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Optimizing Design of Tool Interpolating Algorithm in NC System

机译:数控系统中刀具插补算法的优化设计

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The line and arc is approached by broken line in point by point comparison interpolating algorithm. If the pulse (the distance of one step) is short enough, the precision is high enough. If the pulse is 0.01 and the feed speed is no more than 3000mm/min, the precision of point by point comparison interpolating algorithm is well enough to meet the needs. But if the pulse is 0.005mm to 0.001mm and the feed speed is more than 3000mm/min, the number of interpolating point is more and more. The CPU is busy with the value of moving coordinate calculate and the pulse of feed set and occupy more resource, so the problem of lag, out of step and creep by low speed in Multi-axis. Then speed of response and interpolating precision about the system is effect. In this paper, In view of the principle of point by point comparison method, advance the foundation deciding whether the middle point interpolation is the control forth step error of NC system, establish math model of inserting and compensation method, change and improve the function that judge error by interpolating method. According to the result of the example, the middle interpolation method make interpolation precision raise from 1 pulse equivalent to 0.5 pulse equivalent, and interpolation points are greatly reduced, respond velocity quicken and interpolation precision heighten.
机译:直线和圆弧通过点对点比较插值算法逐点逼近。如果脉冲(一步的距离)足够短,则精度足够高。如果脉冲为0.01,进给速度不超过3000mm / min,则逐点比较插补算法的精度足以满足需要。但是,如果脉冲为0.005mm至0.001mm,并且进给速度大于3000mm / min,则插补点的数量就会越来越多。 CPU忙于移动坐标计算的值和进给量的设定,并占用更多的资源,因此在多轴中由于低速而引起的滞后,失步和蠕变问题。这样就对系统的响应速度和内插精度产生了影响。本文根据逐点比较法的原理,为确定中间点插补是否是数控系统的第四步控制误差奠定了基础,建立了插补法的数学模型,改变和完善了补偿功能。通过插值法判断错误。根据示例的结果,中间插值方法使插值精度从1个脉冲当量提高到0.5个脉冲当量,并且插值点大大减少,响应速度加快,插值精度提高。

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