Revisiting the Acousto-Electric Effect
Ewan M Wright, John Mack, Alex Wendt, Austin Burrington, Will Roberts, Dalton Anderson, and Matt Eichefield

TL;DR
This paper offers a new theoretical perspective on the acousto-electric effect by deriving a wave equation that incorporates phonon-electron interactions, linking it to phenomena like superradiance and the Zel'dovich effect.
Contribution
It introduces a novel wave equation for the acoustic field that models phonon-electron interactions as loss or gain, connecting the acousto-electric effect to other physical phenomena.
Findings
Derived a wave equation similar to Stokes' viscous wave equation.
Identified phonon-electron interactions as a source of loss/gain.
Connected the acousto-electric effect to superradiance and Zel'dovich effect.
Abstract
The goal of this paper is to provide a new perspective on the acousto-electric effect by deriving a wave equation for the acoustic field that is akin to Stokes 1845 viscous wave equation and in which the phonon-electron interaction provides the loss/gain term. We hope this new perspective may provide some insight into the workings of the acousto-electric effect, and we use it to build connections to other areas of research, in particular inertial motion superradiance and the Zel'dovich effect.
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Taxonomy
TopicsQuantum and Classical Electrodynamics · Cold Fusion and Nuclear Reactions · Optical and Acousto-Optic Technologies
