With the deep research of the fractional-order (FO) calculus theory, it has been found that the
FO model can more realistically depict electromechanical devices with viscoelastic …

In this paper the dynamical interactions of a double pendulum arm and an
electromechanical shaker is investigated. The double pendulum is a three degree of …

In this work, the horizontal nonlinear response of a three-degree-of-freedom vertical
transportation model excited by guide rail deformations is investigated. The equation of …

In this paper, an efficient linear programming formulation is proposed for a class of fractional-
order optimal control problems with delay argument. By means of the Lagrange multiplier in …

This paper presents an extensive tutorial and a complete review on the state-dependent
Riccati equation (SDRE). The review covers contributions from the beginning to (near the …

This paper develops an adaptive backstep** optimal control scheme for a fractional-order
chaotic magnetic-field electromechanical transducer with the saturated control inputs. A …

The aim of this manuscript is to investigate an efficient iterative approach for the nonlinear
fractional optimal control problems affected by the external persistent disturbances. For this …

This paper investigates the chaos control problem of microelectromechanical system
(MEMS) resonators by using the analog circuits. The dynamical analysis, based on …

This article solves the problem of optimal synchronization, which is important but
challenging for coupled fractional-order (FO) chaotic electromechanical devices composed …

This paper proposes a novel adaptive sliding mode control (SMC) method for
synchronization of non-identical fractional-order (FO) chaotic and hyper-chaotic systems …