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基于Bézier曲面的大规模散乱数据的插值
Interpolation of large scale scattered data based on Bézier surface
【摘要】 对于大规模散乱数据而言,传统的散乱数据的插值方法由于要通过求解联立方程组来得到插值曲面,因此无法适应大规模散乱数据的逼近.本文提出的基于B啨zier曲面的大规模散乱数据的插值方法,是一种通过自适应的迭代方法,对大规模的采样点进行B啨zier曲面插值的方法,有助于提高计算的速度和精度.
【Abstract】 For the large scale scattered data, the original interpolation method of the scattered data cannot suit for the interpolation of large scale scattered data, because the result must be gained by resolveing the large numbers of functions. The scattered data interpolation method based on Bézier surface in this paper is a large scattered data interpolation based on Bézier surface by the adaptive hierarchical method, which can help to improve the calculating speed and reduce the errors.
【关键词】 散乱点插值;
Bézier曲面;
大规模散乱点插值;
科学计算可视化;
【Key words】 scattered point data; Bézier surface; large scale scattered data interpolation; scientific visadization;
【Key words】 scattered point data; Bézier surface; large scale scattered data interpolation; scientific visadization;
【基金】 南开大学天津大学刘徽应用数学中心基金资助(2001T08).
- 【文献出处】 天津理工大学学报 ,Journal of Tianjin Institute of Technology , 编辑部邮箱 ,2005年02期
- 【分类号】TP391.7
- 【被引频次】3
- 【下载频次】113