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MSRF Control Based Interline Dynamic Voltage Restoration in Distribution Line
Author(s) -
M. Padmarasan,
R. Samuel Rajesh Babu
Publication year - 2020
Publication title -
international journal of recent technology and engineering
Language(s) - English
Resource type - Journals
ISSN - 2277-3878
DOI - 10.35940/ijrte.e3115.018520
Subject(s) - voltage sag , harmonics , control theory (sociology) , voltage , disturbance voltage , voltage regulation , controller (irrigation) , computer science , voltage controller , settling time , engineering , voltage droop , phase locked loop , voltage regulator , voltage optimisation , electronic engineering , electrical engineering , control engineering , step response , control (management) , power quality , jitter , agronomy , artificial intelligence , biology
This paper deals with the implementation of interline dynamic voltage restorer (IDVR) system using three-phase inverter integrated with PLL based MSRF controller for regulating the DC link voltage, and reducing the voltage sag. Voltage variation that frequently occurs either in the form of voltage sag or swells and it can cause major damage to the environment and distribution station. In this paper, interline dynamic voltage restorer has proposed which consist of more than one DVR's are commonly connected with the DC link capacitor of the system. Suitable control methods are developed for reduce the voltage sag in the line. Modified synchronous reference frame control has designed and implemented for both controls, and compensation of voltage sag. Conventional control method has some constraints such as high settling time of dc link voltage, and increase in harmonics that could be overcome by a new approach of MSRF based PLL has presented in this paper, which helps to compensate the voltage sag occurs in the system. Furthermore design and analysis of MSRF based IDVR is proposed to improve the efficiency, reducing the settling time of DC link voltage, reducing the harmonics distortion, and minimize the power quality issues by using MATLAB/SIMULINK.

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