2021
DOI: 10.1017/s0022377820001567
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Local and global properties of energy transfer in models of plasma turbulence

Abstract: The nature of the turbulent energy transfer rate is studied using direct numerical simulations of weakly collisional space plasmas. This is done comparing results obtained from hybrid Vlasov–Maxwell simulations of collisionless plasmas, Hall magnetohydrodynamics and Landau fluid models reproducing low-frequency kinetic effects, such as the Landau damping. In this turbulent scenario, estimates of the local and global scaling properties of different energy channels are obtained using a proxy of the local energy … Show more

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Cited by 4 publications
(3 citation statements)
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References 96 publications
(179 reference statements)
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“…A term describing the dissipation, called η∇ 2 S b /2, and a large-scale forcing terms, called −(∂S/∂t)/4, were also computed, in order to account for possible deviations from the strictly stationary state and for finite Reynolds number effects. Figure 31 Finally, Vásconez et al (2021) examined the different prominence of the Hall effect in different numerical models. To this aim, these authors used a set of two-dimensional numerical simulations with out-of-plane ambient magnetic field, including: (i) a Hall-MHD DNS (Perrone et al, 2018); (ii) a Landau Fluid model, which retains part of the low-frequency kinetic physics, such as the Landau damping, but uses a weakly nonlinear approximation (for a detailed description of the model, see Passot et al, 2014); and (iii) a hybrid Vlasov-Maxwell DNS, which describes the ion kinetic physics (including the Hall physics) at the expenses of scale separation in the MHD range (Valentini et al, 2007).…”
Section: Additional Terms For Hall-mhdmentioning
confidence: 99%
See 1 more Smart Citation
“…A term describing the dissipation, called η∇ 2 S b /2, and a large-scale forcing terms, called −(∂S/∂t)/4, were also computed, in order to account for possible deviations from the strictly stationary state and for finite Reynolds number effects. Figure 31 Finally, Vásconez et al (2021) examined the different prominence of the Hall effect in different numerical models. To this aim, these authors used a set of two-dimensional numerical simulations with out-of-plane ambient magnetic field, including: (i) a Hall-MHD DNS (Perrone et al, 2018); (ii) a Landau Fluid model, which retains part of the low-frequency kinetic physics, such as the Landau damping, but uses a weakly nonlinear approximation (for a detailed description of the model, see Passot et al, 2014); and (iii) a hybrid Vlasov-Maxwell DNS, which describes the ion kinetic physics (including the Hall physics) at the expenses of scale separation in the MHD range (Valentini et al, 2007).…”
Section: Additional Terms For Hall-mhdmentioning
confidence: 99%
“…It is of course easy to imagine the extension of the LET to the more complete versions of the exact laws described in this review, for example to include anisotropy, Hall terms, and compressibility, and how this approach could provide crucial information on the specific locally dominating process or processes that drive the dissipation. Initial attempts in this direction were performed using numerical simulations of the Hall-MHD equations or of the Vlasov-Maxwell system (Yang et al, 2018;Vásconez et al, 2021;Pezzi et al, 2021). One example of a map of the LET for the Hall-MHD exact law, simply…”
Section: Sorrisomentioning
confidence: 99%
“…Wang et al [13] proposed an extended variational mode decomposition (VMD) method to discuss the multiscale characteristics of multi-component turbulence. Vásconez et al [14] studied the global and local properties of energy exchange and cascade in plasmas turbulence using the direct numerical simulations (DNS) model. It's worth noting that most of these aforementioned methods utilize the simulated turbulence data rather than the data observed in the actual deep-sea fields.…”
Section: Introductionmentioning
confidence: 99%