Lines Matching refs:volume
6 (ex1-volume)=
11 It illustrates a simple usage of libCEED to compute the volume of a given body using a matrix-free …
14 This example shows how to compute line/surface/volume integrals of a 1D, 2D, or 3D domain $\Omega$ …
19 $$ (eq-ex1-volume)
21 …te here the vector $u(x)\equiv 1$ in the Galerkin approximation, and find the volume of $\Omega$ as
25 $$ (volume-sum)
57 …} = 1$, the boundary integrand is $v 1 \equiv v$. Hence, similar to {eq}`volume-sum`, we can evalu…
63 (ex3-volume)=
68 It illustrates a more complex usage of libCEED to compute the volume of a given body using a matrix…
71 This example shows how to compute line/surface/volume integrals of a 1D, 2D, or 3D domain $\Omega$ …
76 $$ (eq-ex3-volume)
78 …te here the vector $u(x)\equiv 1$ in the Galerkin approximation, and find the volume of $\Omega$ as
82 $$ (volume-sum-mass-diff)
86 The addition of the Poisson term is not needed to compute the volume of the region, as shown in exa…