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3D reconstruction of surface topography based on 2D Fourier Transform

机译:基于2D傅立叶变换的表面形貌3D重建

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Surface topography has a major impact on mechanical properties. Since actual measured surfaces contain noise, they are not suitable for analysis and investigation, reconstruction of surface topography is necessary. Discrete Fourier Transform can convert date in spatial domain to frequency domain. The surface information is confirmed from the amplitude- frequency distribution in frequency domain. In this paper, putting forward an approach which determining information points based on the changes of surface height.
机译:表面形貌对机械性能有重大影响。由于实际测量的表面包含噪声,因此不适合进行分析和研究,因此必须重建表面形貌。离散傅立叶变换可以将空间域中的日期转换为频域。表面信息根据频域中的幅频分布确定。本文提出了一种基于表面高度变化确定信息点的方法。

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