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- W3192992119 abstract "Abstract The method of derivation of non‐linear equations for interacting modes is explained and applied to a plasma's flow affected by a magnetic field. It is based on the linear projecting of the total perturbation field into specific variations of variables in individual modes of a flow. The method may be applied in many examples of fluid flows with different mechanisms of non‐adiabaticity. It is of special importance in complex flows with large number of different modes. A flow of an ionized gas is one of the examples of such flows: it incorporates fast, slow magnetosonic modes, the Alfvén mode and the entropy mode. In the frames of this study, the wave vector may form an arbitrary angle with the straight equilibrium magnetic field. Thermal conduction, dynamic viscosity and a generic heating–cooling function, which is responsible for an energy inflow and radiative losses, are taken into account. Variable and plasma‐ β , diversity of the wave modes and a balance of different mechanisms of non‐adiabaticity make the description of non‐linear interaction of modes special. The non‐linear excitation of the magnetosonic mode by the entropy mode is considered as an example." @default.
- W3192992119 created "2021-08-16" @default.
- W3192992119 creator A5056009076 @default.
- W3192992119 date "2021-08-02" @default.
- W3192992119 modified "2023-10-17" @default.
- W3192992119 title "The description of non‐linear interactions of wave and non‐wave modes in a non‐adiabatic plasma flow" @default.
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- W3192992119 doi "https://doi.org/10.1002/ctpp.202100067" @default.
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