板振动和DSPI在弹性模量评价中的应用

R. Kumar, C. Shakher
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引用次数: 2

摘要

由于板常数/板刚度(弹性模量的函数)的变化,固有频率发生变化。在每个固有频率下,板具有独特的振动模态振型,可以很容易地与其他固有频率下的模态振型区分开来。本文提出了一种基于数字散斑干涉法(DSPI)和瑞利法对平板振动进行分析的弹性模量评估方法。在方铝板上进行了大量的边界条件实验;一条边是固定的,其他边是自由的。实验结果表明,在所有实际用途中,单次观测第一扭转模态的频率就足以计算弹性模量。所评估的实验误差小于1%。DSPI具有样品制备方便、评价简单、无损性好、速度快等优点,在评价材料弹性模量方面具有良好的应用前景。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of plate vibration and DSPI in evaluation of elastic modulus
Due to change in the plate constants/plate stiffness which is a function of elastic modulus, change in natural frequencies takes place. At each natural frequency, the plate has a unique mode shape of vibration which can be easily differentiated from mode shapes at other natural frequencies. In this paper, a technique for the evaluation of the elastic modulus is proposed which is based on the vibration analysis of the plate using digital speckle pattern interferometry (DSPI) and Rayleight's method. Large numbers of experiments were conducted on square aluminium plate for the boundary condition; one edge is fixed and other edges free. The experimental result reveals that a single observation of frequency at first torsional mode is sufficient to evaluate the elastic modulus for all practical purposes. The evaluated experimental error was found to be less than 1%. Ease in sample preparation, simplicity in evaluation, non destructive nature of the DSPI and speed of DSPI has good prospect to evaluate elastic modulus of a material.
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