2020
DOI: 10.3847/1538-4365/ab527f
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The Enhancement of Proton Stochastic Heating in the Near-Sun Solar Wind

Abstract: Stochastic heating is a non-linear heating mechanism driven by the violation of magnetic moment invariance due to large-amplitude turbulent fluctuations producing diffusion of ions towards higher kinetic energies in the direction perpendicular to the magnetic field. It is frequently invoked as a mechanism responsible for the heating of ions in the solar wind. Here, we quantify for the first time the proton stochastic heating rate Q ⊥ at radial distances from the Sun as close as 0.16 au, using measurements from… Show more

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Cited by 30 publications
(30 citation statements)
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“…Several competing mechanisms have been suggested for ion-scale dissipation: e.g., stochastic heating [42], Landau damping [13,17,76,77], and cyclotron resonance [10,16,18]. Correlations between signatures of the transition range and parameters associated with stochastic heating were not found [42,63]. Measurements of 3D ion distributions will enable comparison of damping rates associated with, e.g., Landau and cyclotron resonance, with our observed dissipation rates [1,8,[10][11][12][13][14]17,18,76,82,83].…”
mentioning
confidence: 67%
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“…Several competing mechanisms have been suggested for ion-scale dissipation: e.g., stochastic heating [42], Landau damping [13,17,76,77], and cyclotron resonance [10,16,18]. Correlations between signatures of the transition range and parameters associated with stochastic heating were not found [42,63]. Measurements of 3D ion distributions will enable comparison of damping rates associated with, e.g., Landau and cyclotron resonance, with our observed dissipation rates [1,8,[10][11][12][13][14]17,18,76,82,83].…”
mentioning
confidence: 67%
“…Measurements of 3D ion distributions will enable comparison of damping rates associated with, e.g., Landau and cyclotron resonance, with our observed dissipation rates [1,8,[10][11][12][13][14]17,18,76,82,83]. Additionally, heating processes may leave clear signatures in the distribution function: e.g., diffusive shells in the case of cyclotron resonance [84] or flattening associated with resonant damping or perpendicular stochastic heating [63,85]. Use of electric fields will enable analysis of alignment over the transition range, enabling further constraint of energy transfer, heating rates, and mechanisms [86][87][88].…”
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confidence: 79%
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“…In addition, we think the momentderived temperature values could be more physical because they do not impose the assumption of a Maxwellian shape on the velocity distribution functions. Other studies of the proton velocity distribution functions seen by PSP are reporting a significant non-Maxwellian kurtosis near E1 perihelion (Martinović et al 2020) , and other significant deviations from the two-Maxwellian model (Case et al 2020). This implies that different model functions other than bi-Maxwellian (for example, Wilson III et al (2019a,b) found bi-Kappa works better to fit electron halo and strahl VDFs) might be considered in the future work.…”
Section: Temperature Anisotropy Comparisonsmentioning
confidence: 93%
“…However, steep spectra (larger α values) have been typically observed in association with small values of the plasma beta and large levels of turbulent fluctuations, both recently in near-Sun environment by Parker Solar Probe, and also previously in the near-Earth environment by WIND [82]. Moreover, Parker Solar Probe measurements have also shown an enhanced perpendicular proton heating possibly due to stochastic heating related to the strong turbulent fluctuations particularly in the fast solar wind (see e.g., Martinović et al [83]) that could compete with all the mentioned mechanisms, including the heating mechanism suggested in this paper.…”
Section: Discussionmentioning
confidence: 57%