IKKI O‘LCHOVLI BOG‘LIQ BO‘LMAGAN MASALANING TEKIS DEFORMATSIYA HOLIDA KO‘CHISHLARGA NISBATAN YECHILISHI

Authors

  • O. O‘.Tilovov Author
  • M.Y. Turdaliyeva Author
  • Z. Xasanova Author

Keywords:

termoelastiklik nazariya, ishda ikki o‘lchovli bog‘liq bo‘lmagan termoelastiklik masala

Abstract

Odatda, termoelastiklik nazariyasida temperatura ta’sirida jismlarda hosil bo‘ladigan ko‘chish va kuchlanishlarni aniqlash muhim ahamiyatga ega. Ushbu ishda ikki o‘lchovli bog‘liq bo‘lmagan termoelastiklik masalasi tekis deformatsiya holida ko‘chishlarga nisbatan qaraladi. Masalaning boshqaruvchi tenglamalari muvozanat tenglamalari va Guk qonuni asosida hosil qilinib, ular FreeFEM dasturida variatsion usul, C++ dasturida esa chekli ayirmalar usuli yordamida sonli yechiladi.

Downloads

Download data is not yet available.

References

Khaldjigitov, A. A., Qalandarov, A., Asri Long, N. M. A., & Eshquvatov, Z. Numerical solution of 1D and 2D thermoelastic coupled problems. // International Journal of Modern Physics: Conference Series. – 2012. – Vol. 9. – P. 503–510.

Khaldjigitov, A. A., Tilovov, O. O., & Djumayozov, U. Z. Numerical solution of the problem of equilibrium of a parallelepiped in stresses. // E3S Web of Conferences. – 2023. – Vol. 401. – Art. 02019.

Khaldjigitov, A., Tilovov, O., & Xasanova, Z. A new approach to problems of thermoelasticity in stresses. // Journal of Thermal Stresses. – 2024. – P. 1–14.

Rekach, V. G. Guide to Solving Problems of Applied Elasticity Theory. – Moscow: Mir Publishers, 1973. – 294 p.

Timoshenko, S. P., & Goodier, J. N. Theory of Elasticity. – New York, NY: McGraw-Hill, 1970. – 567 p.

Downloads

Published

2026-04-20

How to Cite

`Tilovov, O., Turdaliyeva, M., & Xasanova, Z. (2026). IKKI O‘LCHOVLI BOG‘LIQ BO‘LMAGAN MASALANING TEKIS DEFORMATSIYA HOLIDA KO‘CHISHLARGA NISBATAN YECHILISHI. Scientific Practical Conference, 1(1), 66-70. https://d-pressa.com/index.php/spc/article/view/1221