回转曲面及变形在花朵造型中的应用  

Application of Revolution and Deformation on Flower Shaping of Surface

作　　者：王志萍[1] 

机构地区：[1]东华理工大学信息工程学院,江西抚州344000

出　　处：《机械管理开发》2011年第2期68-69,共2页Mechanical Management and Development

摘　　要：花朵各部分的形状大多接近于回转曲面;提出了通过回转曲面变形获得所需曲面。对回转曲面的变形,主要是通过对其母线和轴线加变形函数实现;这种方法构造曲面参数方程较为简单,易于实现且执行速度快,是花朵造型的一种实用方法。The shape of flower parts are mostly close to the surface of revolution,this paper proposed that the surface is obtained through the surface of revolution distortion. The surface of revolution＇s distortion is mainly through adding the distortion function to its bus bar and the axis. This method constructs surface parametric equation simply is easy to realize and execution speed is fast it is a practical method for flower shaping.

关 键 词：虚拟植物 花朵造型 回转曲面 变形函数 

分 类 号：TB112[理学—数学]