Morphing of 2-D models by Fresnel transform

Y. Aoki, S. Kang
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引用次数: 3

Abstract

A new morphing technique is proposed, where two two-dimensional (2-D) models are Fresnel-transformed and intensities of the transformed patterns are superposed and clipped, resulting in a blending pattern of two models. Since the Fresnel transform depends upon the distance parameter between the model and the Fresnel-transformed planes, the morphing process from one model to another is observed by changing the distance parameter. The morphing experiment was conducted using 2-D models, such as letters and simple figures by performing Fresnel transforms with 32/spl times/32 sampling points. Discussion is done by comparing the proposed morphing technique with a morphing technique using Fourier transform, where model spectra are superposed in the spectrum plane using a weighting factor to blend the spectra of both models proportional to the weighting factor, whereas phase functions are multiplied on the Fourier transforms of models in the Fresnel transform method.
用菲涅耳变换变换二维模型
提出了一种新的变形技术,该技术对两个二维模型进行菲涅耳变换,并将变换后的图形的强度进行叠加和裁剪,从而得到两个模型的混合图形。由于菲涅耳变换取决于模型与菲涅耳变换平面之间的距离参数,因此通过改变距离参数来观察从一个模型到另一个模型的变形过程。通过32/spl次/32采样点的菲涅耳变换,对二维模型(如字母和简单图形)进行变形实验。通过将所提出的变形技术与使用傅里叶变换的变形技术进行比较,进行了讨论,其中使用加权因子在光谱平面上叠加模型光谱,以混合与加权因子成比例的两个模型的光谱,而在菲涅耳变换方法中,相位函数乘以模型的傅里叶变换。
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