Computer Relaying for Power Systems
By Arun G. Phadke, J. Thorp. 2009
751 citations recorded by the source corpus.
Subfields: Control and Systems Engineering, Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/0ce026d156730e2702effa8746b56f96a8114f22
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Control and Systems Engineering
- Magnus Akke
- José Antonio de la O. Serna
- Kleber Melo Silva
- F. Nascimento
- Mladen Kezunovic
- Jinfeng Ren
- Jef Beerten
- Willem Leterme
In Electrical and Electronic Engineering
- Mladen Kezunovic
- Jinfeng Ren
- Magnus Akke
- José Antonio de la O. Serna
- Kleber Melo Silva
- F. Nascimento
- Jef Beerten
- Bobby Bhattacharjee
Citations in the corpus
- Nonunit Protection of HVDC Grids With Inductive DC Cable Termination (2016, background): “Consequently, HVDC grid protection differs considerably from ac grid protection, which uses the fundamental frequency component of the fault current and voltage [12].”
- Measurement and analysis of online social networks (2007, background): “Researchers have shown that many real-world networks are power-law networks, including Internet topologies [16], the Web [9, 27], social networks [3], neural networks [11], and power grids [45].”
- Modified DFT-Based Phasor Estimation Algorithms for Numerical Relaying Applications (2018, background): “Also, the frequency response of the HCDFT filters have larger side-lobes, leading to higher sensitivity to interharmonic components [1], [2].”
- An Adaptive Phasor Estimator for Power System Waveforms Containing Transients (2012, background): “During system disturbances, oscillations, step changes, and high-frequency interference in the magnitude and phase angle may occur because of the faults, switching operations, and electromechanical transients of machine rotors.”
- Dynamic Phasor Estimates for Power System Oscillations (2007, methodology): “It can be noted that the traditional phasor estimation algorithm [9] comes from a subsystem of (8), in which only the two central column vectors of B((2)) are taken into account.”
- Sample Value Adjustment Improves Phasor Estimation at Off-Nominal Frequencies (2010, methodology): “(FIR) filters to calculate phasors [2], [3].”