87 odes_.jacobian(x0,
y0, dfdx_, dfdy_);
89 for (label i=0; i<n_; i++)
91 for (label j=0; j<n_; j++)
93 a_(i, j) = -dfdy_(i, j);
104 err_[i] = dydx0[i] + dx*dfdx_[i];
114 return normalizeError(
y0,
y, err_);
Macros for easy insertion into run-time selection tables.
#define addToRunTimeSelectionTable(baseType, thisType, argNames)
Add to construction table with typeName as the key.
Semi-implicit Euler ODE solver of order (0)1.
virtual bool resize()
Resize the ODE solver.
EulerSI(const ODESystem &ode, const dictionary &dict)
Construct from ODESystem.
virtual scalar solve(const scalar x0, const scalarField &y0, const scalarField &dydx0, const scalar dx, scalarField &y) const
Solve a single step dx and return the error.
Abstract base-class for ODE system solvers.
scalar normalizeError(const scalarField &y0, const scalarField &y, const scalarField &err) const
Return the nomalized scalar error.
ODESolver(const ODESolver &)=delete
No copy construct.
label n_
Size of the ODESystem (adjustable).
const ODESystem & odes_
Reference to ODESystem.
void resizeMatrix(scalarSquareMatrix &m) const
virtual bool resize()=0
Resize the ODE solver.
static void resizeField(UList< Type > &f, const label n)
Abstract base class for the systems of ordinary differential equations.
adaptiveSolver(const ODESystem &ode, const dictionary &dict)
Construct from ODESystem.
bool resize(const label n)
Resize the ODE solver.
virtual scalar solve(const scalar x0, const scalarField &y0, const scalarField &dydx0, const scalar dx, scalarField &y) const =0
Solve a single step dx and return the error.
A list of keyword definitions, which are a keyword followed by a number of values (eg,...
An ODE solver for chemistry.
#define defineTypeNameAndDebug(Type, DebugSwitch)
Define the typeName and debug information.
dimensionedScalar y0(const dimensionedScalar &ds)
void LUBacksubstitute(const scalarSquareMatrix &luMmatrix, const labelList &pivotIndices, List< Type > &source)
LU back-substitution with given source, returning the solution in the source.
void LUDecompose(scalarSquareMatrix &matrix, labelList &pivotIndices)
LU decompose the matrix with pivoting.
Field< scalar > scalarField
Specialisation of Field<T> for scalar.
#define forAll(list, i)
Loop across all elements in list.