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Development and validation of a generalized modeling approach for islanded inverter-based microgrids with static and dynamic loads

机译:孤岛式逆变器微电网在静态和动态载荷下通用建模方法的开发和验证

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摘要

State-space modeling approaches have been extensively used in stability studies of the conventional power system. These stability studies involve the development of state-space models of different components of the power system and then linearizing them around a steady-state or an equilibrium point and combining them on a common DQ reference frame. In this paper, a similar approach has been proposed to develop a generalized modeling approach for islanded inverter-based microgrids (IIMGs) with static and dynamic loads. The proposed generalized modeling approach divides the whole IIMG system, virtually, into three sub-modules such as generation sub-module, network sub-module, and load sub-module. The load sub-module is further divided into passive, active and dynamic load sub-modules. To obtain the complete model of the IIMG system, all the individual sub-modules are modeled in a local dq reference frame and then combined on a common DQ reference frame. The developed model includes both low as well as high-frequency dynamics of IIDG units, network dynamics, and load dynamics. Eigenvalue analysis and time-domain simulations have been performed to validate the linearized and non-linear models, respectively, obtained from the proposed generalized modeling approach. The simulation results revealed the applicability of the proposed generalized modeling approach for stability studies and to find out the causes behind the excitation of a particular mode, which play an important role in the design of a proper controller to mitigate the unstable oscillations.
机译:状态空间建模方法已广泛用于常规电力系统的稳定性研究中。这些稳定性研究涉及电力系统不同组件的状态空间模型的开发,然后将它们围绕稳态或平衡点线性化,并在一个公共DQ参考框架上进行组合。在本文中,已经提出了一种类似的方法来为具有静态和动态负载的基于孤岛的基于逆变器的微电网(IIMG)开发通用的建模方法。提出的通用建模方法实际上将整个IIMG系统分为三个子模块,例如生成子模块,网络子模块和负载子模块。负载子模块进一步分为被动,主动和动态负载子模块。为了获得IIMG系统的完整模型,所有单个子模块都在本地dq参考系中建模,然后在公共DQ参考系中进行组合。开发的模型包括IIDG单元的低频和高频动态,网络动态和负载动态。已经进行了特征值分析和时域仿真,以分别验证从所提出的广义建模方法获得的线性化模型和非线性模型。仿真结果揭示了所提出的广义建模方法对于稳定性研究的适用性,并找出了激发特定模式的原因,这些原因在设计适当的控制器以减轻不稳定振荡​​方面起着重要作用。

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