Application of intelligent search algorithms in proportional-integral-derivative control of direct-current motor system
A Ma'arif, H Nabila, O Wahyunggoro - Journal of Physics …, 2019 - iopscience.iop.org
A Ma'arif, H Nabila, O Wahyunggoro
Journal of Physics: Conference Series, 2019•iopscience.iop.orgAbstract Proportional-Integral-Derivative (PID) control is one of the famous controllers
applied in industrial and robotics world. It is quite easy to understand and to be
implemented. It is known that, with a proper combination of its gain parameters, a system
with good performance can be obtained. This parameter tuning can be tricky since the
number of the combination is almost infinite. Hence, methods to tune the parameter gains of
proportional, integral and derivative is needed. Some optimization methods that can be used …
applied in industrial and robotics world. It is quite easy to understand and to be
implemented. It is known that, with a proper combination of its gain parameters, a system
with good performance can be obtained. This parameter tuning can be tricky since the
number of the combination is almost infinite. Hence, methods to tune the parameter gains of
proportional, integral and derivative is needed. Some optimization methods that can be used …
Abstract
Proportional-Integral-Derivative (PID) control is one of the famous controllers applied in industrial and robotics world. It is quite easy to understand and to be implemented. It is known that, with a proper combination of its gain parameters, a system with good performance can be obtained. This parameter tuning can be tricky since the number of the combination is almost infinite. Hence, methods to tune the parameter gains of proportional, integral and derivative is needed. Some optimization methods that can be used in tuning parameters are Genetic Algorithm (GA), Particle Swarm Optimization (PSO) and Differential Evolution (DE). The paper will analyse the performance of those methods by applying them in PID Controller to control a Direct Current (DC) motor system by comparing the iteration time, the number of parameters, and augmented system performance. The comparison is done on MATLAB simulation by using the same computer. It results as DE as the best among them with the least number of parameters and best DC motor system performances.
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