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Analysis of the effects of strain measurement errors on residual stresses measured by incremental hole-drilling method

机译:应变测量误差对增量钻孔法测量残余应力的影响分析

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Among the many available methods for measuring residual stresses, the hole-drilling method is surely one of the most popular methods. It is a semidestructive method consisting in drilling a very small hole into the specimen. This produces residual stress relaxation around the hole that causes strains also to change. Strain on the surface can be measured by strain gages or by optical techniques like electronic speckle pattern interferometry. Holes can be drilled at different depths, so that a stress profile can be determined using the stress—strain relationships. However, due to the mathematics of the problem, small measurement errors on the strain can imply big errors in the calculated stress. Accuracy of the final results is strongly dependent on the measurement procedure and on the algorithms adopted to calculate stresses. In this study, the influence of strain measurement errors is evaluated with respect to different measurement procedures. Two kinds of algorithms, namely, integral and power series, are compared also with respect to the use of two different commercial systems both implementing the cited methods. Moreover, the effects of a proper choice of depth increments and also of the number of steps are investigated. Effects of implementation of regularization algorithm are discussed as well as the influence of the drilling depth. Finally, the ability of the analyzed methods in discriminating two different strain signal sources is investigated.
机译:在测量残余应力的许多可用方法中,钻孔方法无疑是最受欢迎的方法之一。这是一种半破坏性方法,包括在样本中钻一个很小的孔。这会在孔周围产生残余应力松弛,从而导致应变也发生变化。可以通过应变计或通过光学技术(例如电子散斑图干涉法)来测量表面上的应变。可以在不同的深度钻孔,以便可以使用应力-应变关系确定应力分布。但是,由于问题的数学原因,应变的较小测量误差可能意味着计算出的应力存在较大误差。最终结果的准确性在很大程度上取决于测量程序和计算应力所采用的算法。在这项研究中,相对于不同的测量程序,评估了应变测量误差的影响。还针对两种均采用所引用方法的不同商业系统的使用,比较了两种算法,即积分算法和幂级数算法。此外,研究了适当选择深度增量以及步数的影响。讨论了正则化算法的实现效果以及钻削深度的影响。最后,研究了所分析方法区分两个不同应变信号源的能力。

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