在封闭裂纹的超声波检测中引起次谐波的可能机制

K. Naito, T. Sugiura
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引用次数: 5

摘要

如今,由于需要在结构中进行维护,例如核能工厂和飞机,因此注意到无损检测。然而,由于超声波会穿透闭合裂纹的接触区域,传统的超声检测方法难以检测和确定闭合裂纹的尺寸。非线性超声检测是目前研究的热点。虽然已有关于超谐波和亚谐波的实验报道,也有关于超谐波的理论研究,但迄今为止,阐明亚谐波产生机理的报道还很少。将裂纹表面的接触建模为非线性弹簧,从理论上解释了闭合裂纹超谐波的产生。该模型是基于这样一个事实,即当裂纹表面之间的间隙减小时,由于裂纹表面的粗糙度,接触压力呈非线性增加。本文将闭合裂纹视为具有三阶项的非线性弹簧,进行了非线性分析和数值模拟。在实验中,用两个强压铝试件代替一个有闭合裂纹的金属块。数值模拟预测了次谐波的产生。如果输入频率接近固有频率的两倍,它们就会出现。对于输入频率和输入幅度,也可以解析地找到次谐波的条件。实验也证实了亚谐波的存在。综上所述,将闭合裂纹视为具有三阶项的非线性弹簧,可以解释闭合裂纹产生次谐波的可能机理。
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A possible mechanism causing subharmonics in ultrasonic testing of a closed crack
Nowadays nondestructive testing is noted due to the need of maintenance in structures, such as nuclear energy plants and aircrafts. However, detection and sizing of a closed crack are difficult by the conventional ultrasonic testing, because ultrasonic waves penetrate the contact area of the closed crack. Now nonlinear ultrasonic testing is attracting attention. Though there have been experimental reports on superharmonics or subharmonics and some theoretical researches accounting the superharmonics, so far there have yet been few reports that clarify the mechanism causing the subharmonics. Generation of superharmonics at a closed crack was theoretically explained by modeling the contact of the crack surfaces as a nonlinear spring. This modeling is based on the fact that, when the gap between the crack surfaces decreases, the contact pressure increases nonlinearly due to the asperity of the crack surfaces. In this study a closed crack was regarded as a nonlinear spring with up to the third order terms, and nonlinear analysis and numerical simulation were carried out. In experiment, two aluminum specimens strongly pressed were used in place of a metal block with a closed crack. Numerical simulation predicts generation of the subharmonics. They can appear if the input frequency close to twice the natural frequency. Conditions for the subharmonics can also be found analytically with respect to the input frequency and the input amplitude. Subharmonics were also confirmed by experiment. In conclusion, a possible mechanism causing the subharmonics at a closed crack was explained by regarding a closed crack as a nonlinear spring with up to the third order terms.
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