Thermal Buckling and Thermal Induced free Vibration Analysis of Perforated Composite Plates: a Mathematical Model

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SOLEIMANIAN S.; DAVAR A.; ESKANDARI JAM J.; ZAMANI M.R.; Heydari Beni M.

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Paper Information

Journal: MECHANICS OF ADVANCED COMPOSITE STRUCTURES Year:2020 | Volume:7 | Issue:1 Page(s): 15-23

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Title

Thermal Buckling and Thermal Induced free Vibration Analysis of Perforated Composite Plates: a Mathematical Model

Author(s)

Keywords

Thermal buckling

Free vibration

Perforated plate

Heaviside function

Mathematical modeling

Abstract

This artcile is concerned with thermal buckling and thermal induced free vibration analyses of PCPs (perforated composite plates) with simply supported edges applying a mathematical model. The stiffness and density of PCP are defined locally using Heaviside distribution functions. The governing equations are derived based on CLPT. The present solution gives reasonable results in comparison with the few literatures. In order to inspect the structural behaviour of PCPs subjected to initial thermal loads, many parametric studies have been carried out. Results indicated that the presence of perforations has a significant effect on thermal buckling and thermal induced fundamental frequency.

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APA: Copy

SOLEIMANIAN, S., DAVAR, A., ESKANDARI JAM, J., ZAMANI, M.R., & Heydari Beni, M.. (2020). Thermal Buckling and Thermal Induced free Vibration Analysis of Perforated Composite Plates: a Mathematical Model. MECHANICS OF ADVANCED COMPOSITE STRUCTURES, 7(1), 15-23. SID. https://sid.ir/paper/355083/en

Vancouver: Copy

SOLEIMANIAN S., DAVAR A., ESKANDARI JAM J., ZAMANI M.R., Heydari Beni M.. Thermal Buckling and Thermal Induced free Vibration Analysis of Perforated Composite Plates: a Mathematical Model. MECHANICS OF ADVANCED COMPOSITE STRUCTURES[Internet]. 2020;7(1):15-23. Available from: https://sid.ir/paper/355083/en

IEEE: Copy

S. SOLEIMANIAN, A. DAVAR, J. ESKANDARI JAM, M.R. ZAMANI, and M. Heydari Beni, “Thermal Buckling and Thermal Induced free Vibration Analysis of Perforated Composite Plates: a Mathematical Model,” MECHANICS OF ADVANCED COMPOSITE STRUCTURES, vol. 7, no. 1, pp. 15–23, 2020, [Online]. Available: https://sid.ir/paper/355083/en

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