Performance Evaluation of Different Control Schemes using Various Tuning Methods
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Abstract
A control system is a device, or set of devices, that manages, commands, directs or
regulates the behavior of other device or system to achieve the desired result. Controller
design and choosing a particular control configuration/scheme is an important task in a
particular control application. Different control configurations/schemes are used in
process control for the purpose of controlling a particular application. These are
feedback, feedback plus feed forward, cascade and cascade plus feed forward. The
objective of feed-forward control is to measure disturbances and compensate error before
the controlled variable deviates from the set point. The combined feed forward plus
feedback control, can significantly improve performance over simple feedback control
whenever a major disturbance can be measured before it affects the process output.
Cascade controllers have a distinct advantage over other kinds of controller due to its
ability to combine both feedback and feed-forward controls. Combining cascade and feed
forward control techniques facilitates additional improvement in control loop
performance. For obtaining desired closed loop response different tuning methods have
been used. Tuning of PID controller for first order, second order and third order process
has been done using Cohen-Coon, Direct Synthesis, Ziegler Nichols, Relay Auto tuning,
Modulus Optimum, and Computational Optimization methods. In this work the
performance evaluation of different control schemes using various conventional tuning
methods such as Ziegler Nichols, Relay auto tuning, Modulus Optimum, and
Computational Optimization have been compared. PID controller tuning using Particle
Swarm Optimization (PSO) has also been done in this dissertation. The performance
comparison between the different methods has been done using the parameters such as
rise time, settling time, peak time, overshoot and steady state error. The proposed
schemes have been implemented using MATLAB 2011b.
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ME, EIED
