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首页> 外文期刊>The International Journal of Advanced Manufacturing Technology >3D metal removal simulation to determine uncut chip thickness, contact length, and surface finish in grinding
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3D metal removal simulation to determine uncut chip thickness, contact length, and surface finish in grinding

机译:3D金属去除模拟,以确定未切削的切屑厚度,接触长度和研磨中的表面光洁度

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摘要

The two most important geometric parameters that describe the mechanics of grinding are the uncut chip thickness and the contact length. Currently, analytical approaches are used to estimate these parameters. The accuracy of these approaches, however, is limited because they do not take into account the random shape, size, and protrusion height and placement of the abrasive grains around the circumference of the grinding wheel. In this paper, a simulation technique was used to gain new insight into the effect of the stochastic nature of grinding wheels on the geometric properties of the grinding process. The simulator was used to calculate the number of active grains, uncut chip thickness, and contact length for a stochastic wheel model of Radiac Abrasive's WRA-60-J5-V1 grinding wheel. These values were then mapped to every grain on the grinding wheel and used to determine the instantaneous material removal rate of the wheel and work-piece surface finish. There was excellent agreement between the predicted and experimentally measured surface topology of the workpiece. The results suggest that only 10-25% of the grains on the grinding wheel are active and that the average grinding chip may be as much as ten times thicker and ten times shorter than would be produced by a grinding wheel with a regular arrangement of cutting edges as assumed by existing analytical approaches.
机译:描述磨削机理的两个最重要的几何参数是未切屑的厚度和接触长度。当前,分析方法用于估计这些参数。但是,这些方法的准确性受到限制,因为它们没有考虑到随机形状,尺寸和突出高度以及磨粒在砂轮圆周上的位置。在本文中,使用一种模拟技术来获得对砂轮的随机性对磨削过程的几何特性的影响的新见解。该模拟器用于计算Radiac Abrasive的WRA-60-J5-V1砂轮的随机砂轮模型的活性晶粒数量,未切屑厚度和接触长度。然后将这些值映射到砂轮上的每个谷物,并用于确定砂轮和工件表面光洁度的瞬时材料去除率。在工件的预测和实验测量的表面拓扑之间有极好的一致性。结果表明,砂轮上只有10%至25%的晶粒处于活动状态,并且平均磨屑可能比具有规则切割方式的砂轮所产生的晶粒厚十倍,短十倍。现有分析方法所假定的边缘。

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