Sensitivity analysis for the determination of characteristic curves of dead time vs transfer power applied to transmission lines

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John Morales
Paúl Dután

Abstract

For the transmission of large electric power blocks to large lengths, Extra High Voltage systems are a good alternative, where the elements that make up the transmission system must be designed in such a way that they offer high reliability and availability during their operation. In this context, it is necessary to perform a proper single-phase autoreclosure, determining the power transmission capacity and the reclosure dead time in the event of single-phase line-to-ground failure considering a single-phase opening and reclosing scheme and Transient Stability of the system. In this sense, this research proposes a methodology to determine characteristic curves corresponding to dead time vs active power of transfer that guarantee a maximum transfer of active power through the transmission lines, and transient stability due to failure, opening and single-phase reclosing events. These characteristic curves will make it possible to decide, from the point of view of transient stability, the most suitable value for adjusting the single-phase reclosing dead time and the dispatched power of the generation central.

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Article Details

How to Cite
Morales, J., & Dután, P. (2020). Sensitivity analysis for the determination of characteristic curves of dead time vs transfer power applied to transmission lines. Revista Técnica "energía", 16(2), PP. 1–8. https://doi.org/10.37116/revistaenergia.v16.n2.2020.346
Section
SISTEMAS ELÉCTRICOS DE POTENCIA
Author Biographies

John Morales

Nació en Cuenca, Ecuador en 1985.  Recibió su título de Ingeniero Eléctrico de la Universidad Politécnica Salesiana en 2008; de Doctor en Ingeniería Eléctrica de la Universidad Nacional de San Juan en 2014. Sus campos de investigación están relacionados con los relés de protección, transitorios electromagnéticos.

Paúl Dután

Nació en Azogues en 1991.  Recibió su título de Ingeniero Eléctrico de la Universidad Politécnica Salesiana en 2019. Su su campo de investigación se encuentra relacionado con la Estabilidad Transitoria.

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