Searched refs:tau1n (Results 1 – 4 of 4) sorted by relevance
| /phasta/phSolver/incompressible/ |
| H A D | e3b.f | 72 dimension tau1n(npro),
132 & tau1n, tau2n, tau3n,
157 & - ( tau1n(iel) - bnorm(iel,1)*pres(iel))
195 tau1n(iel) = zero
200 tau1n(iel) = tau1n(iel)
215 tau1n(iel) = zero ! and make the traction contribution
238 tau1n(iel) = zero
270 rNa(:,1) = -WdetJb * ( tau1n - bnorm(:,1) * pres - vdot(:,1))
322 tau1n = ( tau1n - bnorm(:,1)*pres) * WdetJb
326 tau1n = zero
[all …]
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| H A D | e3bvar.f | 6 & unm, tau1n, tau2n, tau3n, argument
61 & tau1n(npro), tau2n(npro),
349 tau1n = bnorm(:,1) * two * rmu * g1yi(:,2)
359 temp1 = bnorm(:,1) * tau1n
365 tau1n = tau1n - bnorm(:,1) * temp1
376 tau1n = tau1n * iviscflux
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| /phasta/phSolver/compressible/ |
| H A D | e3b.f | 86 & tau1n(npro),
144 tau1n = zero
198 tau1n = bnorm(:,1) * (rlm2mu* g1yi(:,2) + rlm *g2yi(:,3)
212 Fv2 = tau1n ! wherever traction is not set, use the
337 & - ( tau1n(iel) - bnorm(iel,1)*pres(iel))
357 tau1n = ( pres * bnorm(:,1) - tau1n ) * WdetJb
362 tau1n = zero
368 Force(1) = Force(1) + sum(tau1n)
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| H A D | e3bvar.f | 6 & rou, p, tau1n, tau2n, tau3n, argument
67 & tau1n(npro), tau2n(npro),
345 tau1n = zero
353 tau1n = tau1n + shpb(:,nodlcl) * BCB(:,n,3)
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