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associated to an element More...
Macros | |
| #define | CS_CDO_BC_NEUMANN (1 << 0) | 
| #define | CS_CDO_BC_HMG_NEUMANN (1 << 1) | 
| #define | CS_CDO_BC_DIRICHLET (1 << 2) | 
| #define | CS_CDO_BC_HMG_DIRICHLET (1 << 3) | 
| #define | CS_CDO_BC_ROBIN (1 << 4) | 
| #define | CS_CDO_BC_SLIDING (1 << 5) | 
associated to an element
Homogeneous conditions are defined separately since a flag CS_CDO_BC_HOMOGENEOUS would not enable to identify if it is associated to a Dirichlet or a Neumann boundary condition
| #define CS_CDO_BC_DIRICHLET (1 << 2) | 
4: Dirichlet boundary conditions
| #define CS_CDO_BC_HMG_DIRICHLET (1 << 3) | 
8: Homogeneous Dirichlet boundary conditions
| #define CS_CDO_BC_HMG_NEUMANN (1 << 1) | 
2: Homogeneous Neumann boundary conditions
| #define CS_CDO_BC_NEUMANN (1 << 0) | 
1: Neumann boundary conditions
| #define CS_CDO_BC_ROBIN (1 << 4) | 
16: Robin boundary conditions
| #define CS_CDO_BC_SLIDING (1 << 5) | 
32: Apply a sliding condition (for vector-valued equations)
 1.8.16