Abstract
Abstract
A novel ball-end milling without a helix flute (designated an elliptic ball-end mill) was introduced by Aoyama, Kishinami and Saito. The elliptic ball-end mill requires only two simple steps for grinding and one for re-sharpening, facilitating the process of manufacture. This paper aims to establish a mathematical model based on grinding parameters for the geometric modelling of the elliptic ball-end mill.
References
1.
Engin
S.
Altintas
Y.
Generalized modeling of milling mechanics and dynamics: Part I: Helical end mills . Ann. CIRP , 1996 , 45 (1 ), 59 –64 .
2.
Sheth
D. S.
Malkin
S.
CAD/CAM for geometry and process analysis of helical groove machining . Ann. CIRP , 1990 , 39 (1 ), 129 –132 .
3.
Galloway
D. F.
Some experiments on the influence of various factors on drilling performance . Trans. ASME , 1956 , 79 , 191 –231 .
4.
Aoyama
H.
Kishinami
T.
Saito
K.
Development of elliptic ball-end mill . Bull. Japan Soc. Precision Engng , 1986 , 20 (4 ), 291 –293 .
5.
Boothroyd
G.
Fundamentals of Metal Machining and Machine Tool , 1975 , pp. 174 –178 (McGraw-Hill , New York ).
6.
Paul
R. P.
Robot Manipulators - Mathematics, Programming and Control , 1982 (MIT Press , Cambridge, Massachusetts ).
7.
Altintas
Y.
Lee
P.
A general mechanics and dynamics model for helical end-mills . Ann. CIRP , 1996 , 45 (1 ), 59 –63 .
8.
Yucesan
G.
Altintas
Y.
Prediction of ball-end milling forces . Trans. ASME, J. Engng for Industry , 1996 , 118 (2 ), 95 –103 .
