Mathematical Modeling and Stability Analysis of a Microgrid in Island Operation

被引:0
|
作者
Beg, Nauman [1 ]
Armstorfer, Andreas [1 ,2 ]
Rosin, Argo [2 ]
Biechl, Helmuth [1 ,2 ]
机构
[1] Univ Appl Sci Kempten, Inst Elect Power Syst IEES, Kempten, Germany
[2] Tallinn Univ Technol, Sch Engn, Tallinn, Estonia
关键词
Primary droop control; Power system stability; Quasi Steady State (QSS) analysis; Power system dynamics; Microgrids; Island grid;
D O I
暂无
中图分类号
TP301 [理论、方法];
学科分类号
081202 ;
摘要
The paper presents the dynamic modeling and stability analysis of Low Voltage (LV) microgrids in island operation using simplified electrical models for Distributed Generations (DGs). These simplified models are used to simulate electrical (excluding switching) as well as control dynamics for each DG to setup and facilitate system level simulations. The paper focuses on the operation of components in grid forming mode using a droop based primary control. This approach is applied on a real microgrid which is set up within the IREN2 research project framework. The demonstrator incorporates a Li-Ion based Battery Energy Storage System (BESS), a plant oil driven generator as well as a BESS emulator. First, a brief overview of the detailed model for each DG including its simplification is discussed. Next, the microgrid is set up using simplified models for transient simulations and the comparison with real measurements is shown for different microgrid topologies. Later, overall microgrid stability i.e. various instability aspects in LV island grids are discussed. In this regard, an analytical method based on Eigenvalue analysis for identification of stability limits for relevant electrical and control parameters and under various loading conditions is presented. Finally, the complete microgrid model is simulated for potential instable conditions and a comparison with the analytical solution is shown.
引用
收藏
页数:6
相关论文
共 50 条
  • [41] Modeling the Microgrid Based on the Russky Island Power Network
    Gorte, Olga
    Zyryanov, Vyacheslav
    Khmelik, Mikhail
    Grobovoy, Andrey
    Markin, Vladimir
    Silin, Nikolay
    PROCEEDINGS OF THE 18TH MEDITERRANEAN ELECTROTECHNICAL CONFERENCE MELECON 2016, 2016,
  • [42] Stability of Renewable Energy based Microgrid in Autonomous Operation
    Krismanto, Awan Uji
    Mithulananthan, N.
    Krause, Olav
    SUSTAINABLE ENERGY GRIDS & NETWORKS, 2018, 13 : 134 - 147
  • [43] Oscillatory stability assessment of microgrid in autonomous operation with uncertainties
    Krismanto, Awan Uji
    Mithulananthan, Nadarajah
    Kamwa, Innocent
    IET RENEWABLE POWER GENERATION, 2018, 12 (04) : 494 - 504
  • [44] A Mathematical Model of Pension Fund Operation and Methods of Fund Stability Analysis
    Belolipetskii A.A.
    Lepskaya M.A.
    Computational Mathematics and Modeling, 2018, 29 (2) : 233 - 243
  • [45] Mathematical modeling of islanded microgrid with static and dynamic loads
    Ahmadi, Hamed
    Shafiee, Qobad
    Bevrani, Hassan
    NEXO REVISTA CIENTIFICA, 2021, 34 (02): : 886 - 905
  • [46] Economic Operation of Island Microgrid Based on Optimal Scheduling of Energy Storage
    Zhang, Xiaoyan
    Yu, Zhenggang
    Fu, Xiangyun
    Li, Zhe
    PROCEEDINGS OF THE 2017 5TH INTERNATIONAL CONFERENCE ON MECHATRONICS, MATERIALS, CHEMISTRY AND COMPUTER ENGINEERING (ICMMCCE 2017), 2017, 141 : 1340 - 1346
  • [47] Modeling and Application of Controllers for a Photovoltaic Inverter for Operation in a Microgrid
    Ortega, Ruben
    Garcia, Victor H.
    Garcia-Garcia, Adrian L.
    Rodriguez, Jaime J.
    Vasquez, Virgilio
    Sosa-Savedra, Julio C.
    SUSTAINABILITY, 2021, 13 (09)
  • [48] Mathematical Modeling and Stability Analysis of an Effective Design of Biomimetic AUV
    M. V. Aruna
    Journal of Intelligent & Robotic Systems, 2022, 106
  • [49] Stability Analysis of Artificial Ice Islands by Methods of Mathematical Modeling
    Petrov, I. B.
    Muratov, M., V
    Sergeev, F., I
    DOKLADY MATHEMATICS, 2020, 102 (03) : 483 - 486
  • [50] Stability Analysis of Artificial Ice Islands by Methods of Mathematical Modeling
    I. B. Petrov
    M. V. Muratov
    F. I. Sergeev
    Doklady Mathematics, 2020, 102 : 483 - 486