2005Georgian Mathematical JournalRequires access

Disturbance Due to a Time Harmonic Source in Orthotropic Micropolar Viscoelastic Medium

Rajneesh Kumar, Suman Choudhary

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Abstract

Abstract The present study is concerned with the plane strain problem in homogeneous orthotropic micropolar viscoelastic solid. The disturbance due to the time harmonic concentrated source is investigated by employing the eigenvalue approach. Integral transforms have been inverted by a numerical technique to obtain the components of displacement, force stress and couple stress in the physical domain. The results obtained are given and illustrated graphically.

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What this paper is about

Abstract The present study is concerned with the plane strain problem in homogeneous orthotropic micropolar viscoelastic solid. The disturbance due to the time harmonic concentrated source is investigated by employing the eigenvalue approach. Integral transforms have been inverted by a numerical technique to obtain the components of displacement, force stress and couple stress in the physical domain. The results obtained are given and illustrated graphically.

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Available abstract

Abstract The present study is concerned with the plane strain problem in homogeneous orthotropic micropolar viscoelastic solid. The disturbance due to the time harmonic concentrated source is investigated by employing the eigenvalue approach. Integral transforms have been inverted by a numerical technique to obtain the components of displacement, force stress and couple stress in the physical domain. The results obtained are given and illustrated graphically.

Key concepts: Orthotropic material, Viscoelasticity, Eigenvalues and eigenvectors, Mathematics, Harmonic, Displacement (psychology), Homogeneous, Mathematical analysis

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