PETScSNESSolver.h¶
Note
The documentation on this page was automatically extracted from the DOLFIN C++ code and may need to be edited or expanded.
-
class
PETScSNESSolver¶ Parent class(es)
This class implements methods for solving nonlinear systems via PETSc’s SNES interface. It includes line search and trust region techniques for globalising the convergence of the nonlinear iteration.
-
PETScSNESSolver(std::string nls_type = "default")¶ Create SNES solver for a particular method
-
std::pair<std::size_t, bool>
solve(NonlinearProblem &nonlinear_problem, GenericVector &x, const GenericVector &lb, const GenericVector &ub)¶ Solve a nonlinear variational inequality with bound constraints
- Arguments
- nonlinear_function (
NonlinearProblem) - The nonlinear problem.
- x (
GenericVector) - The vector.
- lb (
GenericVector) - The lower bound.
- ub (
GenericVector) - The upper bound.
- nonlinear_function (
- Returns
- std::pair<std::size_t, bool>
- Pair of number of Newton iterations, and whether iteration converged)
-
std::pair<std::size_t, bool>
solve(NonlinearProblem &nonlinear_function, GenericVector &x)¶ Solve abstract nonlinear problem \(F(x) = 0\) for given \(F\) and Jacobian \(\dfrac{\partial F}{\partial x}\).
- Arguments
- nonlinear_function (
NonlinearProblem) - The nonlinear problem.
- x (
GenericVector) - The vector.
- nonlinear_function (
- Returns
- std::pair<std::size_t, bool>
- Pair of number of Newton iterations, and whether iteration converged)
-
void
init(NonlinearProblem &nonlinear_problem, GenericVector &x)¶ Set up the SNES object, but don’t do anything yet, in case the user wants to access the SNES object directly
-
static std::vector<std::pair<std::string, std::string>>
methods()¶ Return a list of available solver methods
-
static Parameters
default_parameters()¶ Default parameter values
-
SNES
snes() const¶ Return PETSc SNES pointer
-