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Bimetric 3+1 toolkit for spherical symmetry
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Standard 3+1 evolution for spherically symmetric bimetric spacetimes. More...
#include <iostream>
#include <iomanip>
#include <fstream>
#include <string>
#include <cmath>
#include <cstdio>
#include <chrono>
#include "numMethods.h"
#include "sys/slog.h"
#include "sys/trackUsedTime.h"
#include "sys/paramsHolder.h"
#include "sys/hpc.h"
#include "grid/gridFunctions.h"
#include "grid/gridDriver.h"
#include "grid/gridInitialData.h"
#include "grid/gridOutput.h"
#include "grid/integrator.h"
#include "bimetricModel.h"
#include "eom-std.h"
#include "maximalSlice.h"
Go to the source code of this file.
Data Structures | |
class | BimetricEvolve |
BimetricEvolve encapsulates a 3+1 evolution solver for bimetric spacetimes. More... | |
Namespaces | |
namespace | fld |
Contains the localized variable names for all known grid functions. | |
Defines | |
#define | GFCNT fld::bimLast |
#define | gBet(m, n) eq_gBet(m,n) |
#define | fBet(m, n) eq_fBet(m,n) |
#define | gBet_r(m, n) eq_gBet_r(m,n) |
#define | fBet_r(m, n) eq_fBet_r(m,n) |
#define | eq_pr(m, n) (p(m,n)/r(m,n)) |
#define | eq_qr(m, n) (q(m,n)/r(m,n)) |
#define | KDT |
Enumerations | |
enum | fld::bimIndex { fld::bimFirst = GFCNT - 1, fld::gA, fld::gB, fld::gK, fld::gKD, fld::gDA, fld::gDB, fld::gSig, fld::fA, fld::fB, fld::fK, fld::fKD, fld::fDA, fld::fDB, fld::fSig, fld::pfD, fld::pfS, fld::pftau, fld::p, fld::q, fld::gAlp, fld::gDAlp, fld::fAlp, fld::fDAlp, fld::Lt, fld::R, fld::pfv, fld::mpiBoundary = pfv, fld::g_rho, fld::g_JK1, fld::g_JK2, fld::f_rho, fld::f_JK1, fld::f_JK2, fld::gW, fld::fW, fld::cW, fld::C_1, fld::C_2, fld::C_3, fld::C_4, fld::gHorz, fld::fHorz, fld::p_g, fld::p_f, fld::gA_t, fld::gB_t, fld::gK_t, fld::gKD_t, fld::gDA_t, fld::gDB_t, fld::gSig_t, fld::fA_t, fld::fB_t, fld::fK_t, fld::fKD_t, fld::fDA_t, fld::fDB_t, fld::fSig_t, fld::pfD_t, fld::pfS_t, fld::pftau_t, fld::p_t, fld::gAlp_t, fld::gDAlp_t, fld::gA_r, fld::gB_r, fld::gK_r, fld::gKD_r, fld::gDA_r, fld::gDB_r, fld::fA_r, fld::fB_r, fld::fK_r, fld::fKD_r, fld::fDA_r, fld::fDB_r, fld::pfD_r, fld::pfS_r, fld::pftau_r, fld::pfv_r, fld::p_r, fld::p_rr, fld::q_r, fld::q_rr, fld::eq_pr_r, fld::eq_qr_r, fld::gAlp_r, fld::gDAlp_r, fld::fAlp_r, fld::fAlp_rr, fld::fDAlp_r, fld::tmp, fld::gdbg, fld::fdbg, fld::bimLast } |
The bimetric grid functions (indices on the grid). More... | |
Functions | |
int | main (int argc, char *argv[]) |
The main entry point of bim-solver . | |
Variables | |
static const std::vector< Int > | fld::bimInput |
The grid functions that will be read from the initial data. | |
static const std::vector < EvolvedBy > | fld::bimEvolvedGF |
The grid functions that are involved in time. | |
static const std::vector < GF_Descriptor > | fld::bimOutput |
The grid functions which will be written to the output. | |
static const std::vector < GF_Descriptor > | fld::bimShowDiagnostics |
Additional output diagnostics (e.g., with spatial derivatives). |
Standard 3+1 evolution for spherically symmetric bimetric spacetimes.
Definition in file bim-solver.cpp.
#define GFCNT fld::bimLast |
Definition at line 82 of file bim-solver.cpp.
#define KDT |
int main | ( | int | argc, |
char * | argv[] | ||
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The main entry point of bim-solver
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Definition at line 1089 of file bim-solver.cpp.
{ TrackUsedTime timer; /// - Read the run-time configuration parameters /// Parameters params( argc >= 2 ? argv[1] : "config.ini" ); /// - Create the grid driver /// UniformGrid ugrid( params ); /// - Read the initial data (populating the grid slice at t_0) /// if( ! GridInitialData( params, ugrid ).addGFs( fld::bimInput ).load () ) { return -1; } /// - Create the output sink (for storing the results) /// GridOutputWriter output ( params, ugrid ); if ( ! output.open () ) { return -1; } /// - Setup the MoL integrator on the grid (whose results will go to the output sink) /// MoL integrator( params, ugrid, output ); /// - Create the bimetric model and define the equations of motion (to be integrated) /// BimetricEvolve bim( params, ugrid, output, integrator ); /// - Evolve the equations of motion /// return integrator.evolveEquations () ? 0 : -1; }