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Predicting load-carrying capacity of dovetail connections using the stochastic finite element method.

机译:使用随机有限元方法预测燕尾榫连接的承载能力。

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The goal of this study was to evaluate the load-carrying capacity of dovetail connections. Different tenon angles ( theta ), tenon neck widths (w1), tenon head widths (w2), and tenon heights (h) were used to analyze stress distribution and strength from dovetail connections using the finite element method (FEM). Although different stress distributions were found from the FEM models, shear and tension perpendicular to the grain stresses were found to be the most critical stresses controlling strength of the dovetail connection. Strength of the dovetail connection predicted from the deterministic FEM models was validated from the results of experimental tests. A combination of four geometric parameters for mortise and tenon from the dovetail connection maximizing load-carrying capacity was found. Allowable load-carrying capacity of the dovetail connection was estimated using the stochastic finite element method associated with allowable stress design and load resistance factor design concepts.
机译:这项研究的目的是评估燕尾连接的承载能力。使用不同的榫角(θ),榫颈宽度(w 1 ),榫头宽度(w 2 )和榫头高度(h)来分析应力分布和使用有限元方法(FEM)从燕尾榫连接中获得强度。尽管从FEM模型中发现了不同的应力分布,但垂直于晶粒应力的剪切力和张力被发现是控制燕尾榫连接强度的最关键应力。从确定性有限元模型预测的燕尾连接的强度已从实验测试的结果中得到验证。通过燕尾榫连接找到榫眼和榫的四个几何参数的组合,从而最大程度地提高了承载能力。燕尾榫连接的允许承载能力是使用与允许应力设计和负载阻力系数设计概念相关的随机有限元方法估算的。

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