2020
DOI: 10.1016/j.ress.2019.106742
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Impact of subsystems on the overall system availability for the large scale grid-connected photovoltaic systems

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Cited by 23 publications
(15 citation statements)
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“…The equivalent failure and repair rates of a PV string can be calculated as follows: λPVS=i=1mλPVM,i+λF\begin{equation}{\lambda _{PV - S}} = \sum\limits_{i = 1}^m {{\lambda _{PV - M,i}}} + \lambda {}_F\end{equation} rPVS=0true1λPVS()i=1mλPVM,irPVM,i+λFrF\begin{equation}{r_{PV - S}} = \dfrac{1}{{{\lambda _{PV - S}}}}\left( {\sum\limits_{i = 1}^m {{\lambda _{PV - M,i}}} {r_{PV - M,i}} + \lambda {}_F{r_F}} \right)\end{equation}where λPVS${\lambda _{PV - S}}$ and rPVS${r_{PV - S}}$ are the failure and repair rates of the PV string, respectively; λPVM,i${\lambda _{PV - M,i}}$ and rPVM,i${r_{PV - M,i}}$ are the failure and repair rates of the i ‐th PV module, respectively; and λF${\lambda _F}$ and rF${r_F}$ are the failure and repair rates of the fuse, respectively. In this paper, the PV‐module's failure rate varies in the available range of 0.0046 × 10 −6 –26 × 10 −6 failures/h, while its repair rate is from 0.00037 to 0.0667 repairs/h [5, 9, 2730]. The failure rate of fast‐acting DC fuses is about 0.05 failures/year [6, 32], while its repair rate is zero because it is needed to use the new ones in case of a failure of the fuses.…”
Section: Failure Rates and Reliability Models Of Main Components In T...mentioning
confidence: 99%
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“…The equivalent failure and repair rates of a PV string can be calculated as follows: λPVS=i=1mλPVM,i+λF\begin{equation}{\lambda _{PV - S}} = \sum\limits_{i = 1}^m {{\lambda _{PV - M,i}}} + \lambda {}_F\end{equation} rPVS=0true1λPVS()i=1mλPVM,irPVM,i+λFrF\begin{equation}{r_{PV - S}} = \dfrac{1}{{{\lambda _{PV - S}}}}\left( {\sum\limits_{i = 1}^m {{\lambda _{PV - M,i}}} {r_{PV - M,i}} + \lambda {}_F{r_F}} \right)\end{equation}where λPVS${\lambda _{PV - S}}$ and rPVS${r_{PV - S}}$ are the failure and repair rates of the PV string, respectively; λPVM,i${\lambda _{PV - M,i}}$ and rPVM,i${r_{PV - M,i}}$ are the failure and repair rates of the i ‐th PV module, respectively; and λF${\lambda _F}$ and rF${r_F}$ are the failure and repair rates of the fuse, respectively. In this paper, the PV‐module's failure rate varies in the available range of 0.0046 × 10 −6 –26 × 10 −6 failures/h, while its repair rate is from 0.00037 to 0.0667 repairs/h [5, 9, 2730]. The failure rate of fast‐acting DC fuses is about 0.05 failures/year [6, 32], while its repair rate is zero because it is needed to use the new ones in case of a failure of the fuses.…”
Section: Failure Rates and Reliability Models Of Main Components In T...mentioning
confidence: 99%
“…It could be generally realized that the failure rate of PV modules significantly depends on weather conditions and operation and ambient temperatures more than electrical parameters such as dynamic-voltage levels, power losses, and fault currents because mechanical and chemical materials are mostly dominated in a structure of the PV module. In view of this assumption, this research will certainly use the fixed failure rate of PV modules under the dynamic and transient operation cases, which is properly calculated from [27][28][29][30]. More clearly, the PV-module's failure rate varies in an available range of 0.0046 × 10 −6 -26 × 10 −6 failures/h.…”
Section: Literature Reviewmentioning
confidence: 99%
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“…The reliability and efficiency of PV systems raise more and more attentions as it is seriously influenced by environmental conditions and meteorological parameters. Technologies to increase the reliability and efficiency of PV systems have attracted numerous research interests and been significantly improved [3]- [5].…”
Section: Introductionmentioning
confidence: 99%