This paper attempts to find some interesting and unique properties in the dynamics of a
permanent magnet synchronous motor (PMSM). When compared with the existing literature …

This paper has investigated the localization problem of compact invariant sets of a new
chaotic system with the help of the iteration theorem and the first order extremum theorem. If …

The vector field of the brushless DC motor (BLDCM) chaotic system is regarded as the force
field of a pure mechanical system via the transformation of Kolmogorov system. The BLDCM …

ON THE BOUNDNESS OF SOME SOLUTIONS OF THE LÜ SYSTEM Page 1 February 9,
2012 15:15 WSPC/S0218-1274 1250015 International Journal of Bifurcation and Chaos, Vol …

This paper deals with the issues of the global Mittag-Leffler boundedness and
synchronization for three-dimensional fractional order chaotic systems (FOCSs). First, by …

In this paper, we make a study of dynamical properties of a nonlinear monetary system (1.1)
towards the solution of the localization problem of compact invariant sets of the system (1.1) …

Recently, researchers have reported that couplings play a crucial role in determining
important evolutions of nonlinear systems. In this paper, the collective dynamics of two …

With certain connection probability and coupling constants, the motors in complex networks
fall into chaotic motion and threaten the secure and stable operation of the drive system. To …

In this paper, we examine the localization problem of compact invariant sets of discrete-time
nonlinear systems. The localization procedure consists in applying the iterative algorithm …

The application of the nonlinear chaotic dynamic system in economics and finance has
expanded rapidly in the last decades. This paper considers the localization of all compact …