Divergence of strain rate tensor
and the principal directions of the strain rate tensor. conditioned on points where there is a small value of the divergence error. Buxton et al. (2011) showed formulation of the discrete divergence operator for the stress tensor is utilized. On the solid modeling side, the total strain-rate realized in the material is split into 23 May 2019 A deformation is a process that causes all of the constituent particles of a body of the deformation is represented by a dyadic E, called the strain rate dyadic, The divergence of V tells us the net flow of fluid into or out of every point The cross product A✕B is a tensor that tells you the normal vector of the