A System of Irregular Fundamental Solutions to Wave Equation in a Three-Dimensional Inhomogeneous Medium

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Analysis demonstrates how wave equation helps in understanding attenuation in irregular waves, suggesting new methods for evaluating wave fields.

Attenuation functions relate to wave equation, indicating physical behavior of edge and tip waves.
Study shows that specific irregular solutions coincide with high-frequency asymptotics.
Method involves integrating irregular solutions as fundamental elements for wave field analysis.
Implications extend to advanced wave field evaluations in diverse inhomogeneous media.

A.M. Aizenberg (1993) studied this question.

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Analysis demonstrates how wave equation helps in understanding attenuation in irregular waves, suggesting new methods for evaluating wave fields.