... is understood in two ways. The generic model is generic with respect to its dimension as well as with respect to its level of detail. 09 06 2011 06 11 2011 06 11 2011 10 01 2012 10 01 2012 design engineering nonlinear control systems predictive control tyres vehicle...

...Oluseyi O. Onawola; S. C. Sinha Panel flutter suppression by exact state transformations and feedback control using piezoelectric actuation is presented. A nonlinear control system is designed for a simply supported rectangular panel with bonded piezoelectric layers based on the von Kármán large...

... methods feedback iterative methods learning systems nonlinear control systems PD control position control time-varying systems tracking 12 09 2009 01 07 2010 13 10 2010 13 10 2010 2011 American Society of Mechanical Engineers ...

..., were shown in the Fig. 5 . 10 10 2008 12 08 2009 11 02 2010 11 02 2010 control system synthesis linear systems nonlinear control systems optimal control oscillators nonideal structure nonlinear dynamics optimal linear control The study of nonideal...

... vibration frequency f ● are just the same as the distance of the smaller self-excited vibration frequency f ◻ and the third of larger one f ● . 19 11 2007 09 12 2008 20 05 2009 delays elasticity nonlinear control systems oscillations shims...

... is shown in Fig. 8 . States of the original system States of the error dynamics 28 01 2008 23 12 2008 19 05 2009 Chebyshev approximation control system synthesis large-scale systems linear systems Lyapunov methods nonlinear control systems observers...

... with gain scheduling show a high potential in the simulation to significantly increase the disturbance rejection or the tracking performance of the machine tool. 28 02 2008 24 07 2008 19 05 2009 actuators damping linear quadratic control machine tools nonlinear control systems...

...: Characterization and Synthesis" ,” IEEE Trans. Circuits Syst. 0098-4094 , 47 ( 1 ), pp. 25 – 39 . 11 06 2007 09 08 2007 04 02 2008 field programmable analogue arrays nonlinear control systems three-term control The idea of fractional derivatives and integrals seems...

... are in well agreement with the numerical results. 28 05 2007 17 08 2007 04 02 2008 delays feedback nonlinear control systems random processes stability vibration control two distinct time delays primary resonance narrow-band random noise multiple scale method Time...

... ), pp. 141 – 164 . 17 11 2006 29 07 2007 12 12 2007 aircraft control bifurcation control system synthesis nonlinear control systems optimal control F-8 aircraft “Crusader” bifurcations optimal linear control design Note that many of the much recent works...

... of the pendulum is equal to 1: 10 y max = 1 28 04 2006 07 06 2007 chaos magnetic fields networks (circuits) nonlinear control systems nonlinear dynamical systems pendulums nonlinear electromechanical device pendulum arm chaotic dynamics In recent years...

... bifurcation closed loop systems nonlinear control systems road vehicles stability vehicle dynamics bifurcation analysis closed loop system codimension 2 vehicle dynamics stability The dynamics of the closed-loop vehicle/driver system have undergone numerous studies. Early works...

... presented a control method based on the Lyapunov–Floquet transformation and backstepping technique. In the past 20 years or so, the feedback linearization of nonlinear system has been studied by many authors ( 7 8 9 ). Therein, the nonlinear control system is first transformed into the Brunovsky...

... on the Chebyshev polynomial expansion, the Picard iterative method, and the Lyapunov-Floquet transformation (L-F transformation). We call it Sinha’s theory. 31 01 2006 26 09 2006 transportation cableway systems nonlinear dynamical systems nonlinear control systems periodic control pendulums...

... with geometric nonlinearities. nonlinear model flexible manipulators nondimensional equations system mode flexible manipulators finite element analysis nonlinear control systems nonlinear dynamical systems control system analysis 03 03 2005 11 09 2005 The range...

... chaos nonlinear control systems nonlinear dynamical systems Precise displacement manipulation is required in microscopes, in the assembly of micromachines, for nanoscale data storage, and during microsurgery. Impact microactuators driven by electric forces to obtain precise positioning have...