...@gmail.com 01 07 2024 06 09 2024 24 09 2024 26 09 2024 Love-type wave Hydrogel layer PFRC materials Heterogeneity Phase velocity Propagation of Love-type waves in a piezoelectric layer is an intriguing phenomenon that possesses significant practical implications...

... ‥ ) , where © Emerald Publishing Limited 2022 Emerald Publishing Limited Licensed re-use rights only Rayleigh wave Phase velocity Attenuation coefficient Porosity Thermal relaxation time Council of Scientific and Industrial Research 09/135(0792)/2017-EMR-1 c 11 2...

... z ) ∂ v 1 ∂ z + ∂ 2 v 1 ∂ z 2 = ρ 1 μ 1 η 1 ∂ 2 v 1 ∂ t 2 . Hydrostatic initial stress Viscoelastic Phase velocity Love-type wave Damped velocity Dry sandy There is no doubt...

... are employed so that frequency equation is separated into two parts which gives attenuation coefficient and phase velocity. If the shear viscosity is neglected, then the problem reduces to that of the classical Biot’s theory. Findings For the numerical purpose, the solids Berea sandstone and bone are used...

... and short conditions. Findings The study reveals that the phase velocity of Love-type wave is prominently influenced by wave number, size of irregularity, piezoelectric constant and dielectric constant of an irregular piezoelectric layer. Numerical simulation and graphical illustrations have been...

... piezothermoelastic diffusive medium. The different characteristics of waves like phase velocity and attenuation quality factor are computed numerically and presented graphically to show the piezoelectric effect. Originality/value – A significant piezoelectric effects have been observed on the different...

... and propagation of Rayleigh wave. The existence of Rayleigh wave in the assumed model depends on the values of various parameters involved in the secular equation. These roots are resolved for phase velocity and attenuation of the inhomogeneous propagation of Rayleigh wave. Behavior of particle motion...

... plate bordered with water. The dispersion curves for symmetric and skew-symmetric wave modes are computed numerically and presented graphically. Keywords Microstretch, Secular equations, Phase velocity, Attenuation, Inviscid liquid Nomenclature , , , , K , 0 , 0 , 1 , b0 - material constants...

...Rajneesh Kumar; B.S. Hundal The propagation of circular crested waves in a fluid saturated incompressible porous plate is analyzed. The frequency equations, for symmetric and anti‐symmetric waves, connecting the phase velocity with wave number are derived. At short wave length limits the frequency...