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Arbitrary Kinetic Algorithm (AKA) for collisionless plasma modeling

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AKA

Arbitrary Kinetic Algorithm for collisionless plasma modeling.

stack: C++11, MPI, HDF5, python2-3


HOWTO


  1. before 'make' need to set in makefile
    HDF5_PATH= path to hdf5 lib
    MPI_PATH= path to mpi lib
    PYTHON_INC= path to python include
    PYTHON_LIB= path to python lib

  2. for running default example from src/input/Initializer.py
    mpirun -n 2 aka.exe

  3. normally need to set input file path containing Initializer.py
    mpirun -n 2 aka.exe PATH/TO/PYTHON/INPUT/FILE

  4. before running need to create output folder and set in Initializer.py

  5. for visualization use python notebook in folder NOTEBOOK/


MPI and HDF5 installation


download openmpi v 4.0.5 from
download.open-mpi.org/release/open-mpi/v4.0/openmpi-4.0.5.tar.gz

extract in folder /TEMP/FLD4INSTALLATION/, go to the folder

run in terminal:

  1. ./configure --prefix=/FLD2LIBS/openmpi CFLAGS=-m64 CXXFLAGS=-m64 FFLAGS=-m64 FCFLAGS=-m64
    // need to specify 64-bit compilation via additional flag that should be passed to ALL compilers
  2. make
  3. make install

download hdf5 v1.10.5 from
http://hdfgroup.org/package/hdf5-1-10-5-tar-gz/?wpdmdl=13571

run in terminal:

  1. ./configure --prefix=/FLD2LIBS/hdf5 --enable-parallel CC=/FLD2LIBS/openmpi/bin/mpicc
  2. make
  3. make install

physics included:


  • space and time quantities are normalized on:

    • ion inertia length d0 = c/omega_pi
    • inverse ion gyrofrequency 1/Omega_ci
  • electro-magnetic fields are calculated on two staggered grid (G1 and G2)
    using predictor-corrector scheme (see EleMagManager.cpp)

    E = -[VixB] + [JxB]/n - divPe/n - eta J

    B' = -rotE

    J = rotB

  • ions are described in a kinetic way,
    dynamics is solved using first order interpolation of em fields

  • electrons are described in a fluid way by:

    • density (equals to ion density ne=ni=n)
    • bulk velocity Ve = Vi - J/n
    • six-component pressure tensor Pij
  • six-component pressure tensor P is integrated in time
    using subcycling explicit scheme, for implicit one need to build with flag -DIMPLICIT_PRESSURE

    P' = - Ve.∇P - P∇.Ve - P.∇Ve - (P.∇Ve)^T - q/m [ PxB + (PxB)^T ]

    where Ve - electron flow velocity
    q - electron charge
    m - electron mass
    B - magnetic field

  • laser effects are imitated by ablation operator including
    heat operator and particle creation operator
    (see LaserMockManager.cpp)

  • ablation operator works in localized area, called focal spot

  • heat operator provides electron pressure increasing in the focal spot

  • particle creation operator sustains constant target density


FEATURES


  1. AKA is 3D, parallel (MPI), multispecies code

  2. BC type for em fields and hydro quantities: 1 - periodic (see GridManager.cpp) 0 - damping layer (see EleMagManager.cpp and ClosureManager.cpp)

  3. BC type for particle properties (see BoundaryManager.cpp):
    1 - periodic 0 - outflow // reaching border particle leaves domain forever

  4. for small scale dissipation use resistivity (eta) parameter

  5. for pressure tensor integration need to set:

    • electron mass
    • relaxation factor for izotropization operator (see ClosureManager.cpp)
    • smooth stride for pressure tensor smoothing
  6. use 'make FLAGS=-DLOG' to see some logs
    to set debug log level see Logger.hpp
    for extra logging use -DHEAVYLOG

  7. for each particle type have to specify:

    • mass
    • charge
    • if particles are frozen in space (skip pusher phase)
    • particles per cell number
  8. if number of laser focal spots is more than zero,
    auxiliary particle type is reserved for the loading fraction


TROUBLESHOUTING:


  1. for OS X: ....python2.7/pyport.h:731:29:
    note: expanded from macro 'toupper'
    solution:
    add #ifndef __cplusplus... line 699 + #endif
    in /pyport.h line 722

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