MPI-AMRVAC  2.2
The MPI - Adaptive Mesh Refinement - Versatile Advection Code
Functions/Subroutines
amrvac.t File Reference

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Functions/Subroutines

program amrvac
 AMRVAC solves a set of hyperbolic equations \(\vec{u}_t + \nabla_x \cdot \vec{f}(\vec{u}) = \vec{s}\) using adaptive mesh refinement. More...
 
subroutine timeintegration ()
 
logical function timetosave (ifile)
 Save times are defined by either tsave(isavet(ifile),ifile) or itsave(isaveit(ifile),ifile) or dtsave(ifile) or ditsave(ifile) tsavestart(ifile) determines first start time. This only affects read out times determined by dtsave(ifiles). Other conditions may be included. More...
 
logical function fixgrid ()
 Return true if the AMR grid should not be adapted any more. This is controlled by tfixgrid or itfixgrid. Other conditions may be included. More...
 

Function/Subroutine Documentation

◆ amrvac()

program amrvac ( )

AMRVAC solves a set of hyperbolic equations \(\vec{u}_t + \nabla_x \cdot \vec{f}(\vec{u}) = \vec{s}\) using adaptive mesh refinement.

Definition at line 4 of file amrvac.t.

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◆ fixgrid()

logical function amrvac::fixgrid ( )

Return true if the AMR grid should not be adapted any more. This is controlled by tfixgrid or itfixgrid. Other conditions may be included.

Definition at line 409 of file amrvac.t.

◆ timeintegration()

subroutine amrvac::timeintegration ( )

Definition at line 161 of file amrvac.t.

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◆ timetosave()

logical function amrvac::timetosave ( integer  ifile)

Save times are defined by either tsave(isavet(ifile),ifile) or itsave(isaveit(ifile),ifile) or dtsave(ifile) or ditsave(ifile) tsavestart(ifile) determines first start time. This only affects read out times determined by dtsave(ifiles). Other conditions may be included.

Definition at line 373 of file amrvac.t.