2018
DOI: 10.3390/en11010139
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Photovoltaic and Wind Turbine Integration Applying Cuckoo Search for Probabilistic Reliable Optimal Placement

Abstract: This paper presents an efficient Cuckoo Search Optimization technique to improve the reliability of electrical power systems. Various reliability objective indices such as Energy Not Supplied, System Average Interruption Frequency Index, System Average Interruption, and Duration Index are the main indices indicating reliability. The Cuckoo Search Optimization (CSO) technique is applied to optimally place the protection devices, install the distributed generators, and to determine the size of distributed genera… Show more

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Cited by 22 publications
(16 citation statements)
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“…Many studies have been presented for different multi objective problems. Application of participating RERs has been investigated for improving reliability, reducing losses, reducing production cost, and reducing emission costs in [2][3][4]. High RER penetration comes with operational challenges due to their high level of intermittency.…”
Section: Pgmentioning
confidence: 99%
“…Many studies have been presented for different multi objective problems. Application of participating RERs has been investigated for improving reliability, reducing losses, reducing production cost, and reducing emission costs in [2][3][4]. High RER penetration comes with operational challenges due to their high level of intermittency.…”
Section: Pgmentioning
confidence: 99%
“…The main objective is to minimize the transmission losses. Swief et al [16] proposed a cuckoo search optimization (CSO) technique for optimally determining the locations and sizes of photovoltaic (PV) and wind turbine (WT) DGs. The main objective is to maximize the reliability in the system.…”
Section: Related Workmentioning
confidence: 99%
“…where DG Li represents the location of the DG in bus i and B L max represents the maximum location of the bus [4] CSA 33, 69, and 119 nodes Minimize active power losses and maximize voltage magnitude [5] Analytical and PSO 33 and 69 buses Minimize the power distribution loss [6] Analytical 33 and 69 buses Minimize power losses [7] LSF and IWO 33 and 69 buses Minimize losses and operational cost and improve the voltage stability [8] PSO 33 and 69 buses Minimize power losses [9] AGPSO 69 buses Minimize power losses [10] GWO 33 and 69 buses Minimize power losses [11] GA-PSO 33 and 69 buses Minimize losses and maintain acceptable voltage profiles [12] GA-ABC 33 and 69 buses Reduce the cost of the system and decrease RPLs [13] GA and Fuzzy 34 buses Minimize cost, emission, power losses, and voltage deviation [14] PBIL and PSO 33 and 69 buses Reduce active power losses and improve the nodal voltage profiles [15] PSO 30 buses Minimize the transmission losses [16] CSO 69 buses Maximize the reliability in the system [17] BSA 69 and 136 buses Reduce power losses and improve network voltage profile [18] BSA and Fuzzy expert rules 33 and 94 nodes Minimize the network power losses, consolidate the static voltage stability indices, and ameliorate the bus's voltage profile.…”
Section: Constraintsmentioning
confidence: 99%
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“…The PV output power depends on solar irradiance and is calculated using the historical data within one year in [10,11]. The probability of solar irradiance is obtained by counting the number of hours per year for each state of solar irradiance and dividing it by total number of hours per year [12,15]. The PV output power of solar irradiance can be calculated by using the multi-state model referred to in [9,14] .…”
Section: Photovoltaic Output Power Modelmentioning
confidence: 99%