MATHEMATICAL MODEL FOR CHIP GEOMETRY CALCULATION IN FIVE-AXIS MILLING
DOI:
https://doi.org/10.11113/jt.v77.6701Keywords:
Inclination angle, cutting force, five axis milling, chip geometryAbstract
This paper presents the method to calculate the geometries of instantaneous chip in five-axis milling. The inclination angle changes in between two consecutive CC-points were taken into account in the calculation. In the first stage, the engagement angle, the axial depth of cut and cut width were determined through the mapping technique. The engagement point of the Work piece Coordinate System (WCS) was mapped to a Tool Coordinate System (TCS). In the second stage, the engagement angle and depth of cut, which were defined in the first stage were then used as a primary input to obtain the cut thickness and cut width. Two simulation tests have been presented to verify the ability of the proposed model to predict the cut geometry. The first tests revealed that the inclination angle makes the size of the cut thickness and cut width fluctuate. The cut width increased when the tool inclination angle increased. For the cut thickness, its magnitude was influenced by two effects, the orientation effect and the tooth path effect. The final result was a compromise between these two effects. In the second simulation test, the proposed model was successfully implemented to support the feedrate scheduling method.
References
Imani, B. M., Sadeghi, M.H., Elbestawi, M.A. 1998. An improved process simulation system for ball-end milling of sculptured surfaces. Int. J Mac. Tools Manuf. 38(9): 1089-1107
Yip-Hoi, D., Huang, X. 2006. Cutter/Workpiece engagement feature extraction from solid models for end milling. Journal of manufacturing science and engineering. Transaction of the ASME. 128 (1): 249-260
Larue, A., Altintas, Y. 2004. Simulation of flak milling processes. Int. J. Machine Tools and Manuf. 45: 549-559.
Choi, B.K., Jerrard, R. Sculptured surface machining. Theory and Applications. Kluwer Academic, Dordrecht
Fussell, B .K., Jerard R. B., Hemmett J.G. 2001 Robust feedrate selection for 3-axis NC machining using discrete models. ASME Journal of Manufacturing Science and Engineering. 123: 214-224.
Fussel, B.K., Ersoy, C., Jerard, R.B. 1992. Computer Generated CNC Machining Feedrates. ASME Japan/USA Symposium on Flexible Automation. 1: 377-384.
Woon-Soo, Y., Jeong-Hoon, K., Han, L, Dong-Woo, C. 2002. Development of a virtual machining system, Part 3: Cutting process simulation in transient cuts. Int. J. Mach. Tools. Manuf. 42(15): 1617-1626.
Jerard, R. B., Drysdale, R. L., Hauck, K. E., Schaudt, B., Magewick, J. 1989. Methods for detecting errors in numerically controlled machining of sculptured surfaces. Computer Graphics and Applications, IEEE. 9(1): 419-430.
Yao, Z. 2005. Finding Cutter Engagement For Ball End Milling of Tesellated Free-Form Surfaces. Presented at ASME International Design Engineering Technical Conferences. DETC2005-84798
Aras, E, Hoi, D. Y. 2008. Geometric modeling of cutter/workpiece engagements in three axis milling using polyhedral representations. J. Manufacturing Science and Engineering. 8(3): 031007.
Yip-Hoi, D., Peng, X. 2007. R-Tree Localization for Polyhedral Model Based Cutter/Workpiece Engagements Calculations in Milling. Presented at ASME-CIE.
Kiswanto, G., Hendriko, Duc, E. 2011. An approach for geometric modeling of cutter workpiece engagement in five-axis milling. Proceeding of Quality in Research (QiR) 2011, Bali, Indonesia.
Kumanchik, L. M. Schmitz, T. L., 2007. Improved analytical chip thickness model for milling, Precision Engineering. 31: 317-324.
Downloads
Published
Issue
Section
License
Copyright of articles that appear in Jurnal Teknologi belongs exclusively to Penerbit Universiti Teknologi Malaysia (Penerbit UTM Press). This copyright covers the rights to reproduce the article, including reprints, electronic reproductions, or any other reproductions of similar nature.