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Design of cams with negative radius follower using Bezier curves

机译:使用贝塞尔曲线设计负半径从动件的凸轮

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This paper discusses the application of Bezier curves for designing cams with a follower of negative radius |R_f|. This kind of cam-follower mechanisms is recommended in applications where the space is restricted and very high forces are involved. In particular, we propose a numerical method for optimizing the design of the cam profile using a Bezier ordinate as an optimization parameter. For the optimization problem addressed in this work, the follower lift is maximized avoiding the undercutting problem, but keeping the pressure angle lower than 41°. To that end, a parametric study has been performed using Bezier curves of orders n = 6 and n = 8, to ensure continuity for the second and third derivatives, respectively. It is found, for both orders n = 6 and n = 8, that the Bezier ordinate that maximizes the follower lift, for a given total rise angle β, is practically independent of the dimensionless prime circle radius α = R_a/|R_f|.
机译:本文讨论了Bezier曲线在设计具有负半径| R_f |的从动件的凸轮中的应用。此类凸轮从动机构推荐用于空间有限且涉及很大力的应用中。特别是,我们提出了一种数值方法,用于使用贝塞尔坐标作为优化参数来优化凸轮轮廓的设计。对于本工作中解决的优化问题,从动升程最大,避免了侧蚀问题,但压力角保持低于41°。为此,已经使用n = 6和n = 8阶的Bezier曲线进行了参数研究,以分别确保二阶和三阶导数的连续性。发现对于n = 6和n = 8的阶数,对于给定的总上升角β,使随动件升程最大化的贝塞尔坐标实际上与无量纲原边半径α= R_a / | R_f |无关。

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