Formulation of 8-moment plasma transport with application to the Nernst effect

Formulation of 8-moment plasma transport with application to the Nernst effect

8-moment plasma models using two different distribution functions are used to study the Nernst effect and heat transport in dense plasma. These models are presented in hyperbolic form in contrast to traditional parabolic systems derived from perturbing the distribution function, as in Braginskii [Re...

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Veröffentlicht in:Physics of plasmas 2021-02, Vol.28 (2)
Hauptverfasser: Hamilton, Jason, Seyler, Charles E.
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Sprache:eng
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Dense plasmas
Distribution functions
Nernst-Ettingshausen effect
Plasma
Plasma physics
Relaxation method (mathematics)
Transport equations
Transport properties
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description 8-moment plasma models using two different distribution functions are used to study the Nernst effect and heat transport in dense plasma. These models are presented in hyperbolic form in contrast to traditional parabolic systems derived from perturbing the distribution function, as in Braginskii [Rev. Plasma Phys. 1, 205 (1965)]. The hyperbolic moment formulation can be solved implicitly in time with straightforward and fast local solvers. The numerical implementation of 8-moment models with the relaxation method in the PERSEUS code is also presented. To test 8-moment PERSEUS compared to Braginskii's transport equations, a verification test for the Nernst thermo-magnetic wave by Velikovich et al. [Phys. Plasmas 26, 112702 (2019)] is performed that confirms the presence of the same physics, but with slight differences in the transport coefficients, which are tabulated in the limits of high and low magnetization.
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source AIP Journals Complete; Alma/SFX Local Collection
subjects Dense plasmas
Distribution functions
Nernst-Ettingshausen effect
Plasma
Plasma physics
Relaxation method (mathematics)
Transport equations
Transport properties
title Formulation of 8-moment plasma transport with application to the Nernst effect
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