2D adaptive mesh refinement (AMR) using PABLO
2D adaptive mesh refinement (AMR) using PABLOThis example creates a 2D Octree mesh on the square domain [0,1]x[0,1].
The domain is refined globally one time, then refined iteratively using two different refinement criteria. At the end of the iterative refinement, one global refinement is performed again.
In the first criterion, each octant generated by a previous refinement iteration is marked for further refinement if its center is within a circle with a specified radius. Iterative refinement stops when a fixed number of iteration is reached.
In the second criterion, the refinement is performed using the same rules of the first criterion. However, this refinement is performed until the flag returned by the adapt method is true (for further details about adapt method, please visit documentation). Video below illustrates the iterative refinement. Each frame show the result of a refinement iteration starting from the ancestor quadrant up to the last global refinement.
The upper part of the domain is adapted by a refinement procedure using the first criterion, while the bottom part by a refinement procedure using the second criterion.
Moreover, in the right hand side of the domain, the 2:1 balancing is deactivated.
To run: ./PABLO_example_00001
To see the result visit: PABLO website
#if BITPIT_ENABLE_MPI==1
#include <mpi.h>
#endif
#include "bitpit_PABLO.hpp"
using namespace std;
using namespace bitpit;
void run()
{
pablo1.
write(
"pablo00001_iter0");
pablo1.
write(
"pablo00001_iter1");
double xc, yc;
xc = yc = 0.5;
for (unsigned int i=0; i<nocts; i++){
array<double,3> center = pablo1.
getCenter(i);
double x = center[0];
if (x>xc)
}
double radius = 0.4;
int nref1 = 6;
for (int iter=0; iter<nref1; iter++){
for (unsigned int i=0; i<nocts; i++){
array<double,3> center = pablo1.
getCenter(oct);
double x = center[0];
double y = center[1];
if ((
pow((x-xc),2.0)+
pow((y-yc),2.0) <
pow(radius,2.0)) &&
(y<yc)){
}
}
pablo1.
write(
"pablo00001_iter"+to_string(
static_cast<unsigned long long>(iter+2)));
}
int nref2 = 5;
int iter = 0;
bool done = true;
while(iter<=nref2){
done = true;
while(done)
{
for (unsigned int i=0; i<nocts; i++){
array<double,3> center = pablo1.
getCenter(i);
double x = center[0];
double y = center[1];
if ((
pow((x-xc),2.0)+
pow((y-yc),2.0) <
pow(radius,2.0)) &&
(y>yc) && iter<=nref2 && pablo1.
getLevel(i)<=iter+1){
}
}
pablo1.
write(
"pablo00001_iter"+to_string(
static_cast<unsigned long long>(iter+nref1+2)));
}
iter++;
}
pablo1.
write(
"pablo00001_iter"+to_string(
static_cast<unsigned long long>(iter+nref1+3)));
}
int main(int argc, char *argv[])
{
#if BITPIT_ENABLE_MPI==1
MPI_Init(&argc,&argv);
#else
#endif
int nProcs;
int rank;
#if BITPIT_ENABLE_MPI==1
MPI_Comm_size(MPI_COMM_WORLD, &nProcs);
MPI_Comm_rank(MPI_COMM_WORLD, &rank);
#else
nProcs = 1;
rank = 0;
#endif
log::manager().initialize(log::MODE_SEPARATE, false, nProcs, rank);
log::cout() << log::fileVerbosity(log::LEVEL_INFO);
log::cout() << log::disableConsole();
try {
run();
} catch (const std::exception &exception) {
log::cout() << exception.what();
exit(1);
}
#if BITPIT_ENABLE_MPI==1
MPI_Finalize();
#endif
}
void setMarker(uint32_t idx, int8_t marker)
uint32_t getNumOctants() const
bool adapt(bool mapper_flag=false)
Octant * getOctant(uint32_t idx)
void computeConnectivity()
bool adaptGlobalRefine(bool mapper_flag=false)
void setBalanceCodimension(uint8_t b21codim)
void updateConnectivity()
uint8_t getLevel(uint32_t idx) const
void setBalance(uint32_t idx, bool balance)
std::array< T, d > pow(std::array< T, d > &x, double p)
#define BITPIT_UNUSED(variable)
---
layout: doxygen_footer
---