MOTION CONTROL OF NONHOLONOMIC WHEELED MOBILE ROBOT IN A STRUCTURED LAYOUT

Authors

  • Tang Howe Hing Department of Applied Mechanics Faculty ofMechanical Engineering Universiti Teknologi Malaysia 81310 Johor Bahru Johor, Malaysia
  • Musa Mailah Department of Applied Mechanics Faculty ofMechanical Engineering Universiti Teknologi Malaysia 81310 Johor Bahru Johor, Malaysia

Keywords:

Active fo rce control, motion planning, nonholonomic WMR, resolved motion acceleration control.

Abstract

This paper describes the incorporation of active f orce control (AFC) scheme into two
different resolved motion accelerat ion control (RMAC) models, i.e. RMAC with
proportional-plus-derivative (RMAC-PD) and RMAC with proportional-plus-integralplus-
derivative (RMAC-PID). The two newly fo rmulated control models are subsequently
implemented as the prop osed motion controllers f or the nonholonomic wheeled mobile
robot (WMR). By embedding AFC into both the RMAC schemes, the performance of the
robotic system was studied in which the WMR was required to track a collision-free
trajectory in a structured layout that has been prescribed by a trajectory planner. The
effectiveness of both the controllers were then experimented and compared to determine
the accuracy and trackability of the WMR. The WMR was also subjected to disturbances
f or the testing of the system robustness. With appropriately computed inertia matrix and
fin ely tuned RJ\ fAC control param eters, the WMR was fou nd to be vel)' robust and
effective in traj ectory tracking task in spite ofthe complexity ofthe operating and loading
conditions.

References

I. Cameron, S. (1994), "Tutorial: Obstacle Avoidance and Path Planning," Industrial Robot, vol. 21, no. 4, pp. 9-14.

Kanayarna, Y., Kimura, Y., Miyazaki, F., Noguchi, T. (1990) , "A Stable Tracking Control Method for An Autonomous Mobile Robot," Proc. Of 1990 IEEE International Conference on Robotics and Automation, vol. 1, pp. 384389.

Fierro, R., Lewis, F. L. (1995), "Control of a Nonholonomic Mobile Robot: Backstepping Kinematics into Dynamics," Procs. of 34th IEEE Conference on Decision and Control, pp. 3805-38 10.

Samson, C. (1995), "Control of Chained Systems Application to Path Following and Time-Varying Point Stabilization of Mobile Robots," IEEE Transactions on Automatic Control, vol. 40, no. 1, pp. 64-77.

Farzad, P., Karlsson, M.P. (2000), "Adaptive Control of Dynamic Mobile Robots with Nonholonomic Constraints," Computers and Electrical Engineering, vol. 28. pp. 241-253.

Hewit, J. R., Burdess, 1. R. (1981), "Fast Dynamic Decoupled Control for Robotic Arm Using Active Force Control," Mechanism and Machine Theory, vol. 16, no. 5, pp. 535-542.

Murakami, T., Oda, N., Miyasaka, Y., Ohnishi, K. (1995), "A Motion Control Strategy Based on Equivalent Mass Matrix in Multidegree-of-Freedom Manipulator," IEEE Transactions on Industrial Electronics, vol . 42, no . 2, pp. 123-130.

Pitowarno, E., Mailah M., Jamaluddin, H. (2002), "Knowledge-Based Trajectory Error Pattern Method Applied to An Active Force Control Scheme", International Journal of Engineering and Technology, UIAM, vol. 2, no.l , pp. 1-15.

Komada, S., Ishida, M., Ohnishi, K., Hori, T. (1991), "Disturbance ObserverBased Motion Control of Direct Drive Motors," IEEE Transactions on Energy Conversion, vol. 6, no. 3, pp. 553-559.

Burdess, J. S., Hewit, J . R. (1986), "An Active Method for the Control of Mechanical Systems in the Presence of Unmeasurable Forcing," Mechanism and Machine Theory, vol, 21, no. 3, pp. 393-400.

Fraichard, T., Langier, c., Lievin, G. (1990), "Robot Motion Planning: The Case of Non Holonomic Mobiles in A Dynamic World," Proc. Of i990 IEEE International Workshop on Intelligent Robots and Systems - Towards a New Frontier of Application, pp. 757-764.

Yamamoto, Y, Yun, X. (1994), "Coordinating Locomotion and Manipulation

of A Mobile Manipulator," IEEE Transactions on Robotics and Automation, vol, 39, no. 6, pp. 1326-1332 .

Murray, R. M., Li, Z., Sastry, S.S.A.(I994), Mathematical introduction to Robotic Manipulation, United States of America: CRC Press, Inc.

Brockett, R.W. (1983), "Asymptotic Stability and Feedback Stabilization, " in Differential Geometric Control Theory", R.W. Brockett, and R.S. Milman, Eds . H.J. Sussman: Birkhauser Boston, Inc., pp. J81-191.

Laumond, J.P. , Simeon, T., Chatila, R., Giralt, G. (1989), "Traj ectory Planning and Motion Control of Mobile Robots, " in Dynamics of Controlled Mechanical Systems IUTAMIFAC Symposium Zurich/Switzerland 1988, G. Schweitzerand, Eds . M, Mansour: Springer-Verlag Berlin Heidelberg, pp. 351-366.

Walsh, G., Tilbury, D., Sastry, S., Murray, R., Laumond, J.P. (1994), "Stabilization of Trajectories for Systems with Nonholonomic Constraints," IEEE Transactions on Automatic Control, vol. 39, no . I, pp. 216-222 .

Fu, K.S ., Gonzalez, R.C., Lee, C.S .G. (1987), Robotics : Control, Sensing, Vision, and Intelligence, Singapore: McGraw-Hill Book Company.

Luh, M. W. Walker, Paul, R.P.C. (1980), "Resolved-Accelerat ion Control of Mechanical Manipulators," iEEE Transactions on Automatic Control, vol . 25, no. 3, pp. 468-474 .

Mailah, M., Hewit, J.R., Meeran, S. (1996), "Active Force Control Applied to A Rigid Robot Arm," Jurnal Mekanikal. vol . 2, pp. 52-68 .

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Published

2018-04-22

How to Cite

Howe Hing, T., & Mailah, M. (2018). MOTION CONTROL OF NONHOLONOMIC WHEELED MOBILE ROBOT IN A STRUCTURED LAYOUT. Jurnal Mekanikal, 21(1). Retrieved from https://jurnalmekanikal.utm.my/index.php/jurnalmekanikal/article/view/185

Issue

Section

Mechanical

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