The ever-increasing size and complexity of the present-day power systems puts a higher demand on the power system stabilizer for low-frequency oscillation damping. Alternate design methods of the conventional power system stabilizer or control structures to replace it, proposed over many decades, have not been widely adopted for practical use due to the impediments like non-linear and complex structure, and lack of fast adjustments. This paper proposes an improved neuro-adaptive control scheme, based on online system identification and simultaneous control, to replace conventional power system stabilizer. A simple, linear neural identifier, with a few adjustable connection weights, is used which ensures minimal computational burden and fast learning capability. The parameters of the controller, designed using optimal control with one-sample-ahead output prediction, are related to the identifier parameters. An adaptive learning rate, derived using Lyapunov stability theorems, guarantees stability of convergence of the learning algorithm as well as an optimal speed of convergence. Improved oscillation-damping performance over a wide range of operating conditions, in comparison with a well-designed conventional power system stabilizer and some other alternative controllers reported in literature, has been validated through simulation studies carried out on two different power systems. It is demonstrated that a simple linear neural identifier, which approximates a local linear model of a system, by adjustment of its parameters online, is faithfully able to track the varying dynamics of the system. Hence, it is not always appropriate to use complex structures and non-linear activation functions in neural network-based adaptive control applications which may pose difficulties in the implementation of these controllers. Also, the proposed control scheme is model-free, easier to implement and needs local measurements only.
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