Demonstrate how to solve Poisson problem.
2200 problem.Fluid_mesh_pt->set_lagrangian_nodal_coordinates();
2201 problem.doc_solution(5,doc_info);
2206 problem.steady_newton_solve();
2207 problem.doc_solution(5,doc_info);
2212 problem.Fluid_mesh_pt->set_lagrangian_nodal_coordinates();
2213 problem.assign_initial_values_impulsive(dt);
2217 for(
unsigned t=0;
t<10;
t++)
2219 problem.unsteady_newton_solve(dt);
2220 problem.doc_solution(5,doc_info);
2223 problem.Fluid_mesh_pt->set_lagrangian_nodal_coordinates();
2229 problem.unsteady_newton_solve(dt);
2230 problem.doc_solution(5,doc_info);
2233 problem.Fluid_mesh_pt->set_lagrangian_nodal_coordinates();
2237 for(
unsigned n=0;
n<1;++
n)
2240 problem.steady_newton_solve(1);
2244 problem.doc_solution(nplot,doc_info);
const unsigned n
Definition: CG3DPackingUnitTest.cpp:11
Micky mouse problem.
Definition: uns_adapt_3d_fs.cc:1316
Definition: oomph_utilities.h:499
void set_directory(const std::string &directory)
Definition: oomph_utilities.cc:298
unsigned & number()
Number used (e.g.) for labeling output files.
Definition: oomph_utilities.h:554
Taylor Hood upgraded to become projectable.
Definition: navier_stokes_elements.h:2914
Definition: pseudosolid_node_update_elements.h:58
Definition: solid_elements.h:1756
Vector< double > G
Gravity.
Definition: axisym_heat_sphere.cc:65
double ReInvFr
The Reynolds INverse Froude number.
Definition: uns_adapt_3d_fs.cc:70
double Re
reynolds number
Definition: adaptive_hopf.cc:54
double Volume
Definition: uns_adapt_3d_fs.cc:64
t
Definition: plotPSD.py:36
Constructor for SteadyAxisymAdvectionDiffusion problem
Definition: steady_axisym_advection_diffusion.cc:213