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- W599898811 abstract "The main objective of the research is to show the advantages of wavelet based method fromconventional ones to solve a nonlinear problem in aphotovoltaic solar power generation. This nonlinearity comes from a case of limited power of solarradiation and expensive cost of solar panel, thereforemaximization of absorbed power is become important. To solve the problem, the system state spaceapproach is used. The optimal control problem istransformed and reduced to a boundary value problemusing Hamiltonian equation derivation. To increasecomputation speed, a wavelet analysis is used as timediscretization adaptation on numerical solver that usestime discretization basis. The wavelet is employed asanalysis tool at each discretization level, start fromcoarse to finer discretization. The temporary gridresult at present level is then used for determining thenext level discretization. The final results of determining maximum power,prove that optimal control scheme can be used to solvecontrol problem of solar power generation. Thecomputation results also show that computation speedincreases significantly by employing wavelet adaptation on the conventional solver withoutdecreasing its accuracy." @default.
- W599898811 created "2016-06-24" @default.
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- W599898811 date "2009-06-02" @default.
- W599898811 modified "2023-09-27" @default.
- W599898811 title "Wavelet Based Optimal Control Solution for Nonlinear Systems" @default.
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