• 很多曲线控制点调整才能得到理想的截面

    There are a lot of curve control points adjustments to be done before getting the desired sections.

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  • 有针对性的吸管样品添加一个新的层面注入色彩曲线控制点达到指定目标颜色中性色彩校正

    Targetted Eyedropper Samples add a new dimension to color correction by injecting curve control points to achieve a specified target color, neutral color, or hue.

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  • 移动控制点可以改变曲线形状

    A handle point may be moved to alter the shape of the curve.

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  • 详细介绍公路路线控制点坐标进行公路直线曲线平面位置定线数学模型

    This paper introduces the mathematical model for highway route alignment. This model can determine plan position of highway straight and curve by the control points.

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  • 使用改装命令使用0,1公差减少控制点由此产生曲线公差范围内。

    Use the refit command using 0, 1 tolerance to reduce the control points on the resulting curves within tolerance.

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  • 重建曲线至少6个控制点必要的,实现理想的连续性使用曲线表面网络扫描第2

    Rebuild the curve with at least 6 control points. This is necessary to achieve the desired continuity when using surface from curve network or sweep 2 rails.

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  • NURBS方法实际应用中遇到的一个重要问题就是已知曲线曲面求解控制点

    An important problem which is brought about by the method of NURBS in practice is that calculating control points based on the curve or surfaces data points.

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  • 算法中,所有B3样条曲线控制点可以通过多边形顶点简单计算产生

    The control points of the B3-spline to be constructed are computed simply by the vertices of the given polygon.

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  • 文中根据曲线曲面,分别参数方法构造节点矢量,利用NURBS方法反控制点

    In this paper, the control points are calculated based on the curve or surface's data points and the knot vector which is calculated with four kinds of parameterization by the method of NURBS.

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  • 第二第三个确定曲线形状控制点

    The second and third points are control points that determine the shape of the curve.

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  • 条后续曲线需要三个两个控制点一个结束

    Each subsequent curve needs exactly three more points: two more control points and an ending point.

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  • 贝赛尔曲线一个顶点两个控制点用于控制在该顶点两侧曲线弧度

    Bezier curves of each vertex has two control points, used to control both sides of the vertex curvature of the curve.

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  • 描述形状重要特征物体轮廓曲线为了提高识别效率通常使用控制点表达轮廓。

    An important feature of shape description is the contour curves of object. To improve the efficiency of recognition, dominant points are usually used to represent the contour.

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  • 本文论述路线工程曲线段“交点”附近设立2 ~3个能相互通视控制点曲线段进行较高精度放样的新方法

    This paper introduces a method of curve setting out in route construction, in which 2 or 3 control points are placed at the intersected point of the curve.

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  • 创建采用曲线曲线2意见改装减少他们控制点

    Create the hood curves using curve from 2 views and refit them to reduce the control points.

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  • 小波光顺时,通过丢弃细节曲线保留近似曲线,既保留了曲线总体形状减少了控制点最终达到波光顺的目的。

    The whole form of original curve is retained and control points is reduced with discarding detail curve and retaining approximate curve, so the target of fairness is reached.

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  • 其中曲线一个给定误差进行曲线逼近过程曲线拟合完成之后,整个曲面控制点数目就确定了。

    Curve fitting is a curve approaching process under definite error and the number of control points throughout surface is ascertained after curve fitting completed.

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  • 介绍了利用线路平面控制控制点道路工程组合曲线中线桩点位的坐标计算、测设方法

    A method for calculating and measuring the coordinates of centering stakes using line control counts in plane control meshwork is introduced in highway construction in this paper.

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  • 第一曲线创建起始结束控制点;为第二曲线创建结束点和两个控制点

    Creates the start, end, and two control points for a first curve and endpoint and two control points for a second curve.

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  • 由于全站计算机普及和推广,尤其是GPS定位仪的开发,直接导线或其它控制点测设曲线中心线,快速便捷减少了累计误差。

    Because popularizing and spreading of computer, especially exploiting of GPS, it is convenient and lessening Errors that surveying curve center point from control point.

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  • 已经数学如何计算控制点坐标曲线定义必须通过现在我需要创建曲线

    I've already done the math to figure out how to calculate the control point as defined by the three coordinates the curve must go through, but now I need to create this curve.

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  • 塞尔曲线使用两个控制点,与之不同二次贝塞尔曲线只使用一个控制点

    Unlike a cubic Bezier curve, which USES two control points, a quadratic cubic Bezier curve USES a single control point.

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  • 塞尔曲线使用两个控制点,与之不同二次贝塞尔曲线只使用一个控制点

    Unlike a cubic Bezier curve, which USES two control points, a quadratic cubic Bezier curve USES a single control point.

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