Abstract Prediction of forces between tool and workpiece is essential in order to optimize machining and preserve process stability. In the last decades different predictive approaches have been developed: mainly mechanistic and numerical models. Mechanistic models could be applied to a wide range of cutter geometry and workpiece combination, even if a specific tuning, depending on material and application, is always needed. Numerical models could take in account many operative conditions than analytical ones, and allow predicting other parameters like stress, strain rate, temperature distribution, etc., but the computational time required is often unacceptable. The paper presents an innovative hybrid numerical-analytical approach for uncut chip cross-sectional area calculation in 2.5 axis end milling operations. The proposed model uses a mechanistic cutting force model to couple tool and workpiece finite element (FE) models: FE time domain simulations provide to predict effective paths of tool teeth relative to the workpiece, taking into account the dynamics of the entire system; while an appropriate algorithm, developed in Matlab ® , allows to achieve a more realistic uncut chip area, from which it is possible to calculate the cutting forces. This approach provides an accurate representation of the machined surface. Simulation is compared with experimental results.
[1]
Jeong Kim,et al.
A comparative study of stamping and hydroforming processes for an automobile fuel tank using FEM
,
2004
.
[2]
Yusuf Altintas,et al.
Mechanics and dynamics of general milling cutters.: Part I: helical end mills
,
2001
.
[3]
Enrico Filippi,et al.
Mechanistic cutting force model parameters evaluation in milling taking cutter radial runout into account
,
2009
.
[4]
Yusuf Altintas,et al.
Manufacturing Automation: Metal Cutting Mechanics, Machine Tool Vibrations, and CNC Design
,
2000
.
[5]
Y. Shin,et al.
Thermo-mechanical modeling of orthogonal machining process by finite element analysis
,
1999
.
[6]
Jun Zhao,et al.
Numerical modelling of high-speed ball end milling with cutter inclination angle
,
2012
.
[7]
Tony L. Schmitz,et al.
Improved analytical chip thickness model for milling
,
2007
.
[8]
Ismail Lazoglu,et al.
Sculpture surface machining: a generalized model of ball-end milling force system
,
2003
.
[9]
Gianni Campatelli,et al.
A heuristic approach to meet geometric tolerance in High Pressure Die Casting
,
2012,
Simul. Model. Pract. Theory.