Abstract

One of the effective ways of reducing power system losses is local compensation of part of the reactive power consumption by deploying shunt capacitor banks. Since the capacitor’s impedance is frequency-dependent and it is possible to generate resonances at harmonic frequencies, it is important to provide an efficient method for the placement of capacitor banks in the presence of nonlinear loads which are the main cause of harmonic generation. This paper proposes a solution for a multi-objective optimization problem to address the optimal placement of capacitor banks in the presence of nonlinear loads, and it establishes a reasonable reconciliation between costs, along with improvement of harmonic distortion and a voltage index. In this paper, while using the harmonic power flow method to calculate the electrical quantities of the grid in terms of harmonic effects, the non-dominated sorting genetic (NSGA)-II multi-objective genetic optimization algorithm was used to obtain a set of solutions named the Pareto front for the problem. To evaluate the effectiveness of the proposed method, the problem was tested for an IEEE 18-bus system. The results were compared with the methods used in eight other studies. The simulation results show the considerable efficiency and superiority of the proposed flexible method over other methods.

Highlights

  • The response to electricity consumption growth with maximum economic efficiency, which is the main goal in the design and development of electric power distribution networks, must fully comply with the system’s limitations

  • The results showed the necessity of the consideration of harmonics in the problem of optimal capacitor placement [2]

  • This paper presents a new method for the problem of optimal location of capacitive banks in the presence of harmonics caused by nonlinear loads

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Summary

Introduction

The response to electricity consumption growth with maximum economic efficiency, which is the main goal in the design and development of electric power distribution networks, must fully comply with the system’s limitations. Masoum et al proposed a fuzzy logic-based approach to determine the optimum location and size of capacitive banks in radial distribution networks taking into account the effect of harmonics. In this method, the objective functions were the costs of power losses, energy losses, and capacitive banks. This paper presents a new method for the problem of optimal location of capacitive banks in the presence of harmonics caused by nonlinear loads. This method was developed in the form of a multi-objective optimization problem, with application of the non-dominated sorting genetic (NSGA)-II algorithm.

System Modeling at Harmonic Frequencies
Optimal Capacitor Placement in the Presence of Harmonics
Objective Functions
Voltage distortion
Proposed Multi-Objective Optimization NSGA-II Method
Selection the Ultimate Solution
Case Studies
Full Text
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