Nonlinear wave-wave interactions in quantum plasmas
A. P. Misra, P. K. Shukla

TL;DR
This paper investigates nonlinear wave interactions in quantum plasmas, revealing how quantum effects influence chaos, soliton formation, and turbulence through the quantum Zakharov equations.
Contribution
It introduces a theoretical analysis of quantum Langmuir and ion-acoustic wave interactions, highlighting quantum tunneling effects on wave dynamics and chaos transition.
Findings
Quantum tunneling increases the length scale for instability.
Quantum effects lead to earlier wave pattern collisions and fusion.
Multiple solitary patterns evolve into spatiotemporal chaos.
Abstract
Wave-wave interaction in plasmas is a topic of important research since the 16th century. The formation of Langmuir solitons through the coupling of high-frequency (hf) Langmuir and low-frequency (lf) ion-acoustic waves, is one of the most interesting features in the context of turbulence in modern plasma physics. Moreover, quantum plasmas, which are ubiquitous in ultrasmall electronic devices, micromechanical systems as well as in dense astrophysical environments are a topic of current research. In the light of notable interests in such quantum plasmas, we present here a theoretical investigation on the nonlinear interaction of quantum Langmuir waves (QLWs) and quantum ion-acoustic waves (QIAWs), which are governed by the one-dimensional quantum Zakharov equations (QZEs). It is shown that a transition to spatiotemporal chaos (STC) occurs when the length scale of excitation of linear…
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