2022
DOI: 10.1016/j.enconman.2022.115666
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Optimal reconfiguration of PV array based on digital image encryption algorithm: A comprehensive simulation and experimental investigation

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Cited by 29 publications
(9 citation statements)
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“…Fibonacci numbers F n can be written as A formal image encryption approach employs transformation matrices to relocate the pixels of an image. [42] The transformation matrices formed by the integer sequences decorrelates the pixels effectively. The Fibonacci sequence-based transform maintains uniformity spreading all the adjacent pixels in such a way that they are all equidistant to each other, promising the most satisfactory encryption.…”
Section: Fibonacci Sequence and Its Transformmentioning
confidence: 99%
“…Fibonacci numbers F n can be written as A formal image encryption approach employs transformation matrices to relocate the pixels of an image. [42] The transformation matrices formed by the integer sequences decorrelates the pixels effectively. The Fibonacci sequence-based transform maintains uniformity spreading all the adjacent pixels in such a way that they are all equidistant to each other, promising the most satisfactory encryption.…”
Section: Fibonacci Sequence and Its Transformmentioning
confidence: 99%
“…According to Kirchhoff's current law (KCL), the solar cell current is given as follows: IitalicPV_italiccellgoodbreak=IitalicL_italiccellgoodbreak−Idgoodbreak−Ish where I pv_cell is the PV cell current, I L_cell denotes light‐produced current of PV cell, I d denotes the diode current, and I sh denotes shunt resistance current. By substituting I sh and I d in Equation (1), the cell current 37 can be computed as given IitalicPV_italiccellgoodbreak=IL_italiccellgoodbreak−I0[]exp()qVcell+IcellRsebnormalσTcgoodbreak−1goodbreak−Vcell+IcellRseRitalicsh where I o denotes diode saturation current, q denotes electron charge, V cell denotes PV cell voltage, σ denotes ideality factor, T c denotes operating temperature, b denotes Boltzmann's constant, R se denotes PV cell series resistance, R sh denotes shunt resistance. By considering a PV module comprising n s series‐connected cells, then the module current is given as Imgoodbreak=ILgoodbreak−I0[]exp()qVm+ImRsnsbnormalσTcgoodbreak−1goodbreak−Vm+ImRSERitalicSH where I m denotes PV module current, q denotes electron charge, V m denotes PV module voltage, R SE denotes PV module series resistance, R SH denotes PV module shunt resistance, and I L denotes the light‐produced current of PV module, which is computed as given ILgoodbreak=GnormalG0…”
Section: Modeling Of Solar Pv Arraymentioning
confidence: 99%
“…Hence, mitigating the LMPPs by equalizing the irradiation between the rows of the PV array through an efficient and intelligent reconfiguration process solves the problem to a maximum extent. 17 Reconfiguring the PV array not only mitigates the LMPPs but also enhances the GMP by a significant percentage due to the reduction in the mismatch. The recent developments and the existing research on various static and dynamic reconfiguration strategies have been reviewed in detail in Yang et al 18 The dynamic reconfiguration strategies encompass various optimization based, [19][20][21][22] electrical array reconfiguration (EAR) based, 23,24 artificial intelligence (AI) based, 25,26 adaptive array reconfiguration based, 27 and so forth.…”
Section: Introductionmentioning
confidence: 99%
“…Despite the recent advancements and vast investigations on improving the MPPT efficiency, tracking the GMP among the numerous power peaks remains challenging. Hence, mitigating the LMPPs by equalizing the irradiation between the rows of the PV array through an efficient and intelligent reconfiguration process solves the problem to a maximum extent 17 . Reconfiguring the PV array not only mitigates the LMPPs but also enhances the GMP by a significant percentage due to the reduction in the mismatch.…”
Section: Introductionmentioning
confidence: 99%