Kinematic Analysis of Constrained General Planner Mechanisms Using MATLAB Graphical User Interface (GUI)

Author:

William Marian1,Hegaze Moutaz M.1,El-Sebah, Mohamed I. Abu2,Elshaer Yasser1

Affiliation:

1. Arab Academy for Science and Technology and Maritime Transport “AAST", Egypt

2. Electronics Research Institute, Cairo, Egypt. Smart Village “AAST”, 12577, Egypt

Abstract

Mechanisms are significant in mechanical engineering as they are required for proper motion transition. This work studies the kinematic analysis of the planar mechanisms using constraint properties between links and joints. A joint library has been built by two types of joints (revolute and prismatic) and has been modeled to be extended in the future. The Kinematic Analysis of General Planer Mechanisms (KAGPM) has been described and implemented through the Graphical User Interface in MATLAB. The Newton-Raphson method was utilized as a numerically computational technique to resolve the kinematic constraint equations. The proposed KAGPM program has been in the kinematic analysis of a slider crank mechanism for the purpose of validation with Haug. For more validation of the program, the effects of some effective parameters have been investigated (the geometric of the mechanism, the initial conditions, and the transient of the mechanism).

Publisher

North Atlantic University Union (NAUN)

Subject

Electrical and Electronic Engineering,General Physics and Astronomy

Reference14 articles.

1. E. J. Haug, “Computer-Aided Kinematics and Dynamics of Mechanical System”, United States, Iowa, vol. 1, 1989, pp.48–200.

2. M. Stanisic, “Mechanisms and Machines: Kinematics, Dynamics, and Synthesis”, USA, SI Edition, Apr 15, 2014.

3. J. Zhao, and Z. Feng, and F. Chu, and N. Ma, “Advanced Theory of Constraint and Motion Analysis for Robot Mechanisms,” Chinese, vol.1, November 19, 2013.

4. K. Waldron, G. Kinzel, and S. Agrawal, “Kinematics, Dynamics, and Design of Machinery,” vol. 3, May 2016.

5. E. Y. Rodríguez, and J. R. Mckinley, “Multibody approach MATLAB GUI for kinematic and dynamic analysis of planar mechanisms,”, Barranquilla. Colombia, vol. 23, pp. 433-442, 5 December 2018.

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