复杂几何和结构薄壁结构的诊断

N. M. Yakupov, S. Yakupov
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引用次数: 2

摘要

给出了薄壁结构产生的主要阶段、相对厚度和单位面积质量的变化;指出了创建完美薄壁结构的方法。介绍了复杂几何薄壁结构在运行过程中出现的问题,以及计算方法和途径。为了确保具有薄层涂层的薄壁结构在负载和暴露于物理场和环境下无故障运行,有必要正确诊断结构元件的状况。注意到有限元方法在二维(SV FEM-2)和三维(SV FEM-3)生成中的样条变体,以及这些变体的合成-SV FEM-2+SV FEM-3。整个域的参数化思想和通过埃尔米特三次样条逼近单元内所需变量的思想相结合,使得获得高精度一致有限元成为可能。有限元方法的发展变体使评估复杂几何结构的应力-应变状态成为可能,包括计算具有涂层和局部缺陷的多层薄壁结构,以及考虑主阵列以外的特定表面特性。考虑了局部凹陷附近应力集中的研究。指出了评估复杂结构的薄壁、薄层和复合材料结构元件的刚度特性和附着力的二维实验和理论方法,这些元件与分布式复杂结构一起可能具有分布式缺陷。这些发展被用于解决一些企业的具体任务。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Diagnostics of thin-walled structures of complex geometry and structure
The main stages of the birth of thin-walled structures, changes in their relative thickness and mass of a unit area are given; ways of creating perfect thin-walled structures are indicated. The problems arising during the operation of thin-walled structures of complex geometry, as well as approaches and methods of their calculation are noted. To ensure trouble-free operation of a thin-walled structure with a thin-layer coating, under load and exposed to physical fields and environments, it is necessary to correctly diagnose the condition of structural elements. The spline variant of the finite element method in two-dimensional (SV FEM-2) and three-dimensional (SV FEM-3) productions is noted, as well as the synthesis of these variants - SV FEM-2 + SV FEM-3. The combination of the idea of parametrization of the entire domain and approximation of the desired variables within the element by Hermitian cubic splines makes it possible to obtain high-precision consistent finite elements. The developed variants of the finite element method make it possible to evaluate the stress-strain state of structures of complex geometry, including the calculation of multilayer, thin-walled structures with coating and local defects, as well as to take into account specific surface properties other than those of the main array. Studies of stress concentration near local depressions are considered. Two-dimensional experimental and theoretical methods are noted for evaluating the stiffness properties and adhesion of thin-walled, thin-layer and composite structural elements of complex structure, which, along with a distributed complex structure, may have distributed defects. The developments were used in solving specific tasks of a number of enterprises.
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