- #1
davcrai
- 13
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Homework Statement
Going through a proof of uniqueness for stokes flow for a fluids class I'm taking. Part of it involves replacing the strain tensor (e) with the stress tensor (a), ie going from
(2u)*int(eij*eij)dV
to
int(eij*aij)dV
Homework Equations
aij = -p*dij + 2u*eij
dij = 1 if i=j, 0 otherwise.
The Attempt at a Solution
I can see you simply substitute for 2u*eij to the integral as follows,
int(eij*(eij*(p*dij + aij))dV
but why does eij*p*dij = 0 ?