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Stress concentration formula useful for any dimensions of shoulder fillet in a round bar under tension and bending

机译:应力集中公式可用于拉伸和弯曲的圆棒中任何尺寸的肩部圆角

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In this work stress concentration factors (SCFs), K-t for a round bar with a fillet are considered on the basis of exact solutions, now available for special cases, and accurate numerical results. Then, a convenient K-t formula useful for any dimensions of the fillet is proposed. The conclusions can be summarised as follows: (i) For the limiting cases of deep (d) and shallow (s) fillet, the body force method is used to calculate the K-t values. Then, the formula are obtained as K-td and K-ts. (ii) On the one hand, upon comparison of K-t and K-td, it is found that K-t is nearly equal to K-td if the fillet is deep or blunt. (iii) On the other hand, if the fillet is sharp or shallow, K-t is mainly controlled by K-ts and the fillet depth. (iv) The fillet shape is classified into several groups according to the fillet radius and fillet depth. Then the least squares method is applied for calculation of K-t/K-td and K-t/K-ts. (v) Finally, a convenient formula is proposed that is useful for any dimensions of fillet in a round bar. The formula give SCFs with less than 1% error in most cases for any dimensions of fillet under tension and bending. [References: 8]
机译:在这项工作中,考虑到精确的解决方案(现在可用于特殊情况)和精确的数值结果,考虑了带有圆角的圆棒的应力集中系数(SCF)。然后,提出了适用于圆角任何尺寸的便捷K-t公式。结论可以概括如下:(i)对于深(d)和浅(s)圆角的极限情况,使用体力法计算K-t值。然后,获得公式为K-td和K-ts。 (ii)一方面,通过比较K-t和K-td,发现如果圆角深或钝,则K-t几乎等于K-td。 (iii)另一方面,如果圆角是尖的或浅的,则K-t主要受K-ts和圆角深度的控制。 (iv)圆角形状根据圆角半径和圆角深度分为几组。然后将最小二乘法应用于K-t / K-td和K-t / K-ts的计算。 (v)最后,提出了一个方便的公式,该公式对于圆棒中的圆角的任何尺寸都有用。对于大多数尺寸的鱼片在拉伸和弯曲条件下,该公式在大多数情况下为SCF的误差小于1%。 [参考:8]

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