2010
DOI: 10.1111/j.1365-2966.2010.16493.x
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Magnetofluid dynamics of magnetized cosmic plasma: firehose and gyrothermal instabilities

Abstract: Both global dynamics and turbulence in magnetized weakly collisional cosmic plasmas are described by general magnetofluid equations that contain pressure anisotropies and heat fluxes that must be calculated from microscopic plasma kinetic theory. It is shown that even without a detailed calculation of the pressure anisotropy or the heat fluxes, one finds the macroscale dynamics to be generically unstable to microscale Alfvénically polarized fluctuations. Two instabilities that can be treated this way are consi… Show more

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Cited by 81 publications
(135 citation statements)
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References 71 publications
(158 reference statements)
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“…In a weakly collisional plasma, Kunz (2011) hasshown that anisotropic viscosity can impair the growth of HBI. Pressure anisotropy can also drive plasma micro-instabilities that trap ions in magnetic field fluctuations tangled on scales of their gyroradii and therefore stifle the heat flux (Schekochihin et al 2010;Kunz et al 2014). However, it is currently unknown whether electrons, which are the main contributors to the conductivity, would be affected by similar plasma instabilities.…”
Section: ( )mentioning
confidence: 99%
“…In a weakly collisional plasma, Kunz (2011) hasshown that anisotropic viscosity can impair the growth of HBI. Pressure anisotropy can also drive plasma micro-instabilities that trap ions in magnetic field fluctuations tangled on scales of their gyroradii and therefore stifle the heat flux (Schekochihin et al 2010;Kunz et al 2014). However, it is currently unknown whether electrons, which are the main contributors to the conductivity, would be affected by similar plasma instabilities.…”
Section: ( )mentioning
confidence: 99%
“…As derived in Schekochihin et al (2010), an exact equation for the electron pressure tensor P e reads, when neglecting collisions,…”
Section: Appendix a Nongyrotropic Electron Pressure Tensormentioning
confidence: 99%
“…Large suppression factors thus suggest a short coherence length (<kpc), which may be a simple byproduct of highly chaotic turbulent motions in the ICM. On top of that, plasma microinstabilities (e.g., firehose, Schekochihin et al 2010) acting on scales λ e may drastically change the transport properties, leading to further suppression (McNamara & Nulsen 2012). Simulating the kpc region and the gyroradius scales (for a μG field in a 10 8 K plasma, the gyroradius is 10 −10 pc!)…”
Section: Thermal Conduction In the Local Icmmentioning
confidence: 99%