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• W2536996835 endingPage "356" @default.
• W2536996835 startingPage "348" @default.
• W2536996835 abstract "Second-order generalised integrator or resonant integrator (RI) has wide range of applications. Forward and backward Euler's approximation based two integrator realisation of RI is an easily implementable frequency adaptive method. However, it suffers from resonant frequency deviation due to discretisation. The discretisation methods that lead to accurate realisation of RI require online calculation or lookup table of trigonometric functions to accommodate frequency variation. In this study, multi-rate computation-based implementation of two integrator-based RI has been proposed to minimise resonant frequency deviation. In this method, no additional logic elements are consumed to achieve accurate resonant frequency location. This along with down-sampling leads to lesser phase lag of RI. The effect of quantisation on resonant frequency deviation has been analysed for proper choice of calculation time. It is also shown that appropriate choice of down-sampling instants give a range of phase response characteristics around the nominal continuous time RI phase response. The accuracy of resonant frequency emulation has been experimentally verified by implementing a proportional–resonant controller as current controller." @default.
• W2536996835 created "2016-10-28" @default.
• W2536996835 creator A5034719308 @default.
• W2536996835 creator A5035466494 @default.
• W2536996835 date "2017-03-01" @default.
• W2536996835 modified "2023-10-01" @default.
• W2536996835 title "High‐accuracy multi‐rate implementation of resonant integrator using FPGA" @default.
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• W2536996835 doi "https://doi.org/10.1049/iet-pel.2015.0702" @default.
• W2536996835 hasPublicationYear "2017" @default.
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