IKKI O’LCHOVLI ELASTIK JISMLARNI CHEKLI ELEMENTLAR USULIDA YECHISH

ORIGINAL SOURCE
Originally published in INTERNATIONAL CONFERENCE ON ANALYSIS OF MATHEMATICS AND EXACT SCIENCES; Vol. 3 No. 1 (2026): INTERNATIONAL CONFERENCE ON ANALYSIS OF MATHEMATICS AND EXACT SCIENCES; 13-18.

Javohir, Asfandiyorov and Ja’far, Rabbimqulov (2026) IKKI O’LCHOVLI ELASTIK JISMLARNI CHEKLI ELEMENTLAR USULIDA YECHISH. INTERNATIONAL CONFERENCE ON ANALYSIS OF MATHEMATICS AND EXACT SCIENCES; Vol. 3 No. 1 (2026): INTERNATIONAL CONFERENCE ON ANALYSIS OF MATHEMATICS AND EXACT SCIENCES; 13-18.

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Abstract

This article addresses the solution of deformation and stress analysis problems of two-dimensional elastic bodies using the Finite Element Method (FEM). The basic differential equations for plane stress and plane strain cases are introduced, and the discretization process using finite elements is described. The analysis considers the fundamental laws of elasticity, material constants, and boundary conditions. The results indicate that FEM is an effective and accurate numerical tool for solving elasticity problems with complex geometrical configurations.

Item Type: Article
Additional Information: Imported from ICAMES Conference
SWORD Depositor: Admin User
Depositing User: Admin User
Date Deposited: 22 Sep 2026 22:35
Last Modified: 22 Sep 2026 22:35
URI: https://universalpublishings.uz/id/eprint/4544

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