Dynamic harmonic domain approach to assess performance of three-phase fixed capacitor thyristor controlled reactor (FC-TCR)

Author:

Jayababu Badugu1,G. Nageswara Reddy2,Kurakula Vimala Kumar3

Affiliation:

1. Vignan's Lara Institute of Technology and Science

2. YSR Engineering College of Yogi Vemana University

3. University College of Engineering Narasaraopet

Abstract

Harmonics have become an important issue as the number of non-linear elements and electronic devices coupled to electrical power systems increases by the day. A Fixed Capacitor Thyristor Controlled Reactor (FC-TCR) is widely used in power systems to continuously control reactive power. This paper presents the harmonic analysis of a three-phase FC-TCR under different operating conditions using the Dynamic Harmonic Domain (DHD) technique. The existing Harmonic Domain (HD) method is widely used to obtain the steady-state harmonics in the power grid. It is not possible to calculate transient harmonics using the harmonic domain method. The dynamic harmonic domain technique also provides a solution for the transient condition. The three-phase FC-TCR is simulated in a MATLAB environment and calculates transient harmonic quantities such as apparent power S(t), reactive power Q(t), real power P(t), and distortion power D(t), RMS values, and distortion factors of the three-phase FC-TCR when subjected to voltage disturbance.

Publisher

i-manager Publications

Subject

Building and Construction

Reference18 articles.

1. Badugu, J., & Nageswarareddy, G. (2013). Identification of harmonic problems using power quality analyzer-a case study. International Journal of Research in Advent Technology, 1(5), 150-157.

2. Badugu, J., & Nageswarareddy, G. (2021). Harmonics prediction of power system network in the presence of facts devices. International Journal of Advance Research, Ideas and Innovations in Technology, 7(4), 1856-1860.

3. Badugu, J., Obulesu, Y. P., & Saibabu, C. (2018b). Investigation of THD analysis in residential distribution systems with different penetration levels of electric vehicles. International Journal of Electrical and Computer Engineering Systems, 9(1), 21-27.

4. A frequency-domain equivalent-based approach to compute periodic steady-state of electrical networks

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