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Searched refs:divergence (Results 1 – 4 of 4) sorted by relevance

/honee/
H A DCHANGELOG.md12 - Add projection of the divergence of diffusive flux for Navier-Stokes equations, see !27
15 - Add projection of the divergence of diffusive flux for advection-diffusion equations, see !43
25 - Enable projection of the divergence of diffusive flux for explicit Navier-Stokes
/honee/qfunctions/
H A Dutils.h574 …eND(const CeedScalar *grad_qn, const CeedScalar *dXdx, const CeedInt dim, CeedScalar *divergence) { in DivergenceND() argument
577 *divergence += grad_qn[i * dim + j] * dXdx[j * dim + i]; in DivergenceND()
593 …Divergence3D(const CeedScalar grad_qn[3][3], const CeedScalar dXdx[3][3], CeedScalar *divergence) { in Divergence3D() argument
594 DivergenceND((const CeedScalar *)grad_qn, (const CeedScalar *)dXdx, 3, divergence); in Divergence3D()
/honee/doc/
H A Dtheory.md93 Integrating by parts on the divergence term, we arrive at the weak form,
341 …u` features the term $\nabla \cdot \bm F_{\text{diff}}(\bm{q}_N)$, the divergence of the diffusive…
342 …luate $\bm \sigma$ and $\nabla T$ for $F_{\text{diff}}$, the second for the divergence of the flux.
352 …{diff}}$ is $L^2$ projected onto the finite element space and then the divergence is taken from th…
356 …nt functions' derivatives are then evaluated at quadrature points and the divergence is calculated.
360 In the direct projection method, we perform an $L^2$ projection of the divergence of the diffusive …
H A Druntime_options.md439 …- Method used to calculate divergence of diffusive flux projection (`none`, `direct`, or `indirect…
444 - Control the KSP object for the projection of the divergence of diffusive flux