3 failure by optimizing the machining parameters in advance. Many researchers showcase their work in modelling of cutting forces, some of them are described in this section with brevity.
Bao and Tansel [7] reported the analytical modelling for the prediction of cutting forces in micro milling by differentiating the total cutting zone into three parts and added size effect with tool run out in their model. Jun et al. [8] proposed a cutting force model by incorporation of effective rake angle, ploughing, rubbing and elastic recovery. They developed two separate mechanistic models for shearing dominant region
and ploughing dominant region, respectively. Lu et al. [9] proposed an analytical cutting force model by incorporating flank wear during micro milling. Srinivasa and Shunmugam
[10] reported purely analytical model for force prediction in micro milling by considering material strengthening effect, edge radius effect and basics of oblique cutting. Further, with recent advances in hardware and software, an Arbitrary Lagrangian-Eu- lerian (ALE) formulation is used by most of the software
packages such as ABAQUS,
Ansys and DEFORM for modelling material removal processes. Jin and Altintas [11] reported the fine element method (FEM) based simulation for calibration of cutting coefficient in turning of brass. Further, they implemented the cutting coefficient results to find the force value in micro milling by aggregating the effect of tool run out and helix angle. FEM simulation for the prediction of cutting forces, temperature and stress with their experimental validation for micro milling of Ti-6Al-4V has been presented by Ucun et al. [12]. However, they did not consider the effect of minimum chip thickness, tool run out,
elastic recovery, etc. which are very significant parameters associated in micro milling.
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