Maximum Power Point Tracking (MPPT) algorithms mainly govern the performances of solar photovoltaic (PV) array of smart grid systems. To optimize systems' output power in both steady-state and transient situations...
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Maximum Power Point Tracking (MPPT) algorithms mainly govern the performances of solar photovoltaic (PV) array of smart grid systems. To optimize systems' output power in both steady-state and transient situations of the tracking process, a framework using an individualized sparse-aware time-adjusting stepsize adaptation technique for the traditional MPPT method is presented. The objective of this framework is to adaptively predict the produced power of a PV system instead of utilizing the currently estimated power to achieve better performance with the improved tracking abilities. This framework is based on predicting the power using the previously estimated values of the PV output voltage. In addition, the adaptation process is based on a time-varyingstepsize that adjusts in accordance with the value of PV voltage. This approach presents a superior performance compared to the conventional method by providing an outstanding tracking ability and maintaining a stable performance under rapid alterations of atmospheric circumstances. (c) 2020 Elsevier Ltd. All rights reserved.
To improve the robustness of the algorithm against unknown sparsity levels, and to reduce the trading-off between complexity and quality of recovering sparse signals, a new technique for sparse signal reconstruction i...
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ISBN:
(纸本)9781728114163
To improve the robustness of the algorithm against unknown sparsity levels, and to reduce the trading-off between complexity and quality of recovering sparse signals, a new technique for sparse signal reconstruction in compressive sensing (CS) is presented. The solution presented in this work based on a recently proposed algorithm that innovatively employs a tap-individualized time-varyingstepsize for system identification. It converts the matrix operation of existing approaches to vector implementation and exploits the well-known property of time-varying stepsize algorithms of noise-tolerance in signal reconstruction. The essence is to allocate each tap a unique time-varyingstepsize that updates according to the power of each row of the measurement matrix to control the step of decreasing of each stepsize individually. Advantages of the proposed technique such as robustness against sparsity level and noisy signals, and achieving faster convergence rate are demonstrated numerically.
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