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revision 3300 by jfenwick, Mon Oct 25 00:22:14 2010 UTC revision 3306 by caltinay, Mon Oct 25 05:09:13 2010 UTC
# Line 26  Line 26 
26  \label{FINLEY FIG 01}  \label{FINLEY FIG 01}
27  \end{figure}  \end{figure}
28    
29  \declaremodule{extension}{finley} \modulesynopsis{Solving linear, steady partial differential equations using  %\declaremodule{extension}{finley}
30  finite elements}  %\modulesynopsis{Solving linear, steady partial differential equations using finite elements}
31    
32  {\it finley} is a library of C functions solving linear, steady partial differential equations  {\it finley} is a library of C functions solving linear, steady partial differential equations
33  \index{partial differential equations} (PDEs) or systems of PDEs using isoparametrical finite  \index{partial differential equations} (PDEs) or systems of PDEs using isoparametrical finite
# Line 532  file \var{fileName}. Line 532  file \var{fileName}.
532    
533    
534  \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, \\
535    periodic0=\False, periodic1=\False, useElementsOnFace=\False, useMacroElements=\False, optimize=\False}    periodic0=\False, periodic1=\False, useElementsOnFace=\False, useMacroElements=\False,\\ optimize=\False}
536  Generates a \Domain object representing a two dimensional rectangle between  Generates a \Domain object representing a two dimensional rectangle between
537  $(0,0)$ and $(l0,l1)$ with orthogonal edges. The rectangle is filled with  $(0,0)$ and $(l0,l1)$ with orthogonal edges. The rectangle is filled with
538  \var{n0} elements along the $x_0$-axis and  \var{n0} elements along the $x_0$-axis and
# Line 561  in $x_1$-direction. Line 561  in $x_1$-direction.
561  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.  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.
562  \end{funcdesc}  \end{funcdesc}
563    
564  \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,
565    periodic0=\False,periodic1=\False,periodic2=\False,useElementsOnFace=\False, useMacroElements=\False, optimize=\False}    periodic0=\False, periodic1=\False, \\ periodic2=\False, useElementsOnFace=\False, useMacroElements=\False, optimize=\False}
566  Generates a \Domain object representing a three dimensional brick between  Generates a \Domain object representing a three dimensional brick between
567  $(0,0,0)$ 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
568  \var{n0} elements along the $x_0$-axis,  \var{n0} elements along the $x_0$-axis,

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