• Draws a single, convex polygon.

    画一个凸多边形。

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  • In this paper, we treat the convex polygon domain as locus of points and give its equation.

    在传统解析几何中,平面区域未被作为点的轨迹来看待,因此没有研究平面区域的方程问题。

    youdao

  • The convex polygon is constructed by vector product in order to solve the straightness error.

    为求解直线度误差,采用矢量积构造凸多边形。

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  • An algorithm of filling convex polygon is provided in order to construct real-body model fast.

    本文就快速构成实体模型,提出一种有效的凸多边形填充算法。

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  • An attempt has been made to compare different algorithms which are based on the methods of 0.618, standard rotation and convex polygon.

    对0.618法、基准旋转法和凸多边形法等不同算法的比较进行了尝试。

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  • Maximum empty circle convex polygon and maximum empty sphere convex polyhedron are introduced to compute triangulation on a set of irregularly located spatial points.

    提出最大空圆凸多边形和最大空球凸多面体的概念。

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  • Finally, numeral simulation shows that the star pattern identification algorithm based on the convex polygon has high robustness and the ratio of identification is above 99%.

    仿真结果表明:在任意视场中,基于凸多边形的星图识别成功率高于99%,并具有较强的鲁棒性。

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  • The 0.618 method and the convex polygon method for minimum condition evaluation of straightness error are introduced, and their high-level language programs are given in this paper.

    本文介绍了直线度误差最小评定的0.618法和凸多边形法,并给出了这两种方法的高级语言程序。

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  • This paper first studies the graphic outer and inner cut by convex polygon, then the graphic cut by arbitrary polygon. Its application of compiler program proves to be satisfactory.

    本文首先讨论了凸多边形对图形的外裁剪和内裁剪,在此基础上研究了任意多边形对图形的裁剪问题,通过编程应用,效果良好。

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  • A convex domain is approached by a convex polygon, and the approximated temperature distribution within the domain can be interpolated with the temperature data at the boundaries of the domain.

    利用构造出的多边形有理插值,采用凸多边形逼近任意凸域,通过区域边界温度离散值,插值近似区域内的温度场分布。

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  • A profound approach about SCARA manipulators configuration space is made in this paper. The obstacle space of SCARA manipulator produced by convex polygon obstacle is proved to be a connected area.

    对SCARA型操作臂的C空间作了深入研究,证明了凸多边形障碍物在SCARA型操作臂的C空间中形成一连通的障碍物子空间。

    youdao

  • A profound approach about SCARA manipulators configuration space is made in this paper. The obstacle space of SCARA manipulator produced by convex polygon obstacle is proved to be a connected area.

    对SCARA型操作臂的C空间作了深入研究,证明了凸多边形障碍物在SCARA型操作臂的C空间中形成一连通的障碍物子空间。

    youdao

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