局部能量最优法与曲线曲面的光顺
Fairing of Curves and Surfaces by Local Energy Optimization
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摘要: 曲线光顺处理的方法主要有选点修改法和优化方法,而Kjellander方法是最常用的选点修改法之一.文中提出一种选点修改法--局部能量最优法,该方法在三次均匀参数曲线光顺问题上进一步改进了Kjellander方法,具有更好的光顺效果.对三次B样条曲面给出了一个与此相关的曲面光顺方法.Abstract: Curve fairing methods mainly consist of revising selected points and global optimization. Kjellander's algorithm is one of the most common methods in revision of selected points. We present a local energy optimization (LEO) approach. In the case of uniformly parametrized cubic splines, LEO improves Kjellander's algorithm and gets better fairing effect. The corresponding method of surface fairing is also offered.
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