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Wood Load-Carrying Capacity of Timber Connections: An Extended Application for Nails and Screws

机译:木材连接的木材承载能力:钉子和螺钉的扩展应用

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The wood engineering community has dedicated a significant amount of effort over the last decades to establish a reliable predictive model for the load-carrying capacity of timber connections under wood failure mechanisms. Test results from various sources (Foschi and Longworth 1975; Johnsson 2003; Quenneville and Mohammad 2000; Stahl et al. 2004; Zarnani and Quenneville 2012a) demonstrate that for multi-fastener connections, failure of wood can be the dominant mode. In existing wood strength prediction models for parallel to grain failure in timber connections using dowel-type fasteners, different methods consider the minimum, maximum or the summation of the tensile and shear capacities of the failed wood block planes. This results in disagreements between the experimental values and the predictions. It is postulated that these methods are not appropriate since the stiffness in the wood blocks adjacent to the tensile and shear planes differs and this leads to uneven load distribution amongst the resisting planes (Johnsson 2004; Zarnani and Quenneville 2012a). The present study focuses on the nailed connections. A closed-form analytical method to determine the load-carrying capacity of wood under parallel-to-grain loading in small dowel-type connections in timber products is thus proposed. The proposed stiffness-based model has already been verified in brittle and mixed failure modes of timber rivet connections (Zarnani and Quenneville 2013b).
机译:在过去的几十年里,木工工程界致力于建立一种可靠的预测模型,用于木材失效机制下木材连接的承载能力可靠的预测模型。来自各种来源的测试结果(Foschi和Longworth 1975; Johnsson 2003; Quenneville和Mohammad 2000; Stahl等,2004; Zarnani和Quenneville 2012A)表明,对于多紧固件连接,木材的失败可以是主导模式。在现有的木材强度预测模型中使用定位式紧固件平行于木材连接的晶粒失效,不同的方法考虑故障木块平面的拉伸和剪切容量的最小,最大值或求和。这导致实验值与预测之间的分歧。假设这些方法是不合适的,因为与拉伸平面附近的木块中的刚度不同,这导致抵制飞机(Johnsson 2004; Zarnani和Quenneville 2012A)中的载荷分布不均匀。本研究重点是钉钉连接。因此提出了一种闭合形式的分析方法,以确定木材产品中小型定位连接下的平行于谷物载荷下木材的承载能力。所提出的基于刚度的模型已经在木材铆钉连接的脆弱和混合失效模式下验证(Zarnani和Quenneville 2013b)。

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