• Title/Summary/Keyword: Harmonic State Space, HSS

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Impedance-Based Stability Analysis of DC-DC Boost Converters Using Harmonic State Space Model

  • Park, Bumsu;Heryanto, Nur A.;Lee, Dong-Choon
    • KEPCO Journal on Electric Power and Energy
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    • v.7 no.2
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    • pp.255-261
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    • 2021
  • This paper proposes impedance-based stability analysis of DC-DC boost converters, where a harmonic state space (HSS) modeling technique is used. At first, the HSS model of the boost converter is developed. Then, the closed-loop output impedance of the converter is derived in frequency domain using small signal modeling including frequency couplings, where harmonic transfer function (HTF) matrices of the open-loop output impedance, the duty-to-output, and the voltage controller are involved. The frequency response of the output impedance reveals a resonance frequency at low frequency region and frequency couplings at sidebands of switching frequency which agree with the simulation and experimental result.

Harmonic State Space Modeling of DC Microgrid Systems (직류 마이크로그리드 시스템의 고조파 상태 공간 모델링)

  • Kamalirad, Mohsen;To, Dinh Du;Lee, Dong-Choon
    • Proceedings of the KIPE Conference
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    • 2019.07a
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    • pp.483-484
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    • 2019
  • This paper proposes a harmonic state space (HSS) modeling of DC microgrid. In the HSS model, nonlinear equations for the switched circuit model are transformed into multiple linear equations. The simulation results have shown the HSS modeling is comparable with PSIM simulation.

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Stability Analysis of DC-DC Boost Converters Based on Output Impedance in HSS (고조파 상태 공간 출력임피던스에 기반한 DC-DC 부스트 컨버터의 안정도 해석)

  • Heryanto, Nur A.;Park, Bumsu;Lee, Dong-Choon
    • Proceedings of the KIPE Conference
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    • 2020.08a
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    • pp.455-456
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    • 2020
  • This paper proposes stability evaluation of DC/DC boost converters based on output impedance in harmonic transfer function matrix considering line impedance and cascaded voltage and current control loops. The harmonic state-space (HSS) model of converter and controller is developed to obtain the harmonic transfer function matrix of closed-loop output impedance. This work is useful for impedance-based stability analysis of converters connected to DC power systems.

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