This article is dedicated to the study of the bending characteristics of thin plates under transient loads. The deformation process of plates subjected to transient loads is analyzed based on the Kirchhoff-Love and Timoshenko models. The article examines the dynamic behavior of plates under transient loads through theoretical investigations, and the results are compared with experimental data. The findings of the study are of great importance for the design of relevant structures to ensure the strength of plates under dynamic loads. These conclusions help improve the durability of structures and accurately predict the effects of transient loads.
| Mualliflar | Kayumov , A.A., Iskandarova, Sh.B., Каюмов , А.А., Искандарова, Ш.Б. |
|---|---|
| Jurnal | Ҳисоблаш ва амалий математика муаммолари |
| Nashr sanasi | 2025-03-22 |
| Son | 1 |
| Betlar | 108-115 |
| Til | Rus |
| DOI | 10.71310/pcam.1_63.2025.08 |
DOI: 10.71310/pcam.1_63.2025.08 · Maqolaning asl sahifasi
strength, elasticity theory, plate bending, transient stresses, moment effects, Kirchhoff-Love model, Timoshenko model, dynamic loads, deformation process, experimental studies, structural durability, прочность, теория упругости, изгиб пластины, нестационарные напряжения, влияние моментов, модель Кирхгофа-Лява, модель Тимошенко, динамические нагрузки, процесс деформации, экспериментальные исследования, долговечность конструкций
In this article, the problem of estimating the parameters of the gamma distribution under censored data conditions in incomplete statistical models is considered. Numerical maximum likelihood methods are analyzed…
Numerical modelling is a powerful tool for the study of such processes, allowing to take into account complex geometry, inhomogeneity of properties and non-stationary nature of thermal fields. Modern computational…
In the paper developed and numerically solved the problem of solute transport in a porous medium consisting of active and passive zones, taking into account the multi-stage nature of adsorption kinetics. A mathematical…
This study presents a mathematical model for turbulent pollutant dispersion in urban airflows based on the Navier-Stokes equations and the ????−???? turbulence model. The model incorporates meteorological parameters…
In the article, using the ABMVAFracSim software package developed in the Python programming language, the fractional oscillatory system of Van der Pol-Airy is investigated. The fractional Van der Pol-Airy oscillator is…
Environmental pollution is one of the most critical issues of our time, as it leads to the deterioration of human health, the degradation of flora and fauna, and the suppression of vegetation. To study and predict the…
This article presents a two-dimensional mathematical model describing the process of heat and moisture exchange in porous media for monitoring and forecasting their condition during storage of grain products, as well as…
Modeling of nonlinear filtration processes in multilayer heterogeneous porous media is a complex area that combines various mathematical and physical principles to understand the dynamics of fluid in porous structures…
In this paper, we propose a heuristic model for assessing the quality of human leadership in society. Such a model is based on an assessment of the psychological potential associated with his true self Яи, fantasy Яи…
The article considers the results of experimental and numerical studies of atmospheric pollution processes in industrial zones. The proposed mathematical model helps to solve problems related to monitoring and…