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On the Relation of Nodal Admittance- and Loop Gain-Model Based Frequency-Domain Modal Methods for Converters-Dominated Systems

Chen Zhang, Haoxiang Zong, Xu Cai, Marta Molinas

2023IEEE Transactions on Power Systems19 citationsDOI

Abstract

Frequency-Domain (FD) modal method is a useful tool for oscillation analysis of converters-dominated systems. In this regard, the nodal admittance and loop-gain models are often applied, and both have their respective eigen-sensitivity-based Participation Factor (PF) analysis methods. Therefore, a question on how are they related or differed naturally arises, to this end, this letter uncovers and establishes the mathematical relation of the two FD-PF methods by introducing the Time-Domain (TD) eigen-sensitivity as the “bridge”. Then, the correctness of the relation is validated by numeric case studies of a converters-interlinked system. Aside from this main finding, other discussions on the TD/FD eigen-sensitivity are also helpful for the promotion of modal methods, e.g., facilitating cross-domain modal analysis.

Topics & Concepts

AdmittanceConvertersFrequency domainControl theory (sociology)Relation (database)ModalLoop (graph theory)Transfer functionLoop gainModified nodal analysisNodal analysisFrequency responseElectric power systemModal analysisNODALMathematicsElectronic engineeringEngineeringComputer scienceElectrical impedancePower (physics)VoltagePhysicsMathematical analysisElectrical engineeringFinite element methodControl (management)Structural engineeringDatabaseCombinatoricsChemistryArtificial intelligencePolymer chemistryMedicineAnatomyQuantum mechanicsHVDC Systems and Fault ProtectionMicrogrid Control and OptimizationHigh-Voltage Power Transmission Systems
On the Relation of Nodal Admittance- and Loop Gain-Model Based Frequency-Domain Modal Methods for Converters-Dominated Systems | Litcius