应力集中器的定位方式及应力集中系数的有限元计算。建立裂缝场景,确定裂缝的特征

Anişoara-Gabriela Cristea, Dunărea de Jos
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引用次数: 0

摘要

通过分析变应力对结构的影响、应力源的定位方式、应力集中系数的确定和几种开裂场景的建立,确定了裂缝的主要特征。对各种工程问题进行数值分析并不是一个新问题;它已经使用了几个世纪。数值模拟方法的数学分类主要有三个方向:有限差分法、有限元法和边界元法。结构分析主要有以下几个阶段:分析类型的确定、结构和边界条件的建模、实际分析。所考虑的区域是双层底的结构,它由以下几个要素组成,即:双层底的楼板到底层楼板,横向支撑,以及底部纵向到双层底纵向。利用SolidWorks Cosmos/M软件对累积损伤系数进行了数值分析。在大多数情况下,由复合材料制成的结构是复杂的结构,在大多数情况下,它们必须在持久强度方面进行验证。
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Stress concentrators positioning modes and determination of the stress concentration factor using FEM. Establishing cracking scenarios to determine the characteristics of the crack
This paper shows the effects of variable stresses acting on structures, the positioning modes of stress raisers, as well as the determination of stress concentration factor and the establishment of some cracking scenarios in order to determine the main characteristics of the crack. The problem of numerical analysis of various engineering problems is not new; it has been used over the centuries. A classification of numerical modeling methods can be done mathematically in 3 main directions: finite difference method, finite element method and method of border elements. The structural analysis has the following stages: determining the type of analysis, modeling the structure and of the boundary conditions, the actual analysis. The area taken into consideration was the structure of the double bottom, which is composed of the following elements, namely: the floor to the bottom floor of the double bottom, lateral support, and bottom longitudinal to double bottom longitudinal. The numerical analyses were performed using the program SolidWorks Cosmos/M of the cumulative damage factor. In most cases the structures made of composite materials are complex structures due to the material and in most cases they must be verified in terms of the endurance strength.
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