Lines Matching refs:g

20 …3 \times 3$ identity matrix, $\bm{b}$ is a body force vector (e.g., gravity vector $\bm{g}$),  $k$…
107 …t represents contraction in just one, which should be clear from context, e.g., $\bm v \cdot \bm S…
147 \bm f(\bm q_N) \equiv \bm g(t^{n+1}, \bm{q}_N, \bm{\dot{q}}_N) = 0 \, ,
161 …tial \bm f}{\partial \bm q_N} = \frac{\partial \bm g}{\partial \bm q_N} + \alpha \frac{\partial \b…
272 \tau_c &= \frac{C_c \mathcal{F}}{8\rho \trace(\bm g)} \\
280 + \bm u \cdot (\bm u \cdot  \bm g)\right]
281 + C_v \mu^2 \Vert \bm g \Vert_F ^2}
284 where $\bm g = \nabla_{\bm x} \bm{X}^T \cdot \nabla_{\bm x} \bm{X}$ is the metric tensor and $\Vert…
301 …{2 C_t}, \frac{1}{C_a \sqrt{\bm u \cdot (\bm u \cdot  \bm g)}}, \frac{1}{C_d \kappa \Vert \bm g \V…
302 …elta t}\right)^2 + C_a^2 \bm u \cdot (\bm u \cdot  \bm g) + \left(C_d \kappa\right)^2 \Vert \bm g …
306 Note that $\bm g$ is scaled so that it is identity for a unit square, keeping this definition align…
318 The complete set of eigenvalues of the Euler flux Jacobian in direction $i$ are (e.g., {cite}`toro2…
464 Note that if you chose to run the inference on host while using a GPU libCEED backend (e.g. `/gpu/c…