zier 中文意思是什麼

zier 解釋
齊爾
  1. Analysis of inflection and singular points on planar c - b zier curve

    曲線的奇拐點分析
  2. Two classes of developable surfaces with any c - b zier curve as curvature curve and geodesic curve respectively are constructed

    Zier曲線為該可展曲面的曲率線和測地線。六、以上提出的c - b
  3. 3. by using the dual concept between points and planes in 3d projective space, two classes of developable surfaces on c - b zier curve are constructed. the former is as a envelope of one - parameter plane family

    Zier曲線上可展曲面造型的方法：一個是作為單參數平面族包絡面的可展曲面構造，另一個是作為脊線的切線曲面的可展面構造。
  4. The smooth connection of two adjacent bicubic b zier patches

    曲面片的光滑拼接
  5. Degree reduction approximation of rational b 233 ; zier surfaces

    曲面的降階逼近
  6. The rcs of the smooth convex object based on the rational b zier surface

    曲面任意光滑凸體的雷達散射截面
  7. The rcs of the smooth convex object based on the rational b 233 ; zier surface

    曲面任意光滑凸體的雷達散射截面
  8. And then we introduce bezier, b - spline and non - polynomial curves and surfaces modeling, which include l - splines, helix splines, splines in tension and c - curves etc. by analyzing the characters of bezier curves and b - spline curves, we construct trigonometric polynomial curves in the space of trigonometric functions, which assume the characters of b zier curves and b - spline curves

    闡述了cagd中參數曲線曲面造型的發展歷史並介紹了bzier方法、 b樣條方法以及非多項式曲線曲面造型方法，後者包括l -樣條、螺旋樣條、張力樣條以及c -曲線等。文章以b zier曲線和b樣條曲線的特點為基礎，在三角函數空間中構造一組具有上述兩類曲線特性的三角函數多項式曲線，稱其為t - b zier曲線和t - b樣條曲線。
  9. The theory of fitting scattered point to b spline and b zier surfaces is introduced and a fitting method based on four boundary and point set is also discussed. moreover, a

    研究和討論了曲面光順程度的分析方法，如等曲率線法、反射線法、高亮度線法和等照度線法等。
  10. At last, the t - b zier curves and t - b - spline curves can be converted to rational curves so easily that they can be merged into current geometry modeling rapidly

    最後由於這兩類曲線僅由三角函數構成，所以它們較易轉化為有理多項式曲線。從而融入到現有的幾何造型系統中。
  11. First, a map between the cones and tangent surface on c - b zier curve und two - dimensional plane is found respectively and then a ruled surface between two bezier curves is constructed and a sufficient condition on its developablity is given

    Zier曲線上的錐面和切線曲面，分別建立了它們到平面的等距映射，給出了c - b ? zier曲線上錐面、切線曲面的展開方法。然後，構造兩條空間b
  12. Fairing of cubic b 233 ; zier curves

    曲線的等距線演算法
  13. Estimate on approximational properties of bernstein - b zier operator

    運算元的點態逼近階的估計
  14. After this work, the paper discusses the property of uniform curve. when the multiplies of end knots equal the order of the basis, the inner knots are also the simple knots, the rational b - splines are translated to the rational b zier - like basis. studies show that these basis have the similar properties with the b zier basis, and satisfied the new recurrence relation

    其次，在低階情況，研究了形狀參數對曲線的影響，並且討論了均勻情況下曲線獨有的特性，當k階有理b樣條端節點重復度達到k時，而內節點重復度為零時，這種有理b樣條轉化為一種有理b zier基函數，它們的很多性質和b zier基有驚人的相同點，滿足新的遞推關系
  15. Fairing - approximation of quast - b 233 ; zier curve

    曲線的光順
  16. Realization of smooth connection of bicubic b 233 ; zier surface patches

    曲面片光滑拼接的實現
  17. This paper profoundly studies surface developablity on new a set of curves in the field of cagd and pays attention to the methods of developabe surface modeling and surface development on c - b zier curve. the research achievements and main contents are as follows : 1

    完成的主要研究內容和結果如下：一、回顧了可展曲面的概念和性質，系統敘述了cagd中可展曲面造型和復雜曲面展開方法的發展和理論及應用研究成果。
  18. This paper summaries the researches on the new schemes of parameter curves and surfaces modeling - curves and surfaces modeling of trigonometric polynomial, which includes curves and surfaces of t - bezier, t - b - spline, tc - bezier and tc - b - spline. hc - b zier curves and surfaces are also discussed in the space of hyperbolic functions in the end

    本文主要對參數曲線曲面造型的一種新方法? ?三角多項式曲線曲面進行了深入研究，其內容主要包括t - b zier曲線曲面、 t - b樣條曲線曲面、 tc - b zier曲線曲面和tc - b樣條曲線曲面。
  19. Let ' s assume you have added a b zier curve and a b zier circle as separate objects to your scene ( profile ( left ) and path ( right ). )

    讓我們假設你已經把一條曲線和一個圓作為分別的物體加入到你的場景了（左為輪廓線右為路徑） 。
  20. The latter is a tangent surface with c - b zier curve as spine curve

    Zier曲線上單參數平面族與控制平面的關系。
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