high Reynolds numbers (Morris et al. 1997; Cleary et al. 2002) The SPH method allows any function to be interpolated from its values at a set of discrete points—the SPH particles—using a…”
Smoothed particle hydrodynamics and magnetohydrodynamics (2010, methodology): “ression forms the basis of formulations of thermal conductivity in SPH (Cleary and Monaghan, 1999), though has been similarly used to model a wide range of dissipative terms including viscosity (e.g. Cleary et al., 2002; Hu and Adams, 2006), salt diusion (Monaghan, Huppert, and Worster, 2005) and in”