Mechanical Soliton as a Mathematical Model

Mechanical solitons are fascinating and complex phenomena that arise in various physical systems, from solid-state materials to fluids. These solitons are solitary waves that maintain their shape and velocity as they propagate through a medium, making them distinct from typical waves that disperse and lose energy over time. Their unique behavior and stability have made them the subject of extensive research and have led to significant advancements in our understanding of wave propagation.In recent years, there has been growing interest in exploring solitons in novel mechanical systems, such as metamaterials and microscale structures. These systems offer unique possibilities for manipulating and controlling solitons, enabling the design of advanced devices with tailored wave transmission properties. The study of mechanical solitons also finds applications in areas like energy harvesting, signal processing, and information transfer.

Autorentext

Dr Dellal is serving as an Associate Professor at Tissemsilt University in Tissemsilt, Algeria. He successfully defended a "PhD" thesis titled "Some construction of some class for Non-Linear PDE's Admitting Soliton Solutions." His research primarily revolves around investigating soliton solutions in nonlinear partial differential equations.