OALib Journal期刊
ISSN: 2333-9721
费用:99美元
|
|
|
一类形状可调的拟Bézier曲线
DOI: 10.11834/jig.20091127
Keywords: 调配函数,形状参数,拟Bézier曲线
Abstract:
给出一种带多形状参数的多项式调配函数,Bernstein基函数是它的一个特例。利用给出的调配函数,定义了一类形状可调的拟Bézier曲线。调配函数和拟Bézier曲线具有与Bernstein基函数及Bézier曲线类似的性质。对给定的控制多边形,可以通过改变形状参数的值来调整曲线的形状。运用本文方法可生成带参数的拟Bézier曲面。实例表明,本文方法控制灵活,方便有效。
References
[1] | Mineur Y,Lichah T,Castelain J M,Shape controlled fitting method for Bézier curves,Computer Aided Geometric Design,1998(09).
|
[2] | Can Juan,Wang Guo-zhao,A note on class a Bézier curves,Computer Aided Geometric Design,2008(07).
|
[3] | Wang Wen-tan,Wang Guo-zhan,Bézier curves with shape parameter,Journal of Zhejiang University(Science Edition),2005(06).
|
[4] | 韩旭里,刘圣军,二次的扩展,中南大学学报,2003(02).
|
[5] | 朱秀梅,郭清伟,朱功勤,含多参数的四次Bézier曲线的扩展,合肥工业大学学报,2008(04).
|
[6] | 吴晓勤,带形状参数的Bézier曲线,中国图象图形学报,2006(02).
|
[7] | Kim S H,Young J A,An approximation of circular arcs by quartic Bézier curves,Computer-Aided Design,2007(06).
|
[8] | Farin G,Class a Bézier curves,Computer Aided Geometric Design,2006(07).
|
[9] | Hun Xi-an,Ma Yi-chen,Huang Xi-li,A novel generalization of Bézier curve and surface,Journal of Computational and Applied Mathematics,2008(01).
|
[10] | 吴晓勤,韩旭里,三次Bézier曲线的扩展,工程图学学报,2005(06).
|
[11] | 吴晓勤,韩旭里,罗善明,四次Bézier曲线的两种不同扩展,工程图学学报,2006(05).
|
[12] | 程黄和,曾晓明,带形状参数的Bézier曲线,厦门大学学报,2006(03).
|
Full-Text
|
|
Contact Us
service@oalib.com QQ:3279437679 
WhatsApp +8615387084133
|
|