Computational and experimental analysis of timber beams with different types of flaws

J. Kovacikova, O. Ivánková, S. Berg, M. Ekevad, T. Klas
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Abstract

This work was focused on the experimental testing and finite element analysis (FEA) of timber beams with and without flaws (different types of cracks and hole). The aim was analysing the effect of flaws on their load-carrying capacity. This topic is important for designers of timber constructions, since even today there is still a lack of knowledge in the field of fracture mechanics of wood. The results from experimental testing and numerical simulations were discussed in this paper. Two wood products were analysed, namely, sawn and glued laminated beams (glulam beams) and three types of flaws were considered for both products i.e. a vertical crack, an oblique crack and a circular hole. In addition for glulam beams the horizontal crack in the glue line was considered. Four-point bending test was created for experimental testing considering quasi-brittle characteristic of wood. 4 samples for each type of beam, 36 in total. XFEM (Extended Finite Element Method) was used for finite element analysis of beams with considering orthotropic-elastic properties for glulam beams were considered and The results of mechanical tests and FEA gave us an overview on how different types of flaws influence the load-carrying capacity of sawn and glulam beams and with what accuracy we can simulate cracks in wood using computational method.
不同缺陷类型的木梁计算与试验分析
本文主要对有缺陷和无缺陷(不同类型的裂缝和孔洞)的木梁进行了实验测试和有限元分析。目的是分析缺陷对其承载能力的影响。这个话题对于木结构的设计者来说是很重要的,因为即使在今天,在木材断裂力学领域仍然缺乏知识。本文讨论了实验测试和数值模拟的结果。分析了两种木制品,即锯和胶合层合梁(胶合梁),并考虑了两种产品的三种缺陷,即垂直裂缝,斜裂缝和圆孔。此外,对于胶合木梁,还考虑了胶合线的水平裂缝。考虑到木材的准脆性特性,建立了四点弯曲试验。每种梁4个样品,共36个。采用扩展有限元法(XFEM)对考虑正交各向异性弹性特性的胶合木梁进行了有限元分析,通过力学试验和有限元分析的结果,概述了不同类型的缺陷对锯材和胶合木梁承载能力的影响,以及利用计算方法模拟木材裂纹的精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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