Functions::Kovasznay Class Reference
[Functions]
List of all members.
Detailed Description
Flow solution in 2D by Kovasznay (1947).
This function is valid on the half plane right of the line x=1/2.
- Author:
- Guido Kanschat, 2007
Constructor & Destructor Documentation
Functions::Kovasznay::Kovasznay |
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const double |
Re, |
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bool |
Stokes = false | |
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) |
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Construct an object for the give Reynolds number Re
. If the parameter Stokes
is true, the right hand side of the momentum equation returned by vector_laplacians() contains the nonlinearity, such that the Kovasznay solution can be obtained as the solution to a Stokes problem.
virtual Functions::Kovasznay::~Kovasznay |
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) |
[virtual] |
Member Function Documentation
virtual void Functions::Kovasznay::vector_values |
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const std::vector< Point< 2 > > & |
points, |
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std::vector< std::vector< double > > & |
values | |
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) |
| | const [virtual] |
virtual void Functions::Kovasznay::vector_gradients |
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const std::vector< Point< 2 > > & |
points, |
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std::vector< std::vector< Tensor< 1, 2 > > > & |
gradients | |
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) |
| | const [virtual] |
virtual void Functions::Kovasznay::vector_laplacians |
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const std::vector< Point< 2 > > & |
points, |
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std::vector< std::vector< double > > & |
values | |
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) |
| | const [virtual] |
double Functions::Kovasznay::lambda |
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) |
const |
Member Data Documentation
The documentation for this class was generated from the following file: