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On the modulation of exact structural solitons in interacting waves model |
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PP: 761-765 |
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doi:10.18576/amis/180408
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Author(s) |
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H. G. Abdelwahed,
Mihai Oproescu,
E. K. El-Shewy,
M. A. E. Abdelrahman,
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Abstract |
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| The nonlinear model for short and long interacting waves is considered one of the most important mathematical systems that studies the interaction between complex types of waves in different media and environments. The exact structure solution are produced. The dynamical energy equation is presented for studying stable and unstable solution conditions. Some stable and unstable solutions are obtained in the form of periodic envelopes, explosive and stationary soliton solutions. The obtained solutions can be used in space plasma, ocean waves, regenerative infectious for people crowds and economic viability resulting from controlling infectious these problems.
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