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Mario Russo

Researcher at University of Cassino

Publications -  112
Citations -  1633

Mario Russo is an academic researcher from University of Cassino. The author has contributed to research in topics: Electric power system & Voltage regulation. The author has an hindex of 20, co-authored 104 publications receiving 1443 citations.

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Modeling Guidelines and a Benchmark for Power System Simulation Studies of Three-Phase Single-Stage Photovoltaic Systems

TL;DR: In this paper, the main components, operation/protection modes, and control layers/schemes of medium and high-power PV systems are introduced to assist power engineers in developing circuit-based simulation models for impact assessment studies, analysis, and identification of potential issues with respect to the grid integration of PV systems.
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Decentralized Control of Distributed Generation for Voltage Profile Optimization in Smart Feeders

TL;DR: An optimal set-point design for the voltage/reactive power control scheme of distributed generation and considerations about the off-line coordination among the distributed generations and the tap-changer of the HV/MV transformer are reported.
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Constrained least squares methods for parameter tracking of power system steady-state equivalent circuits

TL;DR: In this paper, the problem of online parameter identification of power system harmonic equivalent circuits as seen from a bus at which a power electronic device is connected is considered and recursive constrained least squares methods of different order are compared one to another.
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Dispersed generation modeling for object-oriented distribution load flow

TL;DR: The OO load-flow modeling and algorithm are extended to account for the inclusion of DG andumerical applications are presented to evidence the features of the algorithm evaluating the effects of DG on the operation of two test systems.
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Object-oriented load flow for radial and weakly meshed distribution networks

TL;DR: A detailed study of the convergence characteristics of the proposed object oriented algorithm is presented and some sufficient conditions for convergence are derived.