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New Representation of Power Injection Model of IDC-PFC within NR-based MT-HVDC Grids Power Flow Studies

机译:基于NR的MT-HVDC电网中IDC-PFC功率注入模型的新表示形式

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DC power flow controller (PFC)s are suitable equipment to provide secure/reliable operation of the multiterminal HVDC (MT-HVDC) networks. Also, they enhance the controllability of these grids. This paper proposes a new representation of the Newton-Raphson (NR) based DC power flow (PF) solver to provide suitable DC PF studies of PFC compensated/flexible MT-HVDC grids. To achieve this aim, the power injection model (PIM) (under static condition) for an interline DC PFC (IDC-PFC) is proposed and embedded within the presented DC PF solver (DC-PFS) while the symmetry and original framework of the conductance matrix of the system is yet preserved and the proposed concept imposes a few changes on the related Jacobin matrix. In the proposed model, resistive shunt admittance of HVDC lines is also taken into account. Modifying the physical and control state variables of the whole system (IDC-PFC and MT-HVDC grid) in a common collaboration, the predetermined control objective(s) are obtained. The accurate concept and effectiveness of the presented IDC-PFC models and new representation of the NR-based DC-PFS are verified by performing dynamic and static simulations on an 8-bus MT-HVDC test network.
机译:直流潮流控制器(PFC)是合适的设备,可为多端子HVDC(MT-HVDC)网络提供安全/可靠的运行。而且,它们增强了这些网格的可控性。本文提出了一种基于牛顿-拉夫森(NR)的直流潮流(PF)求解器的新表示形式,以提供对PFC补偿/柔性MT-HVDC电网的合适DC PF研究。为了实现此目标,提出了一种用于线间直流PFC(IDC-PFC)的功率注入模型(PIM)(在静态条件下),并将其嵌入到提出的DC PF解算器(DC-PFS)中,而对称性和原始框架系统的电导矩阵尚未保留,提出的概念对相关的雅可比矩阵进行了一些更改。在提出的模型中,还考虑了高压直流输电线路的电阻分流导纳。通过共同协作修改整个系统(IDC-PFC和MT-HVDC电网)的物理和控制状态变量,可以获得预定的控制目标。通过在8总线MT-HVDC测试网络上执行动态和静态仿真,可以验证所提出的IDC-PFC模型的准确概念和有效性以及基于NR的DC-PFS的新表示形式。

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