2012
DOI: 10.1088/2041-8205/758/2/l44
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Spectrum of Kinetic-Alfvén Turbulence

Abstract: A numerical study of strong kinetic-Alfvén turbulence at scales smaller than the ion gyroscale is presented, and a phenomenological model is proposed that argues that magnetic and density fluctuations are concentrated mostly in two-dimensional structures, which leads to their Fourier energy spectra E(k ⊥ ) ∝ k −8/3 ⊥ , where k ⊥ is the wavevector component normal to the strong background magnetic field. The results may provide an explanation for recent observations of magnetic and density fluctuations in the s… Show more

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Cited by 178 publications
(273 citation statements)
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References 36 publications
(97 reference statements)
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“…Unlike the inertial range, the nature of the turbulence in the dissipation range is still under debate. Two possible scenarios include Landau damping of kinetic Alfvén waves (KAWs; e.g., Leamon et al 1999Leamon et al , 2000Boldyrev & Perez 2012) or whistler waves (e.g., Stawicki et al 2001;Krishan & Mahajan 2004;Galtier 2006). For KAWs, k ⊥ k || , electron-wave interaction occurs through the Landau resonance and KAWs can effectively heat electrons.…”
Section: Diffusive Shock Acceleration Of Electrons At a Finite-width mentioning
confidence: 99%
“…Unlike the inertial range, the nature of the turbulence in the dissipation range is still under debate. Two possible scenarios include Landau damping of kinetic Alfvén waves (KAWs; e.g., Leamon et al 1999Leamon et al , 2000Boldyrev & Perez 2012) or whistler waves (e.g., Stawicki et al 2001;Krishan & Mahajan 2004;Galtier 2006). For KAWs, k ⊥ k || , electron-wave interaction occurs through the Landau resonance and KAWs can effectively heat electrons.…”
Section: Diffusive Shock Acceleration Of Electrons At a Finite-width mentioning
confidence: 99%
“…(1) the nature of the plasma modes that carry the turbulent cascade down to electron scales-kinetic Alfvén wave or whistler and/or another type of turbulence (Sahraoui et al , 2010(Sahraoui et al , 2012Schekochihin et al 2009;Boldyrev & Perez 2012;Gary et al 2012;Podesta & TenBarge 2012;Chen et al 2013;Podesta 2013). Nevertheless, recent studies(e.g., Chen et al 2013;Podesta 2013) suggest that whistler turbulence, if present at subproton scales, contributes to only a small fraction of fluctuation energy; (2) the nature of the dissipative processes (Schekochihin et al 2009;Sahraoui et al 2010); and (3) the shape of the magnetic energy spectra-power law (Sahraoui et al , 2010 or exponential (Alexandrova et al 2012).…”
Section: Introductionmentioning
confidence: 99%
“…The kinetic Alfvén wave and whistler fluctuations are likely to make an important contribution to the turbulence below the proton gyroscale (see, e.g., Gary et al 2012;Saito and Gary 2012;Boldyrev and Perez 2012;Mithaiwala et al 2012). Particle-in-cell simulations show that the anisotropic whistler turbulence heats the electrons in the parallel direction as predicted by the linear theory and that in the low β plasmas the magnetic wavenumber spectrum becomes strongly anisotropic with spectral index in the perpendicular direction close to -4 (see, e.g., Gary et al 2012;Saito and Gary 2012).…”
Section: Collisionless Heating Of Ions and Electrons By Magnetic Turbmentioning
confidence: 99%