The Braginskii model of the Rayleigh-Taylor instability. I. Effects of self-generated magnetic fields and thermal conduction in two dimensions
Frank Modica, Tomasz Plewa, Andrey Zhiglo

TL;DR
This study uses the Braginskii model to simulate the Rayleigh-Taylor instability in two dimensions, revealing the significant roles of self-generated magnetic fields and thermal conduction in the instability's evolution and structure.
Contribution
It implements and verifies Braginskii physics modules in RTI simulations, demonstrating the effects of magnetic fields and thermal conduction on instability dynamics and morphology.
Findings
Magnetic fields reach up to 11 MG without thermal conduction.
Thermal conduction reduces RTI growth rate by about 20%.
Self-generated magnetic fields are comparable to experimental observations.
Abstract
(abridged) There exists a substantial disagreement between computer simulation results and high-energy density laboratory experiments of the Rayleigh-Taylor instability Kuranz et al. (2010). We adopt the Braginskii formulation for transport in hot, dense plasma, implement and verify the additional physics modules, and conduct a computational study of a single-mode RTI in two dimensions with various combinations of the newly implemented modules. We find that magnetic fields reach levels on the order of 11 MG in the absence of thermal conduction. We observe denting of the RT spike tip and generation of additional higher order modes as a result of these fields. Contrary to interpretation presented in earlier work Nishiguchi (2002), the additional mode is not generated due to modified anisotropic heat transport effects but due to dynamical effect of self-generated magnetic fields. The…
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