2017
DOI: 10.3390/en10030343
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Reliability Assessment of Power Generation Systems Using Intelligent Search Based on Disparity Theory

Abstract: Abstract:The reliability of the generating system adequacy is evaluated based on the ability of the system to satisfy the load demand. In this paper, a novel optimization technique named the disparity evolution genetic algorithm (DEGA) is proposed for reliability assessment of power generation. Disparity evolution is used to enhance the performance of the probability of mutation in a genetic algorithm (GA) by incorporating features from the paradigm into the disparity theory. The DEGA is based on metaheuristic… Show more

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Cited by 14 publications
(7 citation statements)
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“…Generation units could be "in service (up)" or "out of service (down)" states when needed due to planned or unplanned outages [17]. The generation system reliability is usually calculated and quantified using the reliability index which reveals the system reliability strength [18].…”
Section: Power System Reliability Assessmentmentioning
confidence: 99%
“…Generation units could be "in service (up)" or "out of service (down)" states when needed due to planned or unplanned outages [17]. The generation system reliability is usually calculated and quantified using the reliability index which reveals the system reliability strength [18].…”
Section: Power System Reliability Assessmentmentioning
confidence: 99%
“…The test systems "IEEE-RTS-79 and RTS -96" have 32 and 96 generating units respectively, with the capability to generate power ranging approximately from (12-400 MW), with a total power supply of 3405 and 10215 MW respectively, at approximately (2850 MW) and (9000 MW) peak load [24], [25]. Figure 5 showing the diagram of the single area of the system RTS-79, and Figure 6 showing the outline of the RTS-96 of threeareas interconnected through merging three single areas from the RTS-79 system.…”
Section: Cases Running the Algorithmmentioning
confidence: 99%
“…These are normally regular observations (hours, days, months, years), but the sampling generated may be irregular or not, and as such, there is a need to predict the wind speed for the next hour or day. Therefore, the Weibull model is a suitable representation of the wind speed data distribution but is inadequate in simulating wind speed during the wind power potential models or for reliability assessment models [18], etc. The most obvious disadvantage of the Weibull probabilistic model is that the chronological characteristics of wind speed and its impact on wind power output are not reflected, thus the Weibull model is unable to consider both diurnal and seasonal wind speed variations [19].…”
Section: Weibull Distributionmentioning
confidence: 99%