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Topography Measurement of Large-Range Microstructures through Advanced Fourier-Transform Method and Phase Stitching in Scanning Broadband Light Interferometry

机译:先进宽带傅里叶变换法和扫描宽带光干涉仪中的相缝法测量大范围显微组织的形貌

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摘要

Scanning broadband light interferometry (SBLI) has been widely utilized in surface metrology due to its non-contact and high-accuracy method. In SBLI, phase evaluation through Fourier Transform (FT) is a prevalent and efficient technique, where the topography measurement can often be achieved through one interferogram. Nevertheless, the accuracy of the FT method would be significantly influenced by intensity modulation depth: “the lower the modulation of the pixel, the higher the error probability of its phase assignment”. If the structure has a large enough range along the z-axis, several areas in an individual interferogram would be weakly modulated due to the limited depth of focus (DOF). In this paper, we propose an advanced FT-based method when it comes to large-height structures. Spatial modulation depth is first calculated for each interferogram independently. After that, a binary control mask is reasonably constructed to identify the pixels that are valid for phase unwrapping. Then, a phase stitching method along the z-axis is carried out to conduct the large-height topography measurement within a giving field of view. The theoretical principle, simulation, and experimental validation are elaborated to demonstrate that the method can achieve an improved robustness for the reconstruction of large-range microstructures, the advantages of which include the elimination of stepping errors, the suppression of light fluctuations, and the freedom of a limited DOF.
机译:扫描宽带光干涉法(SBLI)由于其非接触式和高精度方法而已广泛用于表面计量学中。在SBLI中,通过傅立叶变换(FT)进行相位评估是一种普遍有效的技术,其中地形测量通常可以通过一个干涉图来实现。但是,FT方法的准确性将受到强度调制深度的显着影响:“像素的调制度越低,其相位分配的错误概率就越高”。如果结构沿z轴具有足够大的范围,则由于聚焦深度(DOF)的限制,单个干涉图中的多个区域将受到微弱的调制。在本文中,我们针对大高度结构提出了一种基于FT的高级方法。首先针对每个干涉图独立计算空间调制深度。之后,合理地构造二进制控制掩码以识别对于相位展开有效的像素。然后,执行沿z轴的相位拼接方法以在给定视场内进行高高度形貌测量。阐述了理论原理,仿真和实验验证,以证明该方法可以为重建大范围的微结构提供更高的鲁棒性,其优点包括消除了步进误差,抑制了光波动以及自由度。自由度有限

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