This article proposes a new method for constructing finite-difference equations on non-uniform grids for the numerical solution of two-dimensional static problems in the theory of elasticity.
| Mualliflar | Каландаров, А.А. |
|---|---|
| Jurnal | Ilim ha’m ja’miyet |
| Nashriyot | Нукус давлат педагогика институти |
| ISSN | 2010-720x, 2181-1555 |
| Nashr sanasi | 2023-10-11 |
| Son | 4-1 |
| Betlar | 10-12 |
| Til | Rus |
| Indeksga qo‘shilgan | 2026-08-26 |
термоэластиклик, кучланишлар, деформациялар, ошкор схема, ошкор бўлмаган схема, яқинлашиш, термоупругость, напряжения, деформации, явная схема, неявная схема, сходимость, thermoelasticity, stresses, strains, explicit scheme, implicit scheme, convergence
| APA | Каландаров, А.А. (2023). ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ДВУМЕРНЫХ ЗАДАЧ ТЕОРИИ УПРУГОСТИ НА ОСНОВЕ НЕРАВНОМЕРНЫХ СЕТОК. Ilim ha’m ja’miyet, (4-1), 10-12. https://journal.ndpi.uz/index/article/view/2023-4-1-004 |
|---|---|
| GOST (OAK) | Каландаров, А.А. ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ДВУМЕРНЫХ ЗАДАЧ ТЕОРИИ УПРУГОСТИ НА ОСНОВЕ НЕРАВНОМЕРНЫХ СЕТОК // Ilim ha’m ja’miyet. – 2023. – № 4-1. – С. 10-12. |
| MLA | Каландаров, А.А. “ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ДВУМЕРНЫХ ЗАДАЧ ТЕОРИИ УПРУГОСТИ НА ОСНОВЕ НЕРАВНОМЕРНЫХ СЕТОК.” Ilim ha’m ja’miyet, (4-1), 10-12, 2023. https://journal.ndpi.uz/index/article/view/2023-4-1-004 |
| Chicago | Каландаров, А.А. “ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ДВУМЕРНЫХ ЗАДАЧ ТЕОРИИ УПРУГОСТИ НА ОСНОВЕ НЕРАВНОМЕРНЫХ СЕТОК.” Ilim ha’m ja’miyet, (4-1), 10-12 (2023). https://journal.ndpi.uz/index/article/view/2023-4-1-004 |
| Harvard | Каландаров, А.А (2023) ‘ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ДВУМЕРНЫХ ЗАДАЧ ТЕОРИИ УПРУГОСТИ НА ОСНОВЕ НЕРАВНОМЕРНЫХ СЕТОК’, Ilim ha’m ja’miyet, (4-1), 10-12. https://journal.ndpi.uz/index/article/view/2023-4-1-004 |
| BibTeX | @article{article2023,
title = {ЧИСЛЕННОЕ МОДЕЛИРОВАНИЕ ДВУМЕРНЫХ ЗАДАЧ ТЕОРИИ УПРУГОСТИ НА ОСНОВЕ НЕРАВНОМЕРНЫХ СЕТОК},
author = {Каландаров, А.А.},
journal = {Ilim ha’m ja’miyet},
year = {2023},
number = {4-1},
pages = {10-12},
url = {https://journal.ndpi.uz/index/article/view/2023-4-1-004}
} |
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