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Application of linear fracture mechanics to notched timber elements

机译:线性断裂力学在缺口木材元件中的应用

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The application of linear elastic fracture mechanics is ideally suited to estimating the strength of notched timber elements because wood is quite brittle with respect to tension across the grain. Elements with notches more than a few millimetres deep behave in a brittle manner. Some of the early research in developing this practical application of linear elastic fracture mechanics is presented. In mathematical terms the stress field in the vicinity of a notch contains at least one and sometimes two stress singularities. The magnitudes of these singularities are defined by stress intensity factors. Crack initiation, associated with a predictable size effect, occurs when these factors reach critical values. This paper gives equations for the stress fields around an orthotropic notch root. It also provides a simple method for computing stress intensity factors and size effects in notched structural elements. Some examples of stress intensity factors for timber elements containing zero and non-zero angle notches are listed. Critical stress intensity factors for timber, related to density, are given for a series of notch types. Measured effects on strength arising from interactions between loading configurations are also presented.
机译:线性弹性断裂力学的应用非常适合估计带缺口木材元素的强度,因为木材相对于整个谷物的张力非常脆弱。槽口深度超过几毫米的元素会表现为脆性。介绍了开发线性弹性断裂力学这一实际应用的一些早期研究。用数学术语来说,缺口附近的应力场至少包含一个应力奇异点,有时包含两个应力奇异点。这些奇异点的大小由应力强度因子定义。当这些因素达到临界值时,就会发生与可预测的尺寸效应相关的裂纹萌生。本文给出了正交各向异性缺口根周围应力场的方程式。它还提供了一种简单的方法来计算带缺口的结构元件中的应力强度因子和尺寸效应。列出了包含零和非零角度槽口的木材元素的应力强度因子的一些示例。对于一系列缺口类型,给出了与密度相关的木材临界应力强度因子。还介绍了由于载荷配置之间的相互作用而对强度产生的影响。

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