An Optimal DF Based Method for Transient Stability Analysis
Computers,Materials & Continua • 2021
Publication Information
Authors
Z. A. Zaki, Emad M. Ahmed,*, Ziad M. Ali, and Imran Khan4
Keywords
Transient stability analysis; power system; cascade structure;
optimal power flow
Journal
Computers,Materials & Continua
Publisher
MDPI
Volume
70
Issue
2
Pages
Not Available
publication.type
International
Paper Link
Open Link
Supplementary Materials
Not Available
Abstract
The effect of energy on the natural environment has become increasingly
severe as human consumption of fossil energy has increased. The
capacity of the synchronous generators to keep working without losing synchronization
when the system is exposed to severe faults such as short circuits
is referred to as the power system’s transient stability. As the power system’s
safe and stable operation and mechanism of action become more complicated,
higher demands for accurate and rapid power system transient stability
analysis are made. Current methods for analyzing transient stability are less
accurate because they do not account formisclassification of unstable samples.
As a result, this paper proposes a novel approach for analyzing transient
stability. The key concept is to use deep forest (DF) and a neighborhood rough
reduction approach together
severe as human consumption of fossil energy has increased. The
capacity of the synchronous generators to keep working without losing synchronization
when the system is exposed to severe faults such as short circuits
is referred to as the power system’s transient stability. As the power system’s
safe and stable operation and mechanism of action become more complicated,
higher demands for accurate and rapid power system transient stability
analysis are made. Current methods for analyzing transient stability are less
accurate because they do not account formisclassification of unstable samples.
As a result, this paper proposes a novel approach for analyzing transient
stability. The key concept is to use deep forest (DF) and a neighborhood rough
reduction approach together
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