Single Tuned Filter Planning to Mitigate Harmonic Polluted in Radial Distribution Network Using Particle Swarm Optimization

Faraby, Muhira Dzar; Fitriati, Andi; Christiono,; Usman,; Muchtar, Akhyar; Putri, Andi Nur

doi:10.1109/isriti51436.2020.9315518

Cited by 11 publications

(6 citation statements)

References 5 publications

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“…In addition, they are integrated very easily into low-voltage (LV), medium-voltage (MV), and highvoltage (HV) networks. Passive compensators are integrated into the various structures Energies 2024, 17, 2020 2 of 36 described in the literature; these are single-tuned structures [4][5][6][7], double-tuned structures [8][9][10], triple-tuned structures [11], series passive structures [12], hybrid passive structures [13], damped structures (first-order filter, second-order filter, third-order filter, and C-filter) [14][15][16], grouped filter systems [17][18][19], etc. In addition to the different types of approaches related to the design of passive compensators, there is also the approach proposed by Czarnecki [20,21].…”

Section: Introductionmentioning

confidence: 99%

Compensation of Budeanu’s Reactive and Complemented Reactive Currents in Extended Budeanu Theory in 3-Phase 4-Wire Systems Powered by Symmetrical Nonsinusoidal Voltage Source

Sołjan,

Popławski,

Kurkowski

et al. 2024

Energies

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The result of continuous efforts in the development of power theory, Budeanu’s power theory was successfully extended. The mathematical description that has been proposed is based on another concept, namely the Currents’ Physical Components (CPC) theory. With CPC theory, it was possible to describe, in the original Budeanu theory, the components of the load current, including the Budeanu distortion current. The Budeanu distortion current can have a maximum of five components associated with different physical phenomena and related to the equivalent parameters of the load. This article discusses passive compensation, which provides compensation for the Budeanu reactive current and the Budeanu complemented reactive current due to the known equivalent load parameters associated with the reactance elements. In addition, the article refers to a very important aspect when determining the parameters of a passive compensator, i.e., choosing parameters in such a way that the compensator simultaneously compensates for the reactive current and the unbalanced current. The article presents five methods relating to the determination of compensator parameters. Two methods are related to the reactive current compensation only for the first harmonic without affecting the unbalanced current. The next three methods relate to the compensation of the Budeanu reactive current and the consideration of the unbalanced current. Calculations and simulations were performed for all five methods, the results of which are presented and analyzed in this publication. The Matlab/Simulink R2023a environment was used as the calculation and simulation software.

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Section: Introductionmentioning

confidence: 99%

Compensation of Budeanu’s Reactive and Complemented Reactive Currents in Extended Budeanu Theory in 3-Phase 4-Wire Systems Powered by Symmetrical Nonsinusoidal Voltage Source

Sołjan,

Popławski,

Kurkowski

et al. 2024

Energies

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“…For this reason, researchers have come up with different algorithms for optimizing the filtering efficiency of single-tuned filters. For instance, [23] proposes a Water Cycle Algorithm in designing a single-tuned filter for an inverter-based distribution system. An accurate computing Technique (particle swamp optimization) for an improved single-tuned harmonic filter has been studied by [24].…”

Section: Introductionmentioning

confidence: 99%

Comparison of APF and STATCOM for Current Harmonic Mitigation

Galadima,

Mohamad Idris

2023

Elektrika

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The application of solid-state electronic devices has recorded a geometric increase in the last decade. Devices such as battery charging systems, inverters, switch mode power supplies and a host of electronic-based devices referred to as non-linear loads distort the source signal (particularly the current). Harmonics distortion imposes a severe impact on the well-being of the power system. They cause excessive device heating, reduced performance efficiency, early insulation failure, decreased dynamic torque in rotating systems, etc. This paper bases a study on Active Power Filter (APF) and Static Synchronous Compensator (STATCOM) for mitigation of these distortive harmonics in a system of 3-phase 11kV/400V, 400kVA feeding a system of non-linear loads. The study is based on the IEEE519 standard limits for current harmonics measured at the PCC. Therefore, the system short circuit ratio (SCR) is first determined. Using synchronous reference frame and instantaneous reactive power theories, the APF and STATCOM are respectively designed and run using MATLAB/Simulink software. The result analysis is obtained from the FFT signal processing toolbox of the software, and the device’s performances are evaluated based on the set standard. Results from the FFT spectra showed that the model system contains a considerable number of harmonics before filtering. However, when these devices are connected to the system, all higher-order harmonics have been minimized to the least fractions with respect to the standard, with STATCOM giving a comparatively better performance.

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“…), PHFs are commonly used in practice because they are low cost, simple in structure, easy to maintain, highly efficient in terms of individual harmonic reduction, and have easy applicability in low voltage (LV), medium voltage (MV), and high voltage (HV) systems [5][6][7]. The PHFs are organized in different structures described in the literature [8]: the single-tuned filter [9][10][11][12][13][14][15][16], double-tuned filter [17][18][19][20][21][22][23][24][25][26][27][28], triple-tuned filter [29,30], series passive filter [31], hybrid passive filter [32,33], damped filters (first, second, third-order filter, and C-type filter) [34][35][36][37][38][39][40][41], filter group [42][43][44][45][46][47][48][49], etc.…”

Section: Introductionmentioning

confidence: 99%

Analysis of the Factors Having an Influence on the LC Passive Harmonic Filter Work Efficiency

2022

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This paper presents the electrical system factors having an influence on the work efficiency and performance of the LC passive harmonic filters (PHFs). Such filters are very often used in industries for the purpose of harmonics mitigation and reactive power compensation. Before their installation in the electrical system, many investigations should be performed in order to ensure their good design as well as work efficiency after connection. In this paper, the factors having an influence on the PHFs work efficiency and performance, such as the grid short-circuit power, primary grid voltage spectrum (voltage measured at the PCC before the filter connection), load reactive power and current characteristic harmonics, manufacturer filter parameters tolerance and filter-detuning phenomena are investigated. Most of the quoted factors are mentioned in the literature, but the novelty of this paper is that, based on the case study example of the single-tuned filter investigated in the laboratory, the influence of those factors on the filter work efficiency are demonstrated, and some solutions and recommendations are proposed. The studies are focused on the design of the single-tuned filter in the laboratory, and some simulation results are presented as well.

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Single Tuned Filter Planning to Mitigate Harmonic Polluted in Radial Distribution Network Using Particle Swarm Optimization

Cited by 11 publications

References 5 publications

Compensation of Budeanu’s Reactive and Complemented Reactive Currents in Extended Budeanu Theory in 3-Phase 4-Wire Systems Powered by Symmetrical Nonsinusoidal Voltage Source

Compensation of Budeanu’s Reactive and Complemented Reactive Currents in Extended Budeanu Theory in 3-Phase 4-Wire Systems Powered by Symmetrical Nonsinusoidal Voltage Source

Comparison of APF and STATCOM for Current Harmonic Mitigation

Analysis of the Factors Having an Influence on the LC Passive Harmonic Filter Work Efficiency

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