Bases: object
Object to hold a Variable to value at where
see constrain()
Bases: fipy.boundaryConditions.boundaryCondition.BoundaryCondition
The FixedFlux boundary condition adds a contribution, equivalent to a fixed flux (Neumann condition), to the equation’s RHS vector. The contribution, given by value, is only added to entries corresponding to the specified faces, and is weighted by the face areas.
Creates a FixedFlux object.
| Parameters : |
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Bases: fipy.boundaryConditions.boundaryCondition.BoundaryCondition
The FixedValue boundary condition adds a contribution, equivalent to a
fixed value (Dirichlet condition), to the equation’s RHS vector and
coefficient matrix. The contributions are given by
for the RHS vector and
for
the coefficient matrix. The parameter
represents the
term’s geometric coefficient, which depends on the type of term and the mesh
geometry.
Contributions are only added to entries corresponding to the specified faces.
| Parameters : |
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Bases: fipy.boundaryConditions.boundaryCondition.BoundaryCondition
This boundary condition is generally used in conjunction with a ImplicitDiffusionTerm that has multiple coefficients. It does not have any direct effect on the solution matrices, but its derivatives do.
Creates an NthOrderBoundaryCondition.
| Parameters : |
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Bases: object
Generic boundary condition base class.
Attention
This class is abstract. Always create one of its subclasses.
| Parameters : |
|
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Bases: object
Object to hold a Variable to value at where
see constrain()
Bases: fipy.boundaryConditions.boundaryCondition.BoundaryCondition
The FixedFlux boundary condition adds a contribution, equivalent to a fixed flux (Neumann condition), to the equation’s RHS vector. The contribution, given by value, is only added to entries corresponding to the specified faces, and is weighted by the face areas.
Creates a FixedFlux object.
| Parameters : |
|
|---|
Bases: fipy.boundaryConditions.boundaryCondition.BoundaryCondition
The FixedValue boundary condition adds a contribution, equivalent to a
fixed value (Dirichlet condition), to the equation’s RHS vector and
coefficient matrix. The contributions are given by
for the RHS vector and
for
the coefficient matrix. The parameter
represents the
term’s geometric coefficient, which depends on the type of term and the mesh
geometry.
Contributions are only added to entries corresponding to the specified faces.
| Parameters : |
|
|---|
Bases: fipy.boundaryConditions.boundaryCondition.BoundaryCondition
This boundary condition is generally used in conjunction with a ImplicitDiffusionTerm that has multiple coefficients. It does not have any direct effect on the solution matrices, but its derivatives do.
Creates an NthOrderBoundaryCondition.
| Parameters : |
|
|---|