Define the OSE for the local refinement procedure. More...
Inheritance diagram for CppNoddy::Example::OS_bvp_equation:
Public Member Functions | |
| OS_bvp_equation () | |
| The OS LOCAL problem is a nonlinear 5th order complex BVP because the eigenvalue is added to the 4th order equation. More... | |
| void | residual_fn (const DenseVector< D_complex > &z, DenseVector< D_complex > &g) const |
| The OS equation. More... | |
| void | matrix0 (const DenseVector< D_complex > &z, DenseMatrix< D_complex > &m) const |
| matrix to multiply the BVP coordinate More... | |
| OS_bvp_equation () | |
| The OS local problem is a nonlinear 5th order complex BVP. More... | |
| void | residual_fn (const DenseVector< D_complex > &z, DenseVector< D_complex > &g) const |
| The OS equation. More... | |
| void | matrix0 (const DenseVector< D_complex > &z, DenseMatrix< D_complex > &m) const |
| matrix to multiply the BVP coordinate More... | |
 Public Member Functions inherited from CppNoddy::Equation_1matrix< D_complex > | |
| Equation_1matrix (const unsigned &order) | |
| Constructor for equation class. More... | |
| virtual | ~Equation_1matrix () |
| An empty destructor, virtual since we have virtual methods. More... | |
| void | update (const DenseVector< D_complex > &state) |
| Update the Equation object for the current set of state variables. More... | |
| const DenseMatrix< D_complex > & | matrix0 () const |
| Return a handle to the matrix. More... | |
| virtual void | get_jacobian_of_matrix0_mult_vector (const DenseVector< D_complex > &state, const DenseVector< D_complex > &vec, DenseMatrix< D_complex > &h) const |
| Return the product of the Jacobian-of-the-matrix and a vector 'vec' when the equation has a given 'state'. More... | |
| Public Member Functions inherited from CppNoddy::Residual_with_coords< _Type, _Xtype > | |
| Residual_with_coords (const unsigned &order, const unsigned &ncoords) | |
| Constructor for a 'square' residual object that is, N residuals for N unknowns. More... | |
| Residual_with_coords (const unsigned &order, const unsigned &nvars, const unsigned &ncoords) | |
| Constructor for a 'non-square' residual object that is, there are less residual constraints than unknowns. More... | |
| virtual | ~Residual_with_coords () |
| An empty destructor. More... | |
| _Xtype & | coord (const unsigned &i) |
| General handle access to the coordinates. More... | |
| const _Xtype & | coord (const unsigned &i) const |
| General handle access to the coordinates. More... | |
| Public Member Functions inherited from CppNoddy::Residual< _Type > | |
| Residual (const unsigned &order) | |
| Constructor for a 'square' residual object that is, N residuals for N unknowns. More... | |
| Residual (const unsigned &order, const unsigned &nvars) | |
| Constructor for a 'non-square' residual object that is, there are less residual constraints than unknowns. More... | |
| virtual | ~Residual () |
| An empty destructor, virtual since we have virtual methods. More... | |
| void | update (const DenseVector< _Type > &state) |
| Update the Residual object for the current set of state variables. More... | |
| const DenseVector< _Type > & | residual () const |
| Return a handle to the residuals corresponding to the last update state. More... | |
| const DenseMatrix< _Type > & | jacobian () const |
| Retrun a handle to the Jacobian of the residual corresponding to the last update state. More... | |
| _Type & | delta () |
| const _Type & | delta () const |
| unsigned | get_order () const |
| Get the order of the residual vector. More... | |
| unsigned | get_number_of_vars () const |
| Get the number of variables that this residual condition is defined for. More... | |
| virtual void | residual_fn (const DenseVector< _Type > &state, DenseVector< _Type > &f) const |
| A blank virtual residual function method. More... | |
Additional Inherited Members | |
| virtual void | matrix0 (const DenseVector< D_complex > &x, DenseMatrix< D_complex > &m) const |
| Define the matrix in terms of the current state vector. More... | |
| Protected Member Functions inherited from CppNoddy::Residual< _Type > | |
| virtual void | jacobian (const DenseVector< _Type > &state, DenseMatrix< _Type > &jac) const |
| Because the residual evaluation at the current state is assumed to have already been done by the 'update' method, this routine is protected. More... | |
| Protected Attributes inherited from CppNoddy::Residual_with_coords< _Type, _Xtype > | |
| std::vector< _Xtype > | coords |
| The coordinates stored for this residual. More... | |
| Protected Attributes inherited from CppNoddy::Residual< _Type > | |
| DenseMatrix< _Type > | JAC_AT_LAST_STATE |
| Jacobian for the last state vector. More... | |
| DenseVector< _Type > | FN_AT_LAST_STATE |
| Residual for the last state vector. More... | |
| DenseVector< _Type > | LAST_STATE |
| The last state vector. More... | |
| _Type | DELTA |
| A default step for FD computation of the Jacobian. More... | |
| unsigned | ORDER_OF_SYSTEM |
| The order of the system of equations. More... | |
| unsigned | NUMBER_OF_VARS |
| The number of elements in the state vector. More... | |
Detailed Description
Define the OSE for the local refinement procedure.
Definition at line 83 of file EVPOrrSommerfeldEasy_lapack.cpp.
Constructor & Destructor Documentation
◆ OS_bvp_equation() [1/2]
|
inline |
The OS LOCAL problem is a nonlinear 5th order complex BVP because the eigenvalue is added to the 4th order equation.
Definition at line 88 of file EVPOrrSommerfeldEasy_lapack.cpp.
88: Equation_1matrix<D_complex>( 5 ) {}
An equation object base class used in the IBVP classes (and others).
Definition: Equation_1matrix.h:18
◆ OS_bvp_equation() [2/2]
|
inline |
The OS local problem is a nonlinear 5th order complex BVP.
Definition at line 89 of file EVPOrrSommerfeldNeutralCurve_lapack.cpp.
89: Equation_1matrix<D_complex>( 5 ) {}
Member Function Documentation
◆ matrix0() [1/2]
|
inlinevirtual |
matrix to multiply the BVP coordinate
Reimplemented from CppNoddy::Equation_1matrix< D_complex >.
Definition at line 104 of file EVPOrrSommerfeldEasy_lapack.cpp.
105 {
107 }
void fill_identity(CppNoddy::Sequential_Matrix_base< _Type > &A)
Fill diagonal with unit values.
Definition: Utils_Fill.h:22
References Utils_Fill::fill_identity(), and m.
◆ matrix0() [2/2]
|
inlinevirtual |
matrix to multiply the BVP coordinate
Reimplemented from CppNoddy::Equation_1matrix< D_complex >.
Definition at line 105 of file EVPOrrSommerfeldNeutralCurve_lapack.cpp.
References Utils_Fill::fill_identity(), and m.
◆ residual_fn() [1/2]
|
inline |
The OS equation.
Definition at line 91 of file EVPOrrSommerfeldEasy_lapack.cpp.
92 {
93 // define the equation as 5 1st order equations
101 }
_Xtype & coord(const unsigned &i)
General handle access to the coordinates.
Definition: Residual_with_coords.h:54
double Udd(double y)
Globally define the base flow curvature.
Definition: EVPOrrSommerfeldEasy_lapack.cpp:41
double Re
Globally define the Reynolds number and wavenumber.
Definition: EVPOrrSommerfeldEasy_lapack.cpp:34
std::complex< double > D_complex
A complex double precision number using std::complex.
Definition: Types.h:98
References CppNoddy::Example::alpha, CppNoddy::Residual_with_coords< _Type, _Xtype >::coord(), eval, CppNoddy::Example::g(), phi, phid, psi, psid, CppNoddy::Example::Re, U, CppNoddy::Example::Udd(), and CppNoddy::Example::z().
◆ residual_fn() [2/2]
|
inline |
The OS equation.
Definition at line 92 of file EVPOrrSommerfeldNeutralCurve_lapack.cpp.
93 {
94 // define the equation as 5 1st order equations
102 }
References CppNoddy::Example::alpha, CppNoddy::Residual_with_coords< _Type, _Xtype >::coord(), eval, CppNoddy::Example::g(), phi, phid, psi, psid, CppNoddy::Example::Re, U, CppNoddy::Example::Udd(), and CppNoddy::Example::z().
The documentation for this class was generated from the following files:
- Tests/EVP/EVPOrrSommerfeldEasy_lapack.cpp
- Tests/EVP/EVPOrrSommerfeldNeutralCurve_lapack.cpp
