Two dimensional wave motion of a viscous fluid of infinite depth due to an applied shearing stress on the surface

Srikumar Mukherjee, Swapna Mukherjee

Abstract


The surface elevation of the wave produced by the applied shearing stress of the general type admitting of the transient and spatially periodic has been obtained in a closed form by a method involving integral representation. The integral has been numerically evaluated in particular case by Filon's method.

Keywords


Wave motion; surface elevation; Filon's method; applied shearing stress; propagation; viscous incompressible flow.

Full Text:

PDF

Refbacks

  • There are currently no refbacks.