Complete Syncronization and Anti Syncronization of A Planner Magnetic Binaries Problem When One Primary Is Ellipsoid
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Abstract
In this article we have investigated the complete synchronization and anti synchronization behavior of the planar magnetic-binaries problem by taking into consideration the one primary is ellipsoid evolving from deferent initial conditions using active control technique based on the Lyapunov-stability theory and Routh-Hurwitz criteria. Numerical simulations are performed to plot time series analysis graphs of the master system and the slave system which further illustrate the effectiveness of the proposed control techniques.
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