Biomedical Engineering Reference
In-Depth Information
Table 4 Comparison of results
Tuning method
Rise time (s)
Maximum overshot
Settling time (s)
Ziegler Nichols
0.18
1.08
2.41
Genetic algorithm
0.161
1.01
0.7
Conclusion
The GA algorithm for PID controller tuning presented in this research offers
several advantages. The errors resulting from model reduction are avoided. It is
possible to consider several design criteria in a balanced and unified way.
Approximations that are typical to classical tuning rules are not needed. Soft
computing techniques are often criticized for two reasons: algorithms are com-
putationally heavy and convergence to the optimal solution cannot be guaranteed.
PID controller tuning is a small-scale problem and thus computational complexity
is not really an issue here. It took only a couple of seconds to solve the problem.
Compared to conventionally tuned system, GA tuned system has good steady-state
response and performance indices.
References
1. Ogata K (1987) Discrete-time control systems. University of Minnesota, Prentice Hall
2. Soltoggio A (2005) An enhanced GA to improve the search process reliability in tuning of
control
systems.
In:
Proceedings
of
the
2005
conference
genetic
and
evolutionary
computation, GECCO'05, Washington, pp 2165-2172
3. Chen QG, Wang N (2005) The distribution population-based genetic algorithm for parameter
optimization PID controller. Acta Automatica Sinica 31:646-650
4. Astrom K, Hagglund T (1995) PID controllers: theory, design and tuning. Instrument Society
of America. Research triangle park, NC
5. Chowdhuri S, Mukherjee A (2000) An evolutionary approach to optimize speed controller of
dc machines. In: Proceedings of IEEE international conference on industrial technology, Cilt
2, 682-687
6. Chambers L (1999) Practical handbook of genetic algorithms: complex coding systems.
CRC, Boca Raton
7. Pelczewski PM, Kunz UH (1990) The optimal control of a constrained drive system with
brushless dc motor. Ind Electron IEEE Trans on 37(5): 342-348
8. Goldberg DE (1989) Genetic algorithms in search, optimization and machine learning.
Addison-Wesley Pub. Co, Boston
9. Chipperfield AJ, Fleming PJ, Pohlheim H, Fonseca CM (1994) A genetic algorithm toolbox
for MATLAB. In: Proceedings international conference on systems engineering, coventry,
UK, 6-8 Sept 1994
10. Kristinsson
K,
Dumont
GA
(1992)
System
identification
and
control
using
genetic
algorithms. Syst Man Cybern IEEE Trans on 22(5): 1033-1046
11. Mahony TO, Downing CJ, Fatla K (2000) Genetic algorithm for PID parameter optimization:
minimizing error criteria. Proc Control Instrum 2000: 26-28
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