A multi-layered model of Newtonian viscous liquid, fiber-reinforced and poro-elastic media over a self-weighted half-space to investigate the SH-wave interactions

Mario, John Stephen; Alam, Parvez

doi:10.1080/15376494.2023.2256537

Mechanics of Advanced Materials and Structures

2023

DOI: 10.1080/15376494.2023.2256537

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A multi-layered model of Newtonian viscous liquid, fiber-reinforced and poro-elastic media over a self-weighted half-space to investigate the SH-wave interactions

John Stephen Mario,

Parvez Alam

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2024

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Cited by 6 publications

References 36 publications

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Examining the contact problem of a functionally graded layer supported by an elastic half‐plane with the analytical and numerical methods

Yaylacı,

Yaylı,

Öztürk

et al. 2024

Math Methods in App Sciences

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This study offers a comparative study of the analytical and numerical methods for investigating a contact problem. The contact problem comprises a functionally graded layer supported by a half‐plane and loaded with a distributed load from the top surface. First, the analytical and numerical solutions to the problem are acquired by utilizing a theory of elasticity and finite element method, respectively. The problem is transformed into a system of integral equations in which the contact stress is an unknown function. The solution of the integral equation was achieved with Gauss–Jacobi integration formulation. The finite element model of the problem is created using ANSYS software, and the two‐dimensional analysis of the problem is performed. Results were obtained from the samples for different material properties and loading conditions. The distributed load width and non‐homogeneity parameters significantly impact on contact mechanics. The results indicate that the contact area and the contact stress obtained from finite element method (FEM) are close to the analytical results. As a result, acceptable error rates were obtained. Finally, this study provides evidence of a good agreement between the two methods.

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Examining the contact problem of a functionally graded layer supported by an elastic half‐plane with the analytical and numerical methods

Yaylacı,

Yaylı,

Öztürk

et al. 2024

Math Methods in App Sciences

View full text Add to dashboard Cite

show abstract

Nonlinear guided wave mixing in weld joints for detection of material nonlinearity

Aslam,

Lee

2024

Thin-Walled Structures

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A numerical study of wave baffles on sloshing reduction of rectangular containers under combined excitation

V.,

Palanisamy

2024

Mechanics of Advanced Materials and Structures

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A multi-layered model of Newtonian viscous liquid, fiber-reinforced and poro-elastic media over a self-weighted half-space to investigate the SH-wave interactions

Cited by 6 publications

References 36 publications

Examining the contact problem of a functionally graded layer supported by an elastic half‐plane with the analytical and numerical methods

Examining the contact problem of a functionally graded layer supported by an elastic half‐plane with the analytical and numerical methods

Nonlinear guided wave mixing in weld joints for detection of material nonlinearity

A numerical study of wave baffles on sloshing reduction of rectangular containers under combined excitation

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