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Bivariate Splines and Golden Section Based on Theory of Elasticity
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作者 Ren Hong WANG jin cai chang 《Journal of Mathematical Research and Exposition》 CSCD 2011年第1期1-11,共11页
Splines are important in both mathematics and mechanics. We investigate the relationships between bivariate splines and mechanics in this paper. The mechanical meanings of some univariate splines were viewed based on ... Splines are important in both mathematics and mechanics. We investigate the relationships between bivariate splines and mechanics in this paper. The mechanical meanings of some univariate splines were viewed based on the analysis of bending beams. For the 2D case, the relationships between a class of quintic bivariate splines with smoothness 3 and bending of thin plates are presented constructively. Furthermore, the variational property of bivariate splines and golden section in splines are also discussed. 展开更多
关键词 multivariate spline smoothing cofactor conformality condition bending of thin plate golden section.
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