Lines Matching refs:flux

50 where the flux and the source terms, respectively, are given by
72 $$ (eq-ns-flux)
212 …riational form can be readily expressed by differentiating $\bm F_{\text{adv}}$ of {eq}`eq-ns-flux`
317 The flux Jacobian $\frac{\partial \bm F_{\text{adv}}}{\partial \bm q} \cdot \hat{\bm n}_i$ in each …
318 The complete set of eigenvalues of the Euler flux Jacobian in direction $i$ are (e.g., {cite}`toro2…
341 …atures the term $\nabla \cdot \bm F_{\text{diff}}(\bm{q}_N)$, the divergence of the diffusive flux.
342 …luate $\bm \sigma$ and $\nabla T$ for $F_{\text{diff}}$, the second for the divergence of the flux.
343 For linear elements, the flux is constant within each element so the second derivative is zero, lea…
355 …er-node: 4 conserved scalars (mass conservation does not have a diffusive flux term) in 3 dimensio…
360 …method, we perform an $L^2$ projection of the divergence of the diffusive flux itself, $\nabla \cd…
407 $$ (eq-les-flux)