Proceeding of

1st Int. Conf. on Recent Trends & Research in Engineering and Science


21-23 March, 2015


Organized By

Padm. Dr. V. B. Kolte College of Engineering & Polytechnic, Malkapur



A Special Issue of

Indian Research Transaction (EISSN:2250-0804)


Advisory Committee

Dr. G. R. Bamnote

(Dean, Faculty of Engg, SGBAU Amravati)


Dr. B. E. Narkhede

(Vice President IIIE, Mumbai)


Dr. Md. Mamun Habib

(University Utara Malaysia (UUM, Malaysia)


Dr. C. R. Patil

(Prof. PRMIT&R Badnera, Amravati)


Dr. T. R. Deshmukh

(Prof. PRMIT&R Badnera, Amravati)


Dr. W. Z. Gandhare

(Principal, Govt. College of Engineering Amravati)


Dr. D. N. Kyatanavar

(Principal, SRESCOE Kopargaon)


Dr. U. Pendharkar

(Professor, Government Engineering College, Ujjain)


Dr. Ajit Thete

(Director, Centre for Development of Leadership in    Education Pvt Ltd, Aurangabad)


Technical Committee

Dr. M. T. Datar

Dr. S. K. Garg

Dr. Shrikaant Kulkarni

Shri. D. N. Patil

Dr. A. W. Kolte

Prof. Ajitabh Pateriya

Prof. P. K. Patil

Prof. S.N. Khachane

Prof. Parag Chourey

Prof. B.K.Chaudhari

Prof. N.A. Kharche

Prof. R.M. Choudhari

Prof. R. B. Pandhare

Prof. A.P. Jadhao

Prof. S.B. Jadhav

Prof. Santosh Raikar

Prof. Y.P. Sushir

Prof. B. M. Tayde



Prof. K. H. Walse


Research Publications, India



IRT EISSN: 2250-0804 (Online) >>    

Kinematic Analysis of Quick Return Mechanism: A Review

Sachin S. Badge, Nitin A. Kharche and Diksha S. Nikam


To study the motion of a Quick Return mechanism, knowledge of velocity and acceleration analysis is required. The analysis of velocity and acceleration depend upon the graphical analytical as well as computer aided solutions. The graphical approach is suitable for finding out the velocity and acceleration of the links of a mechanism in one or two positions of the crank. However, if it is required to find these values at various configurations of the mechanism or to find the maximum values of maximum velocity or acceleration, it is not convenient to draw velocity and acceleration diagrams again and again. While in the case of analytical solutions, expressions for displacement, velocity and acceleration in terms of general parameters are derived. To get values of velocity and acceleration of a mechanism at different positions of the crank, it needs the analytical calculations or the alternate solving technology like a computer program. It is not convenient to draw the velocity and acceleration diagram again and again or to make the analytical calculations over again for different positions. So we are approaches to find out velocity and acceleration of quick return mechanism. This paper deal with the review and methodology of kinematics analysis of Quick Return mechanism using graphical, analytical as well as computer aided solutions.

2015 International Journal of Computer Science and Applications 

Published by Research Publications, India