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参数化法 meaning in Chinese

parameterization
parametrization

Examples

  1. Non - uniform refers to the parameterization of the curve . non - uniform curves allow , among other things , the presence of multi - knots , which are needed to represent bezier curves
    非均匀指曲线的参数化法。非均匀曲线允许(其它东西之一(我也没看懂) )多重结点的存在,这是模拟贝赛曲线所必需的。
  2. Rational refers to the underlying mathematical representation . this property allows nurbs to represent exact conics ( such as parabolic curves , circles , and ellipses ) in addition to free - form curves
    非均匀指曲线的参数化法。非均匀曲线允许(其它东西之一(我也没看懂) )多重结点的存在,这是模拟贝赛曲线所必需的。
  3. 3 zhang c , cheng f , miura k . a method for determing knots in parametric curve interpolation . cagd , 1998 , 15 : 399 - 416 . 4 fritsch f n , carlson r e . monotone piecewise cubic interpolation
    文章以四组有代表性的数据为实例,通过定义节点用样条函数方法构造三次参数样条曲线,将新方法与向心参数化法修整弦长参数化法和二次精度方法进行了比较。

Related Words

  1. 参数
  2. 参数化的
  3. 参数化对象
  4. 参数化方程
  5. 参数化方法
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