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粒子群算法在等误差直线逼近节点方法中的应用
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国家自然科学基金资助项目(51175093)


Application of Particle Swarm Optimization Algorithm in Equalerror Linear Knot Approximation Method
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    摘要:

    自由曲线是数控加工中经常遇到的工件外形轮廓曲线,但一般的数控系统只有直线和圆弧插补功能。对于自由曲线的直接数控加工,只能用直线或圆弧去逼近其节点,并进行逼近的走刀加工。等误差直线逼近节点的方法能够使所有逼近线段误差相等,是自由曲线直线逼近节点的有效方法之一。在对等误差直线逼近节点算法的研究中,基于几何运算,提出一种新的等误差直线逼近节点的计算方法。该方法通过建立自由曲线的数学模型,运用粒子群算法迭代求取自由曲线上的刀位点坐标信息,并通过VC++编程,实现自由曲线等误差直线逼近数控系统的开发,并验证了该算法的有效性。

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    Freeform curve is often encountered during the numercial control (NC) machining of configuration contour profile of workpieces, but the common NC system only has linear interpolation and circular interpolation function. For directly machining of a freeform curve, a straight line or arc could only be used to approximate the knot and to perform the approximation tool machining process. The method of equalerror approximation was one of the effective methods for linear approximation knot creation, which could make equalerror for all approximation line segment. In the study of the equalerror linear knot approximation, a new calculation method was put forward for the equalerror linear approximation based on geometric operations. A mathematical model of freeform curve was established by this method, through the Particle Swarm Optimization (PSO) computation to iteratively calculate the cutter location coordinates information for the freeform curve. Through the VC++ programming tool, the method is implemented for development of the equalerror linear approximation for the freeform curve of NC system, which is verified through an example for effectiveness of its algorithm.

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项魁,高健,文豪.粒子群算法在等误差直线逼近节点方法中的应用[J].机床与液压,2017,45(13):91-94.
. Application of Particle Swarm Optimization Algorithm in Equalerror Linear Knot Approximation Method[J]. Machine Tool & Hydraulics,2017,45(13):91-94

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  • 在线发布日期: 2017-07-31
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