Rayleigh Waves without Cubic Equations

Leon Knopoff

Institute of Geophysics and Planetary Physics
University of California, Los Angeles

Email: knopoff@physics.ucla.edu

poster/oral: poster

A Rayleigh wave is usually described as the solution to the mathematical problem of the determination of the eigenfunction of an elastic region with a free surface, with an eigenvalue that is one root of a cubic equation in the homogeneous case. The properties of Rayleigh waves on a homogeneous half-space are easily understood in terms of the deformation of elastic materials under stress without complex mathematics.


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