2020
DOI: 10.1002/jnm.2755
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New opposition cuttlefish optimizer based two‐step approach for optimal design of fractional order proportional integral derivative controller for time delay systems

Abstract: The surname of the second author of Sumathi and Umasankar 1 was incorrectly spelled in the original published article. The surname should read "Umasankar" and not "Umashankar". This is now corrected in the online version of the article. REFERENCE1. Sumathi R, Umasankar P. New opposition cuttlefish optimizer based two-step approach for optimal design of fractional order proportional integral derivative controller for time delay systems.

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“…Subsequently, staggered inverters utilizing more DC sources are supported monetarily [7]- [9]. Consequently, a capacitor has been set in the U-Cell topology as the reliant second source and a few controllers [12] have been intended to keep the voltage (V2) consistent at the 33% degree of the reference voltage (V1). The yield voltage waveform (Vab) and DC capacitor current got by simulation.…”
Section: Mu-cell Inverter Fig 31 Seven Level Mu-cell Inverter mentioning
confidence: 99%
“…Subsequently, staggered inverters utilizing more DC sources are supported monetarily [7]- [9]. Consequently, a capacitor has been set in the U-Cell topology as the reliant second source and a few controllers [12] have been intended to keep the voltage (V2) consistent at the 33% degree of the reference voltage (V1). The yield voltage waveform (Vab) and DC capacitor current got by simulation.…”
Section: Mu-cell Inverter Fig 31 Seven Level Mu-cell Inverter mentioning
confidence: 99%