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Modeling and Mitigation of Spatial–Temporal Frequency Patterns in IBR-Dominated Power Systems

Xinjie ZengSchool of Electric Power Engineering, South China University of Technology, Guangzhou 510643, ChinaXiaohua LiSchool of Electric Power Engineering, South China University of Technology, Guangzhou 510643, ChinaJunqiang GongElectric Power Dispatching & Control Center, Shenzhen Power Supply Co., Ltd., Shenzhen 518000, ChinaFuquan HuangElectric Power Dispatching & Control Center, Shenzhen Power Supply Co., Ltd., Shenzhen 518000, ChinaAnarkhon Mamasadikovna KosimakhunovaFaculty of Power Engineering, Fergana State Technical University, Fergana 150107, UzbekistanNodira Bakhadirovna TurgunovaFaculty of Power Engineering, Fergana State Technical University, Fergana 150107, UzbekistanYing XueSchool of Electric Power Engineering, South China University of Technology, Guangzhou 510643, China
Electronicsjournal2026en
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With power systems becoming increasingly dominated by inverter-based resources (IBRs), spatial–temporal frequency dynamics have emerged as a significant challenge due to the loss of mechanical inertia and increasing heterogeneity in inverter controls. Conventional models grounded in center-of-inertia (COI) frequency and system frequency response (SFR) fail to capture localized frequency behavior under disturbances, particularly in systems with non-uniform synthetic inertia and weak electrical coupling. This paper develops an analytical modeling framework for the characterization and mitigation of spatial–temporal frequency patterns in fully inverter-based systems. Local frequency dynamics are explicitly derived from the control characteristics of grid-forming (GFM) and grid-following (GFL) inverters and incorporated into a network-aware formulation using topology-dependent state-space equations. The proposed model elucidates the interplay between local control parameters and network structure in shaping the propagation of frequency disturbances. A coordinated mitigation approach is further introduced, leveraging the tuning of local inverter settings and system topology parameters to suppress spatial frequency deviations. The proposed mitigation method is developed under an analytically assumed disturbance scenario in which the disturbance location is considered known for modeling and analysis purposes. The framework establishes a principled foundation for the analysis, prediction, and mitigation of frequency dynamics in low-inertia power systems.

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