Abstract
The aim of this study was to determine the optimal parameters of cutting operations in order to obtain a minimised cost per unit time, with an acceptable quality level. The cost per unit for cutting operations is partly related to cutting time and tool life. The acceptable quality level is measured mainly in regard to surface roughness. The cutting time, tool life and surface roughness are all functions of cutting parameters. For cost and quality optimisation, in cutting parameter determination, an integration of three elements in problem formulation is necessary. However, with recent developments in computer hardware and software, the computer experimental approach consisting of both a computer simulation and a statistical method has become possible. With removal geometry configuration being specified, the computer simulation is performed by existing computer-aided engineering software, such as CATIA and Computer Cutting Data Service. The simulated outputs are analysed by statistical methods, such as response surface methodology, to obtain the predicted cutting time and tool life functions. These two functions will be further plugged into a unit cost model as the objective function, along with quality level as constraints. Then, the problem is formulated with mathematical programming to determine optimal cutting parameters for both quality and cost.
Acknowledgements
This research was carried out in the Design, Quality and Productivity Laboratory (DQPL) at the Department of Industrial Engineering and Systems Management at Feng Chia University, Taichung, Taiwan under Grant no. 94–2213-E-035–029 from the National Science Council of the Republic of China. I would also like to give thanks to my research assistant, Jian-Cheng Cheng, an MS student in the IE Department.