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首页> 外文期刊>The International Journal of Advanced Manufacturing Technology >Formulating CAM parameters for surface patterning by grinding process based on unit pattern geometry
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Formulating CAM parameters for surface patterning by grinding process based on unit pattern geometry

机译:为基于单元图案几何形状的磨削工艺制定用于表面图案化的CAM参数

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摘要

Grinding employs an abrasive product, usually a rotating wheel, which is brought into controlled contact with a workpiece surface. The grinding patterning process can be simulated using computer programming with specific user-defined parameters. To predict the surface pattern that will result from grinding with the grooved wheel, calculating the CAM parameters is very important. The intention of this research is to formulate CAM parameters for the generation of a surface pattern on a flat nominal surface by grinding with a wheel that has been prepared in a special way. A diamond dresser having a rounded tip is applied to prepare helical grooves on the conventional wheel's surface. With the intention of extracting CAM parameters, a mathematical model is developed for a grinding patterning process, starting from the unit pattern geometry of the workpiece plate. The models are characterized by the process parameters of grinding patterning such as unit pattern geometry, dressing parameters, wheel geometry and grinding conditions, as well as work surface geometry. A computer program with a user interface is developed using Matlab according to the proposed mathematical model to predict surface pattern. In addition, several examples of simulation results of the 3D wheel geometry model and corresponding patterned surfaces have been displayed using the proposed CAM parameters as input. Formulated CAM parameters can be used to control the actual grinding process or predict the ground surface pattern.
机译:研磨使用一种磨料产品,通常是一个旋转的砂轮,使其与工件表面进行受控接触。可以使用具有特定用户定义参数的计算机程序来模拟磨削图案形成过程。为了预测由带凹槽的砂轮打磨产生的表面图案,计算CAM参数非常重要。这项研究的目的是制定CAM参数,以通过用特殊方式制备的砂轮磨削在平坦的标称表面上生成表面图案。使用具有圆形尖端的金刚石修整器,以在常规砂轮表面上制备螺旋形凹槽。为了提取CAM参数,从工件板的单位图案几何图形开始,开发了用于磨削图案化过程的数学模型。该模型的特征在于磨削图案化的工艺参数,例如单位图案几何形状,修整参数,砂轮几何形状和磨削条件以及工作表面几何形状。根据建议的数学模型,使用Matlab开发了具有用户界面的计算机程序,以预测表面图案。此外,使用建议的CAM参数作为输入,已经显示了3D车轮几何模型和相应的带图案的表面的模拟结果的几个示例。制定的CAM参数可用于控制实际的研磨过程或预测地面图案。

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