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生物力学中的全场光学变形测量:数字散斑干涉测量和 3D 数字图像相关技术在鸟类喙部的应用。

Full-field optical deformation measurement in biomechanics: digital speckle pattern interferometry and 3D digital image correlation applied to bird beaks.

机构信息

Laboratory of Biomedical Physics, University of Antwerp, Groenenborgerlaan 171, B2020 Antwerpen, Belgium.

出版信息

J Mech Behav Biomed Mater. 2012 Oct;14:186-91. doi: 10.1016/j.jmbbm.2012.05.004. Epub 2012 May 18.

DOI:10.1016/j.jmbbm.2012.05.004
PMID:23026697
Abstract

In this paper two easy-to-use optical setups for the validation of biomechanical finite element (FE) models are presented. First, we show an easy-to-build Michelson digital speckle pattern interferometer (DSPI) setup, yielding the out-of-plane displacement. We also introduce three-dimensional digital image correlation (3D-DIC), a stereo photogrammetric technique. Both techniques are non-contact and full field, but they differ in nature and have different magnitudes of sensitivity. In this paper we successfully apply both techniques to validate a multi-layered FE model of a small bird beak, a strong but very light biological composite. DSPI can measure very small deformations, with potentially high signal-to-noise ratios. Its high sensitivity, however, results in high stability requirements and makes it hard to use it outside an optical laboratory and on living samples. In addition, large loads have to be divided into small incremental load steps to avoid phase unwrapping errors and speckle de-correlation. 3D-DIC needs much larger displacements, but automatically yields the strains. It is more flexible, does not have stability requirements, and can easily be used as an optical strain gage.

摘要

本文提出了两种用于验证生物力学有限元 (FE) 模型的简便光学设置。首先,我们展示了一种易于构建的迈克尔逊数字散斑干涉仪 (DSPI) 设置,可测量面外位移。我们还引入了三维数字图像相关 (3D-DIC),这是一种立体摄影测量技术。这两种技术都是非接触式和全场式的,但它们在性质上有所不同,灵敏度也不同。本文成功地将这两种技术应用于验证一种小型鸟类喙的多层 FE 模型,该模型是一种强度高但非常轻的生物复合材料。DSPI 可以测量非常小的变形,具有潜在的高信噪比。然而,其高灵敏度导致对稳定性要求较高,使其难以在光学实验室外和活体样本上使用。此外,大载荷必须分为小增量载荷步骤,以避免相位解缠错误和散斑去相关。3D-DIC 需要更大的位移,但可以自动产生应变。它更灵活,没有稳定性要求,并且可以很容易地用作光学应变计。

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