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Quasi-Normal Modes in Triangular Barriers by Guillermo Aleman is a document available to read on EtoBox.
This document summarizes research on quasi-normal modes (QNMs) in a symmetric triangular barrier potential. QNMs describe dissipative wave systems like a ringing metal glass. The researchers obtained exact solutions for QNMs in a triangular barrier potential using Airy functions. They also constructed a wormhole geometry that produces an effective triangular barrier potential for scalar wave propagation. The researchers then used a Ferrari-Mashhoon method to relate the triangular barrier
- Author
- Guillermo Aleman
- Language
- EN