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A note on linear transversely isotropic fluids
Published online by Cambridge University Press: 26 February 2010
Extract
Green [8] has shown that a constitutive relation of the form
arises as a special case of an incompressible anisotropic simple fluid, where S is the stress tensor or matrix,
and V is the velocity gradient matrix at time t, all measured in a fixed rectangular cartesian coordinate system. Also, if F is the displacement gradient measured with respect to some curvilinear reference system θi, then
where R is a proper orthogonal matrix, and M and K are positive definite symmetric matrices. In addition
and
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