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Numerical Computation of WavePlasma Interactions in Multidimensional Systems

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Numerical Computation of Wave-Plasma Interactions in Multi-dimensional Systems. D.B. Batchelor, L.A. Berry, M.D. Carter, E.F. Jaeger, E. D'Azevedo, L. Gray, T. Kaplan ... – PowerPoint PPT presentation

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Title: Numerical Computation of WavePlasma Interactions in Multidimensional Systems


1
Numerical Computation of Wave-Plasma Interactions
in Multi-dimensional Systems
D.B. Batchelor, L.A. Berry, M.D. Carter, E.F.
Jaeger, E. DAzevedo, L. Gray, T. Kaplan
C.K. Phillips, R. Dumont
R.W. Harvey
D.N. Smithe
Lodestar Research Corporation D.A. DIppolito, J.
Myra
P.T. Bonoli J.C. Wright
Visit our web site at http//www.ornl.gov/fed/scid
acrf
2
Goal
  • Obtain quantitatively accurate, predictive
    understanding of electromagnetic wave processes
    that support important heating, current drive,
    and stability and transport applications in
    fusion-relevant plasmas

In non-uniform plasmamodes can couple
TeraScale Supercomputers are providing access to
new plasma wave physics
3
Massively - Parallel Computers Provide Access to
New Plasma Wave Physics
  • Higher dimensionality - Computation of important
    wave features in 2-D and 3-D
  • Higher resolution - Power to resolve short
    wavelength structures arising from mode
    conversion, high dielectric constant or
    multi-wave interference effects
  • Improved calculation of wave driven plasma
    currents resulting from the ability to represent
    arbitrary, non-maxwellian distributions retain
    high cyclotron harmonics include non-local and
    non-linear effects in the conductivity operator
  • Inclusion of the effects of non-thermal
    populations on wave propagation and absorption

4
Increasing Resolution Results in Proper Radial
Localization of Mode Converted Wavefields
Nm 15
Nm 511
5
Project Overview
  • Obtain predictive understanding of
    electromagnetic wave processes in fusion relevant
    plasmas with emphasis on four major physics
    areas
  • Effect of plasma inhomogeneity in 2-D and 3-D on
    wave absorption and mode conversion processes.
  • Effect of non-Maxwellian (generalized) velocity
    space particle distributions on local wave
    absorption, momentum generation, and
    instabilities.
  • Application of full-wave solvers to ultra-short
    wavelength regimes (e.g. lower hybrid waves).
  • Effect of global plasma modes on wave fields
    produced by launching structures (antennas).

6
Computational and Mathematical Challenges
  • High dimensionality p.d.e. in 2D or 3D for
    wave fields, up to 5D for distribution function
  • ? Large numbers of unknowns 105 ? gt106
  • Complex medium
  • Spatially non-uniform
  • Anisotropic
  • Non-local local plasma current is an integral
    operator over EM field at other locations at
    earlier times
  • ? Use of spectral representations
  • Wide range of length scales involved
    l L ? l ltlt Llength scales can
    interact in localized plasma regions ? mode
    conversion
  • ? Need for adaptive (but spectral)
    representation
  • Variety of physics mechanisms for absorption
  • Non-linearity waves modify plasma on slow time
    scale, non-linear effects on waves
  • Basic equations are non-symmetric and dissipative

QPS Compact Stellarator
7
Collaborative Research Supported by DOEOffice of
Fusion Energy Science and Office of Advanced
Scientific Computing Research are Resulting in
the Achievement of Physics Goals
  • Implementation of 1-D, 2-D, and 3-D full-wave and
    Fokker Planck solvers on massively parallel
    platforms.
  • Adaptation of improved serial and parallel
    algorithms for evaluating macroscopic plasma
    responses.
  • Reformulating wave-plasma problems and solution
    methods.

8
High Resolution (Nm 160 ? 511) is Necessary in
this Mode Conversion Problem to Get The Physics
Right Algorithm enhancements and MPP allowed 103
larger problem to be solved (Nm15?511)
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