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An indentation contact problem of a stamp and a bonded thin elastic layer

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Analysis reveals the influence of contact pressure in bonded elastic layers, suggesting new numerical methods and insights on stress behavior.

Contact pressure approaches a Hertzian type as layer thickness increases, indicating a key relationship.
The numerical scheme includes approximating contact pressure with Chebyshev polynomials to enhance accuracy.
Influences of Poisson's ratio on contact stresses are explored, showing dependence on material properties.
Numerical results validate the model through comparison with existing analytical solutions, ensuring reliability.

Zhang et al. (2025) studied this question.

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Analysis reveals the influence of contact pressure in bonded elastic layers, suggesting new numerical methods and insights on stress behavior.