TY  - JOUR
A1  - Vafin, Sergei
A1  - Schlickeiser, R.
A1  - Yoon, P. H.
T1  - AMPLIFICATION OF COLLECTIVE MAGNETIC FLUCTUATIONS IN MAGNETIZED BI-MAXWELLIAN PLASMAS FOR PARALLEL WAVE VECTORS. I. ELECTRON-PROTON PLASMA
JF  - The astrophysical journal : an international review of spectroscopy and astronomical physics
N2  - The general electromagnetic fluctuation theory is a powerful tool to analyze the magnetic fluctuation spectrum of a plasma. Recent works utilizing this theory for a magnetized non-relativistic isotropic Maxwellian electron-proton plasma have demonstrated that the equilibrium ratio of vertical bar delta B vertical bar/B-0 can be as high as 10(-12). This value results from the balance between spontaneous emission of fluctuations and their damping, and it is considerably smaller than the observed value vertical bar delta B vertical bar/B-0 in the solar wind at 1 au, where 10(-3) less than or similar to vertical bar delta B vertical bar/B-0 less than or similar to 10(-1). In the present manuscript, we consider an anisotropic bi-Maxwellian distribution function to investigate the effect of plasma instabilities on the magnetic field fluctuations. We demonstrate that these instabilities strongly amplify the magnetic field fluctuations and provide a sufficient mechanism to explain the observed value of vertical bar delta B vertical bar/B-0 in the solar wind at 1 au.
KW  - instabilities
KW  - magnetic fields
KW  - solar wind
KW  - turbulence
KW  - waves
Y1  - 2016
U6  - https://doi.org/10.3847/0004-637X/829/1/41
SN  - 0004-637X
SN  - 1538-4357
VL  - 829
PB  - IOP Publ. Ltd.
CY  - Bristol
ER  - 
TY  - JOUR
A1  - Thomas, Timon
A1  - Feldmeier, Achim
T1  - Radiative waves in stellar winds with line scattering
JF  - Monthly notices of the Royal Astronomical Society
N2  - Photospheric radiation can drive winds from hot, massive stars by direct momentum transfer through scattering in bound-bound transitions of atmospheric ions. The line radiation force should cause a new radiative wave mode. The dispersion relation from perturbations of the line force was analysed so far either in Sobolev approximation or for pure line absorption. The former does not include the line-driven instability, and the latter cannot account for upstream propagating, radiative waves. We consider a non-Sobolev line force that includes scattering in a simplified way, accounting however for the important line-drag effect. We derive a new dispersion relation for radiative waves, and analyse wave propagation using Fourier methods, and by numerical solution of an integro-differential equation. The existence of an upstream propagating, dispersive radiative wave mode is demonstrated.
KW  - hydrodynamics
KW  - radiative transfer
KW  - waves
KW  - stars: winds
KW  - outflows
Y1  - 2016
U6  - https://doi.org/10.1093/mnras/stw1008
SN  - 0035-8711
SN  - 1365-2966
VL  - 460
SP  - 1923
EP  - 1933
PB  - Oxford Univ. Press
CY  - Oxford
ER  -