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Analysis of hyperbolic magneto-hydrodynamic [HMHD] wave propagation through neutrino-coupled plasma

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Abstract By using the Hyperbolic Magneto Hydrodynamic model, we investigated the propagation dynamics of a neutrino-coupled plasma system, with the influence of Hall current, rotation, viscosity and finite electrical resistivity. The general dispersion relation is obtained from the perturbed equations for both the Jean’s and neutrino beam instability. The effect of different parameters has been discussed in both parallel and perpendicular modes of wave propagation. The Jean’s instability condition is modified due to the presence of Hall current, Magnetic field and neutrino in both modes of propagation. The growth rate of the neutrino beam is affected by Hall current, viscosity magnetic field and rotation in both propagating modes. We also show the effect of different parameters on the growth rate of a neutrino-coupled plasma system through a graphical presentation.
Title: Analysis of hyperbolic magneto-hydrodynamic [HMHD] wave propagation through neutrino-coupled plasma
Description:
Abstract By using the Hyperbolic Magneto Hydrodynamic model, we investigated the propagation dynamics of a neutrino-coupled plasma system, with the influence of Hall current, rotation, viscosity and finite electrical resistivity.
The general dispersion relation is obtained from the perturbed equations for both the Jean’s and neutrino beam instability.
The effect of different parameters has been discussed in both parallel and perpendicular modes of wave propagation.
The Jean’s instability condition is modified due to the presence of Hall current, Magnetic field and neutrino in both modes of propagation.
The growth rate of the neutrino beam is affected by Hall current, viscosity magnetic field and rotation in both propagating modes.
We also show the effect of different parameters on the growth rate of a neutrino-coupled plasma system through a graphical presentation.

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