WSEAS Transactions on Applied and Theoretical Mechanics
Print ISSN: 1991-8747, E-ISSN: 2224-3429
Volume 18, 2023
A Comprehensive Analysis into the Effects of Quasiperiodicity on the Swing Equation
Authors: ,
Abstract: This research studies the case of quasiperiodicity occurring within the swing equation, a fundamental
model that characterises the behaviour of rotor of the machine in synchronous generators in
electrical systems. Quasiperiodicity is explained by intricate patterns and understanding the stability
of power systems. Bifurcation analysis, frequency domain techniques and numerical simulations are employed
to study the swing equation in detail. The objective of this study is to provide a comprehensive
understanding of the dynamical behaviour of the equation for the case of quasiperiodicity, using both
analytical and numerical methods, when changes are made to the variables of the system. The results
show the comparison of primary resonance and quasiperiodicity in the swing equation and analyses the
rate at which stability is lost. This will help with the system losing its stability and identifies precursors
to chaos which will prevent unavoidable circumstances in the real world.
Search Articles
Pages: 299-309
DOI: 10.37394/232011.2023.18.28