Motion of a droplet with a newtonian interface
作者： M.Douglas Levan
DOI: 10.1016/0021-9797(81)90003-5
关键词: Thermodynamics 、 Motion (geometry) 、 Constant coefficients 、 Stokes flow 、 Newtonian fluid 、 Mechanics 、 Chemistry 、 Surface (mathematics) 、 Viscosity 、 Rotational symmetry 、 Surface tension
摘要: Abstract A general solution is obtained for the creeping motion of a spherical droplet through an unbounded Newtonian liquid with interfacial region characterized by axisymmetric tension gradient and constant coefficients surface shear dilational viscosity. The results are stream functions inner outer phases equations terminal velocities droplet. As example use results, effects both imposed induced temperature gradients on considered.
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