
TL;DR
This paper introduces a new type of one-dimensional topological kink that is strictly finite in size, lacking exponential or power-law tails, demonstrated through a simple mechanical system similar to those used for sinus-Gordon solitons.
Contribution
It presents a novel topological kink solution with finite size and no tails, expanding the understanding of topological solitons in mechanical systems.
Findings
Finite size topological kink demonstrated in a mechanical system.
Absence of exponential or power-like tails in the kink.
Potential implications for soliton theory and applications.
Abstract
One dimensional topological kink which has strictly finite size without any exponential or power-like tail is presented. It can be observed in a simple mechanical system akin to the one used in order to demonstrate sinus-Gordon solitons.
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Taxonomy
TopicsAdvanced Fiber Laser Technologies · Advanced Fiber Optic Sensors · Adhesion, Friction, and Surface Interactions
