Dynamics Behavior of Lumps and Interaction Solutions of a (3+1)-Dimensional Partial Differential Equation

Dynamics Behavior of Lumps and Interaction Solutions of a (3+1)-Dimensional Partial Differential Equation

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In this work, we investigate underwater treasures sunken medallion a linear partial differential equation in (3+1)-dimensions.We construct lump solutions which localize in all directions in the (x,y,z)-space.By combining the trigonometric, hyperbolic and exponential functions with a quadratic function, diversity interaction solutions such as interacted lumps with periodic waves and interacted lumps with multisoliton are generated.The phenomena of interaction redken shades 9gi solutions between a lump and a multisoliton and between a lump and a multikink soliton are presented by figures.

The results expand understanding dynamical behavior of the (3+1)-dimensional partial differential equations.