2015
DOI: 10.1016/j.neucom.2015.05.099
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Guaranteed cost load frequency control for a class of uncertain power systems with large delay periods

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Cited by 13 publications
(5 citation statements)
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“…In the work by Wang et al (2015) and Li et al (2015b), the instability of the power system can be caused by large delay periods, based on the constraint condition of the ratio of a large delay period in the whole time interval, the guaranteed cost of the load frequency controller is obtained such that the closed-loop system is exponentially stable, however, this ratio is similar to A in this paper. We can see in Table 1, the dynamics of the power system can achieved by the stability in the work by Wang et al (2015) when A 0 . 25 . However, the dynamics of the power system can achieve the stability in the work by Li et al (2015b) when A 0 . 0753 .…”
Section: Example and Simulation Resultsmentioning
confidence: 93%
“…In the work by Wang et al (2015) and Li et al (2015b), the instability of the power system can be caused by large delay periods, based on the constraint condition of the ratio of a large delay period in the whole time interval, the guaranteed cost of the load frequency controller is obtained such that the closed-loop system is exponentially stable, however, this ratio is similar to A in this paper. We can see in Table 1, the dynamics of the power system can achieved by the stability in the work by Wang et al (2015) when A 0 . 25 . However, the dynamics of the power system can achieve the stability in the work by Li et al (2015b) when A 0 . 0753 .…”
Section: Example and Simulation Resultsmentioning
confidence: 93%
“…The delay signals inputs are given to PI controller to control the LFC for a guaranty cost. LFC for a group of unknown power systems considered with the help of Large Delay Periods (LDP's) [14]. The typical LFC for power systems with LDPs have been primarily exhibited as a switched delay system which comprises of potentially uneven subsystem due to LDPs and a stable subsystem due to Small Delay Periods (SDP's).…”
Section: Fig 4 -Double Mode Gain Scheduling For Pi Controller Using mentioning
confidence: 99%
“…So far in the literature, several interesting results on robust control strategy have been discussed for both the linear [15] and nonlinear [16] dynamical systems. Consequently, the researchers probed in designing the robust control protocol to investigate the frequency stability of MAPSs together with parameter uncertainties (see, other works [17][18][19] and the references cited therein). Notably, in the work of Lu et al [17], the robust proportional-integral control has been designed to investigate the load frequency control problem of MAPSs subject to uncertainties and load disturbances.…”
Section: Introductionmentioning
confidence: 99%