Description
Wave Propagation and Time Reversal in Randomly Layered Media provides a comprehensive treatment of wave propagation phenomena in heterogeneous materials with random layering. The book develops asymptotic theories and multiscale methods to analyze how waves interact with random media, including scattering, dispersion, and localization effects.
The authors present innovative time reversal techniques that exploit random layering to achieve spatial focusing of waves. This is particularly relevant for applications in ultrasonic imaging, geophysics, and telecommunications. The mathematical framework combines probability theory with wave mechanics, offering both theoretical insights and practical computational methods.
Part of the Stochastic Modelling and Applied Probability series, this monograph is essential for researchers in applied mathematics, physics, and engineering who study complex wave phenomena in disordered systems.
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