Journal of Fluid Mechanics · 2007 · 67 citations · 9 references
Natural SciencesPhysicsFluid DynamicsFluid MechanicsRheologyBiofluid MechanicsNavier-stokes EquationsFlow Around SpheresMicropolar Fluid MechanicsMicroscale Flow ResistanceVelocity
The Stokes formula for the resistance force exerted on a sphere moving with constant velocity in a fluid is extended to the case of micropolar fluids. A non-homogeneous boundary condition for the micro-rotation vector is used: the micro-rotation on the boundary of the sphere is assumed proportional to the rotation rate of the velocity field on the boundary.
9
A. Cemal Eringen · Indiana University Mathematics Journal · 1966 · 2.4K citations
Engineering, Physics, Fluid Dynamics +16
A. Cemal Eringen · International Journal of Engineering Science · 1964 · 1.2K citations
The energy method, stability, and nonlinear convection
Choice Reviews Online · 1992 · 439 citations