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Stable Kink-Kink and Metastable Kink-Antikink Solutions
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We construct and study two kink theories. One contains a static 2-kink configuration with controllable binding energy. The other contains a locally stable non-topological solution, which we call a lavion. The new models are 1D analogs of non-integrable systems in higher dimensions such as the Skyrme model and realistic vortex systems. To help construct the theories, we derive a simple expression for the interaction energy between two kinks.
SIGMA (Symmetry, Integrability and Geometry: Methods and Application)
Title: Stable Kink-Kink and Metastable Kink-Antikink Solutions
Description:
We construct and study two kink theories.
One contains a static 2-kink configuration with controllable binding energy.
The other contains a locally stable non-topological solution, which we call a lavion.
The new models are 1D analogs of non-integrable systems in higher dimensions such as the Skyrme model and realistic vortex systems.
To help construct the theories, we derive a simple expression for the interaction energy between two kinks.
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