A Stokes theorem for second order tensor fields and its implications in continuum mechanics
by
R.L. Fosdick and G. Royer
in
Int. J. Nonlinear Mech., 40, 381-386, 2005.
Category: Journal Article
Keywords: Stokes theorem; Compatibility; Cesàro representation; Beltrami representation
Click here to request an electronic copy of this paper.
Abstract:
We give a constructive proof of a particular Stokes theorem (1.4) for tensor fields in R3⊗R3.Its specialization to symmetric tensor fields, given in (1.5), bears a close relation to compatibility in linear elasticity theory and to the generalized Beltrami representation of symmetric tensor fields in continuum mechanics.These issues are discussed.
This entry has been accessed 1737 times.