Driver code for 2D Poisson problem.
891 "--element_multiplier",
934 problem.doc_solution(doc_info);
Definition: poisson_elements_with_singularity.h:326
Micky mouse Poisson problem.
Definition: HypreSolver_test.cc:81
Definition: oomph_utilities.h:499
void set_directory(const std::string &directory)
Definition: oomph_utilities.cc:298
Definition: poisson_elements.h:542
void setup(Time *time_pt)
Create all GeomObjects needed to define the cylinder and the flag.
Definition: turek_flag_non_fsi.cc:277
bool Blend
Boolean that imposes the blending or not.
Definition: poisson/poisson_with_singularity/two_d_poisson.cc:55
unsigned Element_multiplier
element multiplier for convergence tess
Definition: poisson/poisson_with_singularity/two_d_poisson.cc:52
double R_blend
Limit of the blending region.
Definition: poisson/poisson_with_singularity/two_d_poisson.cc:58
void source_function(const Vector< double > &coord, double &source)
Source function required to make the solution above an exact solution.
Definition: poisson/poisson_with_singularity/two_d_poisson.cc:298
bool command_line_flag_has_been_set(const std::string &flag)
Definition: oomph_utilities.cc:501
void specify_command_line_flag(const std::string &command_line_flag, const std::string &doc)
Specify possible argument-free command line flag.
Definition: oomph_utilities.cc:451
void parse_and_assign(int argc, char *argv[], const bool &throw_on_unrecognised_args)
Definition: oomph_utilities.cc:760
void doc_specified_flags()
Document specified command line flags.
Definition: oomph_utilities.cc:610
Constructor for SteadyAxisymAdvectionDiffusion problem
Definition: steady_axisym_advection_diffusion.cc:213