A force-temperature model including a constitutive law for Dry High Speed Milling of aluminium alloys

Journal of Materials Processing Technology

Volumn 209, Issue 5, 2009, Pages 2532-2544

  Zaghbani, Imed ^a   Songmene, Victor ^a  

^a ÉCOLE DE TECHNOLOGIE SUPÉRIEURE   (Canada)

Author keywords

Constitutive equation; Dry machining; High Speed Milling; Predictive modeling

Indexed keywords

ALLOYS; ALUMINUM; ALUMINUM ALLOYS; CERIUM ALLOYS; CONSTITUTIVE EQUATIONS; FOURIER TRANSFORMS; LIGHT METALS; MACHINING; METALLIC COMPOUNDS; SPEED;

ALUMINIUM ALLOYS; ANALYTICAL CUTTING FORCE MODELS; CONSTITUTIVE EQUATION; CONSTITUTIVE LAWS; CUTTING CONDITIONS; CUTTING FORCES; CUTTING TEMPERATURES; DRY MACHINING; END-MILLING OPERATIONS; END-MILLING PROCESS; HIGH SPEED MILLING; MATERIAL PROPERTIES; MECHANISTIC MODELS; MODEL VALIDATIONS; OBLIQUE CUTTINGS; PREDICTIVE MODELING; SHEAR ZONES; TEMPERATURE MODELS;

MILLING (MACHINING);

EID: 59549102368     PISSN: 09240136     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jmatprotec.2008.05.050     Document Type: Article

References (36)

1. Altintas Y. Manufacturing Automation: Metal Cutting Mechanics, Machine Tool vibrations, and CNC Design (2000), Cambridge University Press
2. Altintas Y., and Spence A. End milling force algorithms for cad systems. Annals of the CIRP 45-1 (1991) 31-34
3. Armarego A., and Whitfield R. Computer based modeling of popular machining operations for force and power predictions. Annals of the CIRP 34 (1985) 65-69
4. Astakhov V., and Shvets S. A system concept in metal cutting. Journal of Materials Processing Technology 79 (1998) 189-199
5. Becze C., Elbestawi E., and Spence A. A chip formation based analytic force model for oblique cutting. International Journal of Machine Tools and Manufacture 42 (2002) 529-538
6. Boothroyd G., and Knight W. Fundamentals of Machining and Machine Tools (1989), Marcel Dekker, Inc.
7. Costes J., Petit C., Altintas Y., and Ko P. Estimated stress and friction distributions on the tool rake face in the medium density fibrerboard cutting process. Forest Products Journal 138 (2003) 468-471
8. Danneman K., Anderson E., and Johnson E. Modeling the ballistic impact performance of two aluminium alloys. Proceeding Symposium Modeling of Performance Engineering II (2001) 63-74
9. Engin S., and Altintas Y. Mechanics and dynamics of general milling cutters. Part I: Helical end mills- Part II: Inserted cutters. International Journal of Machine Tools and Manufacture 41 15 (2001) 2195-2231
10. Fang N. A new quantitative material sensitivity analysis of the flow stress of 18 materials in machining. Transactions of the ASME 127 (2005) 192-196
11. Guo Y. An integral method to determine the mechanical behavior of materials in metal cutting. Journal of Material Processing Technology 142 (2003) 72-81
12. Hastings W., Mathew P., and Oxley P. A machining theory for predicting chip geometry, cutting forces etc. from work material properties and cutting conditions. Proceedings of the Royal Society of London 371 (1980) 569-587
13. Hastings W., Oxley P., and Stevenson M. Predicting a material's machining characteristics using flow stress properties obtained from high-speed compression tests. Proceedings of Mechanics Engineering 188 (1974) 245-252
14. Hongqi L., and Shin Y. A comprehensive dynamic end milling simulation model. Transactions of the ASME 128 (2006) 86-95
15. Johnson, R., Holmquise, R., Beissel, T., 1996. User instructions for the 1996 version of the EPIC Code Alliant Techsystems Inc. the EPIC Code Alliant Techsystems Inc.
16. Khettabi R., Songmene V., and Masounave J. Effect of tool lead angle and chip formation mode on dust emission in dry cutting. Journal of Materials Processing Technology 46 (2007) 519-526
17. Kline W., Devor R., and Linderbeg J. The prediction of cutting forces in end milling with application to cornering cuts. International Journal for Machine Tool and Design Research 22 (1982) 7-22
18. Koenigsberger F., and Sabberwal A. An investigation into the cutting force pulsations during milling operations. International Journal of Machine Tool Design and Research 1 (1961) 15-31
19. Lazoglu I., and Altintas Y. Prediction of tool and chip temperature in continuous and interrupted machining. International Journal of Machine Tools and Manufacture 42 9 (2002) 1011-1022
20. Martellotti M.E. Analysis of milling process. American Society of Mechanical Engineers - Transactions 63 8 (1941) 677-700
21. Maurisch T., and Ortiz M. Modelling and simulation of high speed machining. International Journal for Numerical Methods in Engineering 38 (1995) 3675-3694
22. Merchant E. Mechanics of the metal cutting and a type 2 chip. Journal of Applied Physics 16 (1945) 267-275
23. Moufki A., Molinari A., and Dudzinski D. Modelling of orthogonal cutting with a temperature dependent friction law. Journal of the Mechanics and Physics of Solids 46-10 (1998) 2103-2138
24. Mounayri H., Spence A., and Elbestawi M. Milling process simulation a generic solid modeler paradigm. Journal of Manufacturing Science and Engineering 120 (1998) 213-221
25. Oxley P. Mechanics of Machining: An Analytical Approach to Assessing Machinability (1989), Ellis Horwood Limited
26. Ozel T., and Zeren E. Determination of material work flow stress and friction for FEM of machining using orthogonal cutting tests. Journal of Processing Technology 153-154 (2004) 1019-1025
27. Radulescu, R., 1993. A general cutting process model for high speed machining: dynamic and thermal considerations. Ph.D. Thesis, University of Illinois at Urbana-Champaign.
28. Rule W. A numerical scheme for extracting strength model coefficients from Taylor test data. International Journal of Impact Engineering 19 (1997) 797-810
29. Shaw, M., 1954. Metal cutting principles. Massachusetts Institute of Technology.
30. Shen, G., 2003. Modelling the effect of cutting fluids in peripheral milling. Ph.D. Thesis, Michigan Technology University.
31. Tlusty J., and Neil M. Dynamics of cutting in end milling. Annals of the CIRP 24-1 (1975) 169-175
32. Tounsi N. Analytical and numerical investigation of the strain rate field in the secondary shear zone. 2005 ASME International Mechanical Engineering Congress and Exposition. Orlando, Florida, USA (2005) 1109-1116
33. Tounsi N., Vincenti J., Otho A., and Elbestawi M. From the basic mechanics of orthogonal metal cutting toward the identification of the constitutive equation. International Journal of Machine Tools and Manufacture 42 12 (2002) 1373-1383
34. Tsai C.-L., and Liao Y.-S. Prediction of cutting forces in ball-end milling by means of geometric analysis. J. Mater. Process. Tech. 205 (2008) 24-33
35. Wang J., and Zheng C. Online identification of shearing and plowing constants in end milling. Journal of Manufacturing Science and Engineering-ASME 125 (2003) 57-64
36. Zombach J., and Rotberg R. A method for cutting force evaluation for end mills. Annals of the CIRP 37-1 (1988) 37-40