ASOSI KINEMATIK QO‘ZG‘ATILGAN TO‘RTBURCHAK PLASTINKA UCHUN CHEGARAVIY MASALA

Authors

  • Otaqulov Azamat Abdurasul o‘g‘li Samarkand davlat arxitektura-qurilish universiteti mustaqil izlanuvchisi, Samarqand, O‘zbekiston Author

Keywords:

plastinka, qo’zg’alishlar, chegaraviy shartlar, tebranish formalari, transsendent tenglama ildizlari

Abstract

Ushbu ishda kinematik qo‘zg‘alishlar ta’siridagi qarama qarshi tomonlari qistirib mahkamlangan va qolgan ikki tomonlari erkin bo‘lgan to‘g‘ri to‘rtburchak shaklidagi plastinka uchun chegaraviy masala yechilgan. Xususiy tebranish formalari aniqlangan.

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References

I. Senjanovic, N. Hadzic, N. Vladimir, D.-S. Cho. Natural vibrations of thick circular plate based on the modified Mindlin theory. Arch. Mech., 66, 6, pp. 389–409, Warszawa 2014.

M. Eisenberger, M. Jabareen. Axisymmetric vibrations of circular and annular plates with variable thickness. International Journal of Structural Stability and Dynamics Vol. 1, No. 2 (2001) 195–206.

L. B. Rao, C.K. Rao. Vibrations of a circular plate supported on a rigid concentric ring with translational restraint boundary. Engineering Transactions·January 2016 64, 3, 259–269 pp. https://www.researchgate.net/publication/307902036.

M.Y. Aiyesimi, A.A. Mohammed, S. Sadiku. A finite element analysis of the dynamic response of a thick uniform elastic circular plate subjected to an exponential blast loading. American journal of computational and applied mathematics 2011, 1(2), 57-62.

L.B. Rao, C.K. Rao. Vibrations of circular plates resting on elastic foundation with elastically restrained edge against translation. The Journal of Engineering Research (TJER), Vol. 15, No. 1 (2018) 14-25. https: // doi: 10.24200/tjer.vol15iss1pp14-25.

L.B. Rao, C.K. Rao. Vibrations of elastically restrained circular plates resting on winkler foundation. Arab J Sci Eng (2013) 38:3171–3180. https: doi 10.1007/s13369-012-0457-1.

Ying Meng, Xiaoye Mao, Hu Ding, Liqun Chen. Nonlinear vibrations of a composite circular plate with a rigid body. Applied mathematics and mechanics 44(6), 2023, 857–876 pp. https://doi.org/10.1007/s10483-023-3005-8.

Yos Sompornjaroensuk, Patiphan Chantarawichit. Vibration of Circular plates with Mixed Edge Conditions. Part I: Review of Research. July - December 2020, Vol.14, №.2, 136-157.

Yang Li, Yang Gao. Axisymmetric free vibration of functionally graded piezoelectric circular plates. Journal crystals 2024, 14, 1103. https: doi.org/10.3390/cryst14121103.

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Published

2026-04-20

How to Cite

Otaqulov , A. (2026). ASOSI KINEMATIK QO‘ZG‘ATILGAN TO‘RTBURCHAK PLASTINKA UCHUN CHEGARAVIY MASALA. Scientific Practical Conference, 1(1), 17-20. https://d-pressa.com/index.php/spc/article/view/893