ELASTIK NAZARIYASI TEKIS MASALALARINI CHEKLI ELEMENTLAR USULI YORDAMIDA YECHISH

Authors

  • Javohir Asfandiyorov Sharof Rashidov nomidagi Samarqand davlat universiteti magistranti
  • Ja’far Rabbimqulov Sharof Rashidov nomidagi Samarqand davlat universiteti magistranti

Keywords:

Theory of elasticity, plane problems, finite element method, stress, deformation, mathematical modeling, numerical analysis.

Abstract

This article examines the solution of plane problems in the theory of elasticity using the finite element method (FEM). A mathematical model was developed to determine the stress and deformation states in plane elastic bodies, and numerical calculations were carried out based on FEM. The results of the computations were analyzed in graphical and tabular forms, and the efficiency of the method was substantiated.

References

1. Timoshenko, S.P., & Goodier, J.N. (1970). Theory of Elasticity.

McGraw-Hill. Elastik nazariya asoslari va tekis masalalarning klassik yechimlari.

2. Zienkiewicz, O.C., & Taylor, R.L. (2000). The Finite Element Method. Butterworth-Heinemann. Chekli elementlar usulining nazariyasi va amaliy qo‘llanilishi.

3. Bathe, K.J. (1996). Finite Element Procedures. Prentice Hall. Chekli elementlar asosida hisoblash algoritmlari va strukturalar tahlili.

4. Reddy, J.N. (2006). An Introduction to the Finite Element Method. McGraw-Hill. Chekli elementlar usuli va uning muhandislik masalalariga tadbiqi.

5. Fayziev M. A. Methods of teaching the" operators" section in the teaching of pascal programming language on the basis of a logical scheme of concepts //Journal Of Critical Review. JCR. – 2020. – Т. 7. – №. 6. – С. 2056-2060.

6. Fayziyev, M.A. Abdullayev, Sh.A. (2018). “Chekli elementlar usuli yordamida elastiklik masalalarining yechimi”, Injenerlik fanlari jurnali, 12(3), 45-53. Elastik jismlarda kuchlanish va deformatsiya tahlili.

7. ANSYS Help Documentation (2023). ANSYS Mechanical User’s Guide.

ChEU asosida sonli modellashtirish va tahlil bo‘yicha amaliy qo‘llanma.

8. MATLAB Documentation (2023). Partial Differential Equation Toolbox.

Elastiklik masalalarini yechishda MATLAB vositalarining qo‘llanilishi.

9. Shadiev R. et al. Improving Student Learning Satisfaction in Lectures in English as a Medium of Instruction with Speech-Enabled Language Translation Application //International Conference on Innovative Technologies and Learning. – Cham : Springer International Publishing, 2020. – С. 576-581.

10. FAYZIYEV M. PASKAL DASTURLASH TILIDAGI “OPERATORLAR” BOʻLIMINI TUSHUNCHALARNING MANTIQIY SXEMASI ASOSIDA OʻQITISH METODIKASI //«ACTA NUUz». – 2024. – Т. 1. – №. 1.7. 1. – С. 195-198.

11. Shadiev R. et al. Comparing effects of STR versus SELT on cognitive load //2019 Twelfth International Conference on Ubi-Media Computing (Ubi-Media). – IEEE, 2019. – С. 284-287.

12. Shadiev R., Shadiev N., Fayziev M. Exploring influence of cultural constructs and social network on cross-cultural learning //International Conference on Innovative Technologies and Learning. – Cham : Springer International Publishing, 2018. – С. 345-350.

Downloads

Published

2026-01-23

How to Cite

ELASTIK NAZARIYASI TEKIS MASALALARINI CHEKLI ELEMENTLAR USULI YORDAMIDA YECHISH. (2026). INTERNATIONAL SCIENTIFIC INNOVATION RESEARCH CONFERENCE, 3(1), 3-8. https://universalconference.us/universalconference/index.php/isirc/article/view/6514