4.6 Article

The Stability of the Electron Strahl against the Oblique Fast-magnetosonic/Whistler Instability in the Inner Heliosphere

Journal

ASTROPHYSICAL JOURNAL LETTERS
Volume 926, Issue 2, Pages -

Publisher

IOP Publishing Ltd
DOI: 10.3847/2041-8213/ac4dff

Keywords

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Funding

  1. STFC Ernest Rutherford Fellowship [ST/P003826/1]
  2. STFC [ST/T506485/1, ST/S000240/1, ST/V006320/1]
  3. ESA Networking/Partnering Initiative (NPI) [4000127929/19/NL/MH/mg]
  4. Colombian program Pasaporte a la Ciencia, Foco Sociedad-Reto 3, ICETEX [3933061]
  5. UCL Impact Studentship - ESA NPI [4000125082/18/NL/MH/ic]

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The study analyzes the micro-kinetic stability of the electron strahl in the solar wind and finds that the electron strahl is generally stable against the oblique FM/W instability in the inner heliosphere. The instability, if present, can only be sporadically excited and exists for short periods of time. Further numerical evaluation of individual distributions is recommended to consider uncertainties in the stability thresholds.
We analyze the micro-kinetic stability of the electron strahl in the solar wind depending on heliocentric distance. The oblique fast-magnetosonic/whistler (FM/W) instability has emerged in the literature as a key candidate mechanism for the effective scattering of the electron strahl into the electron halo population. Using data from the Parker Solar Probe (PSP) and Helios, we compare the measured strahl properties with the analytical thresholds for the oblique FM/W instability in the low- and high-beta (parallel to c ) regimes, where beta (parallel to c ) is the ratio of the core parallel thermal pressure to the magnetic pressure. Our PSP and Helios data show that the electron strahl is on average stable against the oblique FM/W instability in the inner heliosphere. Our analysis suggests that the instability, if at all, can only be excited sporadically and on short timescales. We discuss the caveats of our analysis and potential alternative explanations for the observed scattering of the electron strahl in the solar wind. Furthermore, we recommend the numerical evaluation of the stability of individual distributions in the future to account for any uncertainties in the validity of the analytical expressions for the instability thresholds.

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