Relativistically modulational instability by strong Langmuir waves
X. L. Liu, Sanqiu Liu, X. Q. Li
Abstract
X. L. Liu, Sanqiu Liu, X. Q. Li
Abstract
Based on the set of nonlinear coupling equations, which has considered the relativistic effects of electrons, modulational instability by strong Langmuir waves has been investigated in this paper. Both the characteristic scale and maximum growth rate of the Langmuir field will enhance with the increase in the electron relativistic effect. The numerical results indicate that longitudinal perturbations induce greater instability than transverse perturbations do, which will lead to collapse and formation of the pancake-like structure.
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Based on the set of nonlinear coupling equations, which has considered the relativistic effects of electrons, modulational instability by strong Langmuir waves has been investigated in this paper. Both the characteristic scale and maximum growth rate of the Langmuir field will enhance with the increase in the electron relativistic effect. The numerical results indicate that longitudinal perturbations induce greater instability than transverse perturbations do, which will lead to collapse and formation of the pancake-like structure.
Key concepts: Modulational instability, Physics, Instability, Langmuir, Quantum electrodynamics, Plasma, Electron, Two-stream instability