Add to ORKGAbstract. We derive the biorthogonality condition for axisymmetric Stokes flow in a re-gion between two concentric spheres. This biorthogonality condition is a property satis-fied by the eigenfunctions and adjoint eigenfunctions, which is needed to compute the coefficients of the eigenfunction expansion solution of the corresponding creeping flow problem
AbstractThe problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary...
Many practical applications involve particles (inorganic, organic, biological) with non-spherical bu...
The problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary shape o...
Abstract. We derive the biorthogonality condition for axisymmetric Stokes flow in a re-gion between ...
Abstract. We derive the biorthogonality condition for axisymmetric Stokes flow in a re-gion between ...
The biorthogonality condition for Stokes flow in annular trenches bounded by horizontal parallel pla...
A sphere theorem for non-axisymmetric Stokes flow of a viscous fluid of viscosity μe past a flu...
The paper present a different semi-analytical solutions for the Stokes flow in a rectangular cavity ...
This paper presents an infinite series solution to the creeping flow equations for the axisymmetric ...
This paper presents an infinite series solution to the creeping flow equations for the axisymmetric ...
This paper defines new kinds of functions-the conjugate axisymmetric poteptial functions. With the a...
The creeping flow through a swarm of spherical particles that move with constant velocity in an arbi...
The creeping flow through a swarm of spherical particles that move with constant velocity in an arbi...
AbstractStokes flow is described by a pair of partial differential equations connecting the velocity...
AbstractThe problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary...
AbstractThe problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary...
Many practical applications involve particles (inorganic, organic, biological) with non-spherical bu...
The problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary shape o...
Abstract. We derive the biorthogonality condition for axisymmetric Stokes flow in a re-gion between ...
Abstract. We derive the biorthogonality condition for axisymmetric Stokes flow in a re-gion between ...
The biorthogonality condition for Stokes flow in annular trenches bounded by horizontal parallel pla...
A sphere theorem for non-axisymmetric Stokes flow of a viscous fluid of viscosity μe past a flu...
The paper present a different semi-analytical solutions for the Stokes flow in a rectangular cavity ...
This paper presents an infinite series solution to the creeping flow equations for the axisymmetric ...
This paper presents an infinite series solution to the creeping flow equations for the axisymmetric ...
This paper defines new kinds of functions-the conjugate axisymmetric poteptial functions. With the a...
The creeping flow through a swarm of spherical particles that move with constant velocity in an arbi...
The creeping flow through a swarm of spherical particles that move with constant velocity in an arbi...
AbstractStokes flow is described by a pair of partial differential equations connecting the velocity...
AbstractThe problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary...
AbstractThe problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary...
Many practical applications involve particles (inorganic, organic, biological) with non-spherical bu...
The problem of determining the axisymmetric Stokes flow past an arbitrary body, the boundary shape o...