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Adaptive navigation of mobile
robots with obstacle avoidance Fujimori,
A. Nikiforuk,
P.N. Gupta,
M.M. Dept. of
Energy & Mech. Eng., Shizuoka Univ.,
Hamamatsu; This paper
appears in: Robotics and Automation, IEEE Transactions
on On page(s):
596-601 Volume: 13,
Aug
1997 ISSN:
1042-296X CODEN:
IRAUEZ INSPEC Accession
Number: 5662927
Abstract: A local navigation technique with obstacle
avoidance, called adaptive navigation, is proposed for mobile
robots in which the dynamics of the robot are taken into
consideration. The only information needed about the local
environment is the distance between the robot and the
obstacles in three specified directions. The navigation law is
a first-order differential equation and navigation to the goal
and obstacle avoidance are achieved by switching the direction
angle of the robot. The effectiveness of the technique is
demonstrated by means of simulation examples
Index Terms: adaptive
systems differential
equations mobile
robots path
planning real-time
systems robot
dynamics
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Reference list:
1, R. B.
Tilove, "Local obstacle avoidance for mobile robots based on
the method of artificial potentials", Proc. IEEE Conf.
Robotics Automat., Cincinnati, OH, pp.566-571, 1990.
[Abstract] [PDF
Full-Text (432KB)]
2, A. R. Brooks, "Solving the find-path problem
by good representation of free space", IEEE Trans. Syst.,
Man, Cybern., vol.SMC-13, pp.190-197, Mar./Apr. 1983.
3, B. H. Krogh,
"A generalized potential field approach to obstacle avoidance
control", Proc. Int. Robot. Res. Conf., Bethlehem, PA,
Aug. 1984.
4,
O. Khatib, "Real-time obstacle avoidance for manipulators and
mobile robots", Proc. IEEE Conf. Robot. Automat.,
pp.500-505, 1985.
5, B. H. Krogh, D. Feng, "Dynamic generation of
subgoals for autonomous mobile robots using local feedback
information", IEEE Trans. Automat. Contr., vol.34,
pp.483-493, May 1989. [Abstract] [PDF
Full-Text (1328KB)]
6, J.-O. KiIm, P. K. Khosla, "Real-time obstacle
avoidance using harmonic potential functions", IEEE Trans.
Robot. Automat., vol.8, pp.338-349, June 1992. [Abstract] [PDF
Full-Text (968KB)]
7, D. Feng, B. H. Krogh, "Dynamic steering
control of conventionally-steered mobile robots", Proc.
IEEE Conf. Robot. Automat., Cincinnati, OH, pp.390-395,
1990. [Abstract] [PDF
Full-Text (552KB)]
8, A. E. Bryson, Y.-C. Ho, "Applied Optimal
Control", Wiley, New York, 1975.
9, SSSR Akademii Nauk, "Tables of
the Exponential Integral Functions", 1954.
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