Titlebook: Stability and Control of Nonlinear Time-varying Systems; Shuli Guo,Lina Han Book 2018 Springer Nature Singapore Pte Ltd. 2018 Nonlinear Sy

小故事

Stability Criteria on a Type of Differential Inclusions with Nonlinear Integral Delaysable of the zero solution of a class of differential inclusion with nonlinear integral delays is outlined, too.  Moreover, the above conclusions are similarly generalized to show by the Ricatti matrix inequalities.  Finally, an interesting example is presented to illustrate the main result effectively.

esculent

Book 2018ern saturation nonlinear techniques, which have the potential for future applications. This book is a valuable guide for researchers and graduate students in the fields of mathematics, control, and engineering..

灯泡

Mathematical Modeling and Stability of Linear Uncertain Systems with Actuator Saturations linear systems subject to actuator saturations. Noting that new systematic techniques which can be formally presented in the chapter, the objective of the chapter is to show not only the recent methods but also their practical applications. The focus of this chapter is on the so-called . algebra-ge

glans-penis

Equilibrium Points of Linear Systems with Single Saturated Input Under Commuting Conditionsf a commutative state matrix set in the MIMO closed loops is reduced to the existence of an invariant subspace of a matrix .. The existence of feedback matrices in systems in open loop is equivalent to the existence of the solution of matrix equations denoted by Kronecker products. By defining new e

愤慨一下

Stability and Closed Trajectory for Second-Order Control Systems with Single-Saturated Inputinear system with saturated inputs. The asymptotic stability of the origin of the linear system in the presence of a single saturation input is analyzed, and the existence equations of closed trajectory is also considered for the same control systems. Finally, characteristics of commutative matrices

Accolade

Equilibrium Points of Second-Order Linear Systems with Single Saturated Inputr is on the so-called 0–1 algebra-geometry type structure equations and their equilibrium points under many cases. The chapter attempts to provide constructive qualitative methods on equilibrium points for second-order linear systems with saturated inputs. By defining new equilibrium points, the rel

Communal

shrill

Stability of Lurie Time-Varying Systems with Time-Varying Delay Feedbacksare presented. First, absolute stability criteria, which we define as solvable matrix inequalities, are outlined by constructing a Lyapunov–Razumikhn functional. Second, we analyze these solvable matrix inequalities, and give their sufficient and necessary solvable conditions that are easily compute

ablate

Stability Criteria on a Type of Differential Inclusions with Nonlinear Integral Delaysd, we can easily analyze the stability of convex points to obtain the stability of the uncertain differential inclusions. The new method of constructing polyhedron Lyapunov functional for given differential inclusions with nonlinear integral delays is presented. Algebraic criteria of asymptotical st

nonplus