DEFORMATSIYALANUVCHI IKKI QATLAMLI TIZIMLAR TEBRANISH TENGLAMALARINI TUZISH XUSUSIYATLARI

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Published: 2026-09-25
DOI: https://doi.org/10.5281/zenodo.23210027
Keywords:
Ikki qatlamli plastinka, nostatsionar tebranish, matematik model, harakat tenglamalari, deformatsiyalanuvchi tizim, chegaraviy shartlar

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f.-m.f.f.d. (PhD) Xoljigitov Sobir Mamarasupovich
O‘zbekiston Milliy universiteti Jizzax filiali “Amaliy matematika” kafedrasi dotsenti
Egamberdiyeva Mohinur Fahriddin qizi
O‘zbekiston Milliy universiteti Jizzax filiali “Amaliy matematika” kafedrasi magistranti

Abstract

Ushbu tezisda ikki qatlamli elastik plastinkalarning nostatsionar tebranishlarini matematik modellashtirishning nazariy asoslari, xususan, deformatsiyalanuvchi tizimlar uchun harakat tenglamalarini tuzish xususiyatlari ko‘rib chiqilgan. Qatlamlar orasidagi mukammal yopishish (kontakt) shartlari, geometrik va fizik-mexanik parametrlarning hisobga olinishi hamda tayanch konturidagi chegaraviy shartlarni tanlash masalalari tahlil qilingan.

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Issue

Vol. 1 No. 1 (2026): Kompyuter ilmlari va muhandislik texnologiyalari. Xalqaro ilmiy-texnik anjuman 1-qism

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Articles
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This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

How to Cite

Xoljigitov , S., & Egamberdiyeva , M. (2026). DEFORMATSIYALANUVCHI IKKI QATLAMLI TIZIMLAR TEBRANISH TENGLAMALARINI TUZISH XUSUSIYATLARI. Konferensiyalar, 1(1), 216-218. https://doi.org/10.5281/zenodo.23210027

References

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Xoljigitov S.M., Egamberdiyeva M.F. Ikki qatlamli elastik plastinkalarning tebranish masalalarini matematik modellashtirish// Raqamli jamiyatda fan va ta’limning integratsiyalalashuvi: matematika, iqtisod, pedagogika va psixologiyaning yangi yondashuvlari mavzusidagi Respublika ilmiy-texnik anjuman materiallari toʻplami (2026-yil 20-21-aprel) –b.48-50.

Indiaminov R. Sh., Narkulov A., Khakberdiyev S., Butayev R. B., Xoljigitov S.M., Nematov Sh. Nonlinear models of viscoelastic plates and shells// Vibroengineering procedia. december 2025, volume 6, published online 22 December 2025, ISSN PRINT 2345-0533, ISSN ONLINE 2538-8479 Scopus, - P. 748–757, DOI https://doi.org/10.21595/vp.2025.25231

Khudoyberdiyev Z., Yalgashev B., Xoljigitov S., Suyunova Z., Omonov Sh. Numerical solution of the bending equation for a threelayered plate with two parallel sides rigidly fixed and the other two parallel sides simply supported // International Conference “Advanced Mechanics: Structure, Materials, Tribology” AIP Conf. Proc. 3405, 340001-1–340001-5; https://doi.org/10.1063/12.0043284

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