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Trajectory dynamic control for CNC machining based on velocity

机译:基于速度的数控加工轨迹动态控制

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摘要

By the method of tangential velocity in the paper, The error model was established, the analysis software was developed, some error patterns and decisive parameters were analyzed, the measures to amend, additionally, were proposed. In order to solve the difficult problem of synthetic control for trajectory position and motion, studied the spatial and time characteristics of trajectory movement and the relation between geometric parameter and dynamic state parameter. The trajectory geometry functional, on the one hand it is not time-varying mapping, can be simplified through mathematical transformation, thus the space of geometric mapping can be extended. On the other hand, setting the time for the trajectory parameter of functional is about the displacement of a special motion equation. The functional structure of differential equation is the product of the geometric parameter functional and its time -derivative. Proposed a new method for trajectory control: tangential velocity method which with the motion parameter that controls the trajectory to achieve, with the variation of the reference to control the motion processing. After experiment and simulation, proved that is a good way to control the machine tool trajectory can achieve a comprehensive control for geometry and motion, reduce the computational error, improve the trajectory accuracy, and enhance the adaptive ability to environment for path planning.
机译:通过本文的切线速度法,建立了误差模型,开发了分析软件,分析了一些误差模式和决定性参数,并提出了修正措施。为了解决轨迹位置和运动综合控制的难题,研究了轨迹运动的时空特性以及几何参数与动态状态参数之间的关系。轨迹几何功能,一方面不是时变映射,可以通过数学变换来简化,从而可以扩展几何映射的空间。另一方面,为功能轨迹参数设置时间与特殊运动方程的位移有关。微分方程的功能结构是几何参数泛函及其时间导数的乘积。提出了一种新的轨迹控制方法:切向速度法,该方法以控制轨迹的运动参数来实现,并通过参考变量的变化来控制运动处理。经过实验和仿真,证明是控制机床轨迹的好方法,可以实现对几何形状和运动的综合控制,减少计算误差,提高轨迹精度,增强对路径规划环境的适应能力。

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