Axisymmetric motion of a porous sphere through a spherical envelope subject to a stress jump condition - Saad, E. I. (Meccanica (Milan), 2016)
Keywords: Automotive Engineering; Civil Engineering; Classical Mechanics; Computational fluid dynamics; Containers; Envelopes; Fluid flow; Mathematical analysis; Mathematical models; Mechanical Engineering; Physics; Physics and Astronomy; Stokes law (fluid mechanics); Stresses; Normalized couple; Normalized drag force; Porous eccentric particles; Stress jump