282 |
\end{funcdesc} |
\end{funcdesc} |
283 |
|
|
284 |
\begin{funcdesc}{Rectangle}{n0,n1,order=1,l0=1.,l1=1., integrationOrder=-1, \\ |
\begin{funcdesc}{Rectangle}{n0,n1,order=1,l0=1.,l1=1., integrationOrder=-1, \\ |
285 |
periodic0=\False,periodic1=\False,useElementsOnFace=\False} |
periodic0=\False,periodic1=\False,useElementsOnFace=\False,optimize=\False} |
286 |
Generates a \Domain object representing a two dimensional rectangle between |
Generates a \Domain object representing a two dimensional rectangle between |
287 |
$(0,0)$ and $(l0,l1)$ with orthogonal edges. The rectangle is filled with |
$(0,0)$ and $(l0,l1)$ with orthogonal edges. The rectangle is filled with |
288 |
\var{n0} elements along the $x_0$-axis and |
\var{n0} elements along the $x_0$-axis and |
307 |
Correspondingly, |
Correspondingly, |
308 |
\var{periodic1}=\False sets periodic boundary conditions |
\var{periodic1}=\False sets periodic boundary conditions |
309 |
in $x_1$-direction. |
in $x_1$-direction. |
310 |
|
If \var{optimize}=\True mesh node relabeling will be attempted to reduce the computation and also ParMETIS will be used to improve the mesh partition if running on multiple CPUs with MPI. |
311 |
\end{funcdesc} |
\end{funcdesc} |
312 |
|
|
313 |
\begin{funcdesc}{Brick}{n0,n1,n2,order=1,l0=1.,l1=1.,l2=1., integrationOrder=-1, \\ |
\begin{funcdesc}{Brick}{n0,n1,n2,order=1,l0=1.,l1=1.,l2=1., integrationOrder=-1, \\ |
314 |
periodic0=\False,periodic1=\False,periodic2=\False,useElementsOnFace=\False} |
periodic0=\False,periodic1=\False,periodic2=\False,useElementsOnFace=\False,optimize=\False} |
315 |
Generates a \Domain object representing a three dimensional brick between |
Generates a \Domain object representing a three dimensional brick between |
316 |
$(0,0,0)$ and $(l0,l1,l2)$ with orthogonal faces. The brick is filled with |
$(0,0,0)$ and $(l0,l1,l2)$ with orthogonal faces. The brick is filled with |
317 |
\var{n0} elements along the $x_0$-axis, |
\var{n0} elements along the $x_0$-axis, |
336 |
the value on the plane $x_0=0$ will be identical to the values on $x_0=\var{l0}$. Correspondingly, |
the value on the plane $x_0=0$ will be identical to the values on $x_0=\var{l0}$. Correspondingly, |
337 |
\var{periodic1}=\False and \var{periodic2}=\False sets periodic boundary conditions |
\var{periodic1}=\False and \var{periodic2}=\False sets periodic boundary conditions |
338 |
in $x_1$-direction and $x_2$-direction, respectively. |
in $x_1$-direction and $x_2$-direction, respectively. |
339 |
|
If \var{optimize}=\True mesh node relabeling will be attempted to reduce the computation and also ParMETIS will be used to improve the mesh partition if running on multiple CPUs with MPI. |
340 |
\end{funcdesc} |
\end{funcdesc} |
341 |
|
|
342 |
\begin{funcdesc}{GlueFaces}{meshList,safetyFactor=0.2,tolerance=1.e-13} |
\begin{funcdesc}{GlueFaces}{meshList,safetyFactor=0.2,tolerance=1.e-13} |