S. Richardson

发表

Two-dimensional bubbles in slow viscous flows. Part 2

S. Richardson, 1973, Journal of Fluid Mechanics.

AXISYMMETRIC SLOW VISCOUS FLOW ABOUT A BODY OF REVOLUTION WHOSE SECTION IS A CARDIOID

S. Richardson, 1977 .

Two-dimensional Stokes flows with time-dependent free boundaries driven by surface tension

S. Richardson, 1997, European Journal of Applied Mathematics.

On the classification of solutions to the zero-surface-tension model for Hele-Shaw free boundary flows

S. Richardson, S. Richardson, 1997 .

Hele Shaw Flows with Time‐Dependent Free Boundaries Involving Injection Through Slits

S. Richardson, 1992 .

On Blasius's equation governing flow in the boundary layer on a flat plate

S. Richardson, 1973, Mathematical Proceedings of the Cambridge Philosophical Society.

Some Hele Shaw flows with time-dependent free boundaries

S. Richardson, 1981, Journal of Fluid Mechanics.

A model for the boundary condition of a porous material. Part 2

S. Richardson, S. Richardson, 1971, Journal of Fluid Mechanics.

On the no-slip boundary condition

S. Richardson, S. Richardson, 1973, Journal of Fluid Mechanics.

Two-dimensional bubbles in slow viscous flows

S. Richardson, S. Richardson, 1968, Journal of Fluid Mechanics.

Hele-Shaw flows with free boundaries in a corner or around a wedge Part II: Air at the vertex

S. Richardson, 2001, European Journal of Applied Mathematics.

Hele-Shaw flows with free boundaries in a corner or around a wedge Part I: Liquid at the vertex

S. Richardson, 2001, European Journal of Applied Mathematics.

Hele Shaw flows with a free boundary produced by the injection of fluid into a narrow channel

S. Richardson, S. Richardson, 1972, Journal of Fluid Mechanics.

Two-dimensional slow viscous flows with time-dependent free boundaries driven by surface tension

S. Richardson, S. Richardson, 1992, European Journal of Applied Mathematics.

Hele-Shaw flows with time-dependent free boundaries involving a multiply-connected fluid region

S. Richardson, 2001, European Journal of Applied Mathematics.

Plane Stokes flows with time-dependent free boundaries in which the fluid occupies a doubly-connected region

S. Richardson, 2000, European Journal of Applied Mathematics.

Numerical solution of the three-dimensional Navier-Stokes equations

S. Richardson, 1976 .

Hele-Shaw flows with time-dependent free boundaries involving a concentric annulus

S. Richardson, 1996, Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Hele Shaw flows with a free boundary produced by the injection of fluid into a narrow channel

S. Richardson, 1972, Journal of Fluid Mechanics.

Hele–Shaw flows with time-dependent free boundaries in which the fluid occupies a multiply-connected region

S. Richardson, 1994, European Journal of Applied Mathematics.