Dynamics of Anderson localization in open 3D media
S.E. Skipetrov, B.A. van Tiggelen
TL;DR
This paper presents a self-consistent theoretical framework to analyze the time-dependent behavior and decay rate distribution of Anderson localized states in open 3D disordered media, especially near the mobility edge.
Contribution
It introduces a novel self-consistent approach to study the dynamics of Anderson localization in open 3D systems, focusing on time-dependent transmission, reflection, and decay rates.
Findings
Analyzes the dynamics of Anderson localization in 3D media.
Provides insights into decay rate distributions near the mobility edge.
Develops a theoretical model for open disordered systems.
Abstract
We develop a self-consistent theoretical approach to the dynamics of Anderson localization in open three-dimensional (3D) disordered media. The approach allows us to study time-dependent transmission and reflection, and the distribution of decay rates of quasi-modes of 3D disordered slabs near the Anderson mobility edge.
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