https://doi.org/10.1140/epjp/s13360-022-03584-9
Regular Article
Novel solitonic localized structures of high-dimensional breaking equation
School of Information and Management, Guangxi Medical University, 530021, Nanning, China
Received:
23
June
2022
Accepted:
10
December
2022
Published online:
28
December
2022
In this paper, the separated solutions of the high-dimensional nonlinear breaking soliton equation are derived by using the multi-linear variable separation and the extended mapping method of Riccati equation. And the rich localized excitation structures are investigated. The simulation results verify the proposed scheme. It can get more abundant local excitation structures for high-dimensional nonlinear systems, and it has potential values for certain applications in optical field.
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