首页> 外文会议>2011 Eighth International Conference on Computer Graphics, Imaging Visualization >Spur Gear Tooth Design and Transition Curve as a Spiral Using Cubic Trigonometric Bezier Function
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Spur Gear Tooth Design and Transition Curve as a Spiral Using Cubic Trigonometric Bezier Function

机译:使用三次三角贝塞尔函数的正齿轮齿设计和螺旋过渡曲线

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In this paper, we construct an S-shaped transition curve and spur gear tooth model. The attempt has been made to use the circle to circle technique an S-Shaped transition curve by using Cubic Trigonometric Bezier function (TBezier, for short) with two shape parameters . The shape parameters are used to control the S-shaped transition curves and provide the more flexibility for the interactive design. We have used two curve segments for the completion of single gear teeth instead of four curve segments. This model is the introduction of new cost effective, more economical and computationally easy a more efficient for CAD and CAE systems than ever before. The smoothness of the curve is G2 continuity.
机译:在本文中,我们构建了一个S形过渡曲线和正齿轮齿模型。尝试通过使用具有两个形状参数的三次三角贝塞尔函数(简称TBezier),使用圆弧圆弧技术绘制S形过渡曲线。形状参数用于控制S形过渡曲线,并为交互式设计提供更大的灵活性。我们使用两个曲线段来完成单个齿轮齿,而不是四个曲线段。该模型引入了新的具有成本效益的,比以往更经济,更易计算的CAD和CAE系统。曲线的平滑度是G2连续性。

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