Surface Model Analysis Based on Quadratic V-System in Triangular Domain
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    Abstract:

    The 3-D digital geometric model processing, especially 3-D data acquisition, feature extraction, spectrum analysis, model classification and retrieval technology have been attracted much attention in recent years. A complete and optimal generating algorithm for a class of orthogonal function system, called V2-System, is proposed in this paper. It has some advantages to analyze spectrum using V2-System, such as save storage space and raise algorithm efficiency, etc. Firstly, exact expression and generating process of V2-System is given. Secondly, a method of constructing quadratic surface model is proposed. This method construct quadratic surfaces with different accuracy and numbers freely on basis of triangular faces, consequently, it provides many conveniences for tests. Thirdly, it is given that a Bézier surface can be expressed with finite terms exactly in V2-System. It suggests a technology on data compression. Finally, according to frequency spectrums of surface model, V2-Descriptors and V2-Distances are calculated. Based on V2-Distances, different quadratic surface models are classified. It lays the foundation of model retrieval.

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马辉,林艾静,宋瑞霞,路海明.基于三角域上二次V 系统的曲面模型分析.软件学报,2010,21(zk):94-110

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  • Received:May 15,2010
  • Revised:August 16,2010
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