Study of Vibrations in a Plane Angular Sector of Poroelastic Elliptic Cone

Employing Biot’s theory of poroelasticity, three-dimensional vibrations in a poroelastic solid that is subjected to static stresses is investigated. By considering second-order coupling between stress and strain, pertinent governing equations are derived. A frequency equation is obtained in the case of static uniaxial stress or strain. Phase velocity against static uniaxial stress is computed in the case of two poroelastic solids and results are presented graphically.

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Study of Vibrations in a Plane Angular Sector of Poroelastic Elliptic Cone

Cited by 3 publications

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Propagation of Vibrations in a Plane Angular Sector of Double Porosity Elliptic Cone

Propagation of Vibrations in a Plane Angular Sector of Double Porosity Elliptic Cone

Three-dimensional Green's functions of thermoporoelastic axisymmetric cones

Flexural vibrations of poroelastic solids in the presence of static stresses

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