Driver.
//////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////// ////////////////////////////////////////////////////////////////////
584 unsigned max_adapt=1;
589 std::ofstream trace(
"trace.dat");
592 for(
unsigned i=0;
i<2;
i++)
594 problem.newton_solve(max_adapt);
601 problem.mesh_pt()->output(outfile,5);
606 problem.compute_drag_nusselt(drag,nusselt, area);
610 << drag[0] <<
" " << drag[1] <<
" " << 2.0*nusselt << std::endl;
int i
Definition: BiCGSTAB_step_by_step.cpp:9
Flow around a cylinder in rectangular domain.
Definition: axisym_heat_sphere.cc:225
My own Ellipse class.
Definition: axisym_heat_sphere/half_rectangle_with_hole_mesh.h:40
Definition: axisym_heat_sphere/axisym_buoyant_navier_stokes.h:64
double Pr
Prandtl number.
Definition: axisym_heat_sphere.cc:56
double Pe
Peclet number.
Definition: axisym_heat_sphere.cc:59
Vector< double > G
Gravity.
Definition: axisym_heat_sphere.cc:65
double Ra
Rayleigh number.
Definition: axisym_heat_sphere.cc:62
double Sphere_centre_z
Location of the centre of the sphere on the axis.
Definition: axisym_heat_sphere.cc:68
double Re
reynolds number
Definition: adaptive_hopf.cc:54
string filename
Definition: MergeRestartFiles.py:39
Constructor for SteadyAxisymAdvectionDiffusion problem
Definition: steady_axisym_advection_diffusion.cc:213