Download Adaptive Voltage Control in Power Systems: Modelling, Design by Giuseppe Fusco PDF

By Giuseppe Fusco

Adaptive Voltage keep an eye on in energy structures, a self-contained mixture of conception and novel program, deals in-depth therapy of such adaptive keep an eye on schemes. assurance strikes from power-system-modelling difficulties via illustrations of the most adaptive keep an eye on structures, together with self-tuning, model-reference and nonlinearities repayment to a close description of layout tools: Kalman filtering, parameter-identification algorithms and discrete-time controller layout are all represented. Case stories handle purposes concerns within the implementation of adaptive voltage keep an eye on.

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Extra resources for Adaptive Voltage Control in Power Systems: Modelling, Design and Applications (Advances in Industrial Control)

Sample text

It can be easily recognized that v0,1 (tc,k ) is a step function. v0,1 (tc,k ) u(tc,k ) z −d B(z −1 ) A(z −1 ) + v1 (tc,k ) Fig. 8. 16) where −1 −nB + B + (z −1 ) = 1 + b+ + . . + b+ nB + z 1 z −1 −nB − B − (z −1 ) = b0 + b− + . . + b− nB − z 1 z and nB = nB + + nB − . Usually it is realistic to assume nB − = 0, except for some specific cases, such as voltage regulation at midpoint of a long transmission line [97], which yield to a nonminimum phase model (nB − = 0). 14) approximates the relationship between u(tc,k ) and v1 (tc,k ) at the controlled node.

AnA z −nA B(z −1 ) = b0 + b1 z −1 + . . + bnB z −nB with b0 = 0; furthermore v1 (tc,k ) is the controlled nodal voltage, u(tc,k ) is the input to the actuator, d is a positive integer representing a delay and v0,1 (tc,k ) the no-load voltage representing the nodal voltage when u(tc,k ) = 0, see [76]. 2. 15) where D δ(tc,k ) is a pulse. It can be easily recognized that v0,1 (tc,k ) is a step function. v0,1 (tc,k ) u(tc,k ) z −d B(z −1 ) A(z −1 ) + v1 (tc,k ) Fig. 8. 16) where −1 −nB + B + (z −1 ) = 1 + b+ + .

It can be easily recognized that v0,1 (tc,k ) is a step function. v0,1 (tc,k ) u(tc,k ) z −d B(z −1 ) A(z −1 ) + v1 (tc,k ) Fig. 8. 16) where −1 −nB + B + (z −1 ) = 1 + b+ + . . + b+ nB + z 1 z −1 −nB − B − (z −1 ) = b0 + b− + . . + b− nB − z 1 z and nB = nB + + nB − . Usually it is realistic to assume nB − = 0, except for some specific cases, such as voltage regulation at midpoint of a long transmission line [97], which yield to a nonminimum phase model (nB − = 0). 14) approximates the relationship between u(tc,k ) and v1 (tc,k ) at the controlled node.

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