Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

The Deformation Gradient and Finger Tensors

The tensor E contains information not only on the stretching of the fluid element in each of its three dimensions, but also on the rotation of the fluid element The inverse of this. [Pg.24]

That is, the determinant of E is unity. For a uniaxial extensional deformation, incompress-ibility therefore implies that A2 = A3 = A,j, where Ai is the stretch ratio in the direction of elongation. [Pg.25]

Using the chain rule of calculus, the tensor E can be related to the velocity gradient tensor Vv, as follows  [Pg.25]


See other pages where The Deformation Gradient and Finger Tensors is mentioned: [Pg.24]   


SEARCH



Deformation gradient tensor

Finger

Finger deformation tensor

Finger tensor

Fingering

Tensor gradients

© 2024 chempedia.info