Parametric Design and Analysis of Two Station Two Spindle Rough Boring and Finish Boring SPM
Ch Deepthi1 and
J Ramathulasi2
1.M.Tech Student, Department of Mechanical Engineering, Mallareddy College of Engineering & Technology, Hyderabad, India.
2.Assistant Professor, Department of Mechanical Engineering, Mallareddy College of Engineering & Technology, Hyderabad, India.
Abstract—The current interest in developing a manufacturing capability at the mixed scales is leading to a
number of investigations concerned with the development of special purpose machine tools.
Competition permanently demands the machine tool manufacturers to improve the working
accuracy and the dynamical behaviour of their machines while reducing both product development
time and costs. The problem with most special purpose machines is the amount of vibration
that is transmitted through the spindle, which affects the quality of surface finish and the
dimensional accuracy imparted to the work piece being machined. Owing to the way the spindle
is mounted at the end of a cantilevered structure, low resonant frequencies can occur that are
easily excited. SPM is a special purpose machine exclusively used in two wheeler automobiles.
The main objective of this project is to design and perform finite element analysis of the SPM
and make sure that the SPM is free from vibrations. In this thesis design calculations were done
using Timoshenko beam theories for different cutting forces. Later a parametric 3D model was
developed using the cad software. Both static and dynamic analyses were done using analysis
software NX cad software is used for developing 3D parametric model and Ansys software is
used for performing static and dynamic analysis.
Index Terms—Machine tool manufacturers, Special purpose machine, Work accuracy, Design
calculations
Cite: Ch Deepthi and J Ramathulasi, "Parametric Design and Analysis of Two Station Two Spindle Rough Boring and Finish Boring SPM," International Journal of Mechanical Engineering and Robotics Research, Vol.3, No.4, pp. 612-621, October 2014.