Functions

$\begin{classdesc}{StokesProblemCartesian}{domain} opens the Stokes problem\index... ...{Domain}\xspace domain. The approximation order needs to be two. \end{classdesc}$

$\begin{methoddesc}[StokesProblemCartesian]{initialize}{\optional{f=Data(), \opti... ...given values to appropriate \class{Data}\xspace class objects. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{solve}{v,p, \optional{max_iter=20, \o... ...pace informations on the progress of of the solver are printed. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{setTolerance}{\optional{tolerance=1.e... ... hand side. The tolerance must be non-negative and less than 1. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{getTolerance}{} returns the current relative tolerance. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{setAbsoluteTolerance}{\optional{toler... ... be non-negative. Typically the absolute talerance is set to 0. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{getAbsoluteTolerance}{} sreturns the current absolute tolerance. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{setSubProblemTolerance}{\optional{rto... ...lly depending on the tolerance choosen for the oter iteration. \end{methoddesc}$

$\begin{methoddesc}[StokesProblemCartesian]{getSubProblemTolerance}{} return the tolerance for the involved PDEs. \end{methoddesc}$

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