Force-coupling method for particulate two-phase flow: stokes flow

By S. Lomholt, Martin R. Maxey. 2003

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Multiscale simulation of atomization with small droplets represented by a Lagrangian point-particle model (2014, methodology): “Even for droplets with small Reynolds number, FCM typically requires four to six grid points per particle diameter [36].”
Rheology of sheared suspensions of rough frictional particles (2014, unknown): “Another popular method relevant to low Reynolds number suspension ﬂows is the Force-Coupling Method (FCM) (Maxey & Patel 2001; Lomholt & Maxey 2003; Yeo & Maxey 2010 c , a , b ).”
Spherical squirmers: models for swimming micro-organisms (2016, background): “The above steady problem was solved by Magar et al. (2003) for both boundary conditions; most of the following results are given for the standard boundary condition.”
Pairwise interaction extended point-particle model for a random array of monodisperse spheres (2017, methodology): “Also of immediate relevance is the elegant force-coupling method advanced by Maxey and co-workers (Lomholt & Maxey 2003; Climent & Maxey 2009; Yeo & Maxey 2010).”
Exact regularized point particle method for multiphase flows in the two-way coupling regime (2014, methodology): “among many others the papers by [26, 23], is certainly worth mentioning in detail.”