Derives a complex dispersion relation for Love waves in a memory-dependent fractured poroviscoelastic medium with distributed sources and performs numerical analysis of heterogeneity, fractional order, and porosity effects.
Kiełczyński, Direct Sturm–Liouville problem for surface Love waves propagating in layered viscoelas- tic waveguides, Appl
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Time and Frequency domain analysis of Love waves generated by Gaussian, Ricker and double couple seismic sources in a memory dependent fractured poroviscoelastic layer on a heterogeneous viscoelastic half-space
Derives a complex dispersion relation for Love waves in a memory-dependent fractured poroviscoelastic medium with distributed sources and performs numerical analysis of heterogeneity, fractional order, and porosity effects.