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An accurate, efficient envelope approach to modeling the geometric deviation of the machined surface for a specific five-axis CNC machine tool

机译:一种精确,有效的包络方法,用于建模特定五轴CNC机床的加工表面的几何偏差

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摘要

Geometric deviation, defined as the difference between the nominal surface and the simulation model of the machined surface, is the fundamental concern of five-axis tool path planning. Since the machined surface is part of the cutter envelope surface generated by the cutter motion, it is necessary to calculate the envelope surface in order to obtain the geometric deviation. In the stage of tool path planning, current approaches calculate the cutter envelope surface by using the cutter motion along the given tool path. However, the cutter motion of practical machining on a specific five-axis CNC machine tool is different from the given tool path. Moreover, the computation is very challenging when the accurate cutter motion of practical machining is applied to calculate the envelope surface. To overcome these two problems, a geometric envelope approach with two major distinctions is proposed in this paper. First, the envelope surface of the cutter undergoing a general motion is efficiently obtained as a closed-form vector expression. Second, the accurate cutter motion, which is determined by machine kinematic and interpolation scheme in practical machining, can be easily applied to calculate the accurate envelope surface. With the envelope surface, the geometric deviation is calculated to estimate the overcut or undercut in five-axis milling. An example is given to demonstrate the validity of the proposed method. (C) 2015 Elsevier Ltd. All rights reserved.
机译:几何偏差(定义为名义表面与加工表面的仿真模型之间的差异)是五轴刀具路径规划的基本考虑因素。由于加工表面是刀具运动产生的刀具包络面的一部分,因此有必要计算包络面以获得几何偏差。在刀具路径规划阶段,当前方法是利用刀具沿给定刀具路径的运动来计算刀具包络面。但是,在特定的五轴CNC机床上进行实际加工的刀具运动与给定的刀具路径不同。此外,当将实际加工中的精确刀具运动用于计算包络面时,计算非常困难。为了克服这两个问题,本文提出了一种具有两个主要区别的几何包络方法。首先,有效地获得进行一般运动的刀具的包络面作为闭合形式的矢量表达式。其次,在实际加工中由机器运动学和插补方案确定的精确刀具运动可以轻松应用于计算精确的包络面。对于包络面,计算几何偏差以估计五轴铣削中的过切或欠切。举例说明了该方法的有效性。 (C)2015 Elsevier Ltd.保留所有权利。

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