▼Npidomus | |
CCopyData | |
CALENavierStokes | |
CCompressibleNeoHookeanInterface | |
CConservativeInterface | |
CFreeSwellingThreeFields | |
CHeatEquation | |
CHydroGelThreeFields | |
CInterface | Interface |
CLADealII | |
CNavierStokes | This interface solves a Navier Stokes Equation: \[ \begin{cases} \partial_t u + (u\cdot\nabla)u - \nu\textrm{div} \epsilon(u) + \frac{1}{\rho}\nabla p = f \\ \textrm{div}u=0 \end{cases} \] where \( \epsilon(u) = \frac{\nabla u + [\nabla u]^t}{2}. \) |
CNeoHookeanTwoFieldsInterface | |
CNonConservativeInterface | |
CPDESystemInterface | This is the class that users should derive from |
CpiDoMUS | |
CPoissonProblem | |
CProblemTemplate | |
CScalarReactionDiffusionConvection | |
CScopedLACInitializer | General class, used to initialize different types of Vectors, Matrices and Sparsity Patterns using a common interface |