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Non-linear electromagnetic wave dynamics: Investigating periodic and quasi-periodic behavior in complex engineering systems

Author

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  • Bhowmike, Nirman
  • Rehman, Zia Ur
  • Naz, Zarmeena
  • Zahid, Muhammad
  • Shoaib, Sultan
  • Amin, Yasar

Abstract

Non-linear electromagnetic waves obliquely propagating have been explored in multi-ion magnetized plasma, including resistance to motion, electro-polar charged ions, trapped electrons, and electro-negative heavy isotopes. For an unperturbed electromagnetic wave, the diversity of the solitonic system is calculated using a direct algebraic scheme. The reductive perturbation bridge is used as a bridge in nonlinear KdV equations and dispersion coefficients that rely on the components of plasma. We search out the solutions for the nonlinear KdV equation. As well, the fundamental impact of isothermal ions on electromagnetic waves has been recognized. The study of our present work helps to allow us to sort out problems as part of the electromagnetic expansion as a high-speed wave rolling in space for communication via satellites, and even areas of study that are associated with the development of sciences, such as double-helix molecular collision and the change in the behavior of electromagnetic waves.

Suggested Citation

  • Bhowmike, Nirman & Rehman, Zia Ur & Naz, Zarmeena & Zahid, Muhammad & Shoaib, Sultan & Amin, Yasar, 2024. "Non-linear electromagnetic wave dynamics: Investigating periodic and quasi-periodic behavior in complex engineering systems," Chaos, Solitons & Fractals, Elsevier, vol. 184(C).
    • Handle: RePEc:eee:chsofr:v:184:y:2024:i:c:s0960077924005368
    DOI: 10.1016/j.chaos.2024.114984
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