Applications of Liapunov Stability Theory to Control Systems

Applications of Liapunov stability theory to control system

A Report on Session 12 IFAC Congress, 1966 (engeneering Philosophy of Optimization in the Problemof Analytical Design of Optima Controllers)

Summaries and abstracts on theory, design, optimization, and stability problems of nonlinear control system

Thermalisation of inhomogeneous quantum scalar fields in 1+1D

Using an improved version of the Hartree approximation, allowing for ensembles of inhomogeneous configurations, we show in a $\lambda \phi^4$ theory, that initially the system thermalises with a Bose-Einstein distribution. For later times and larger couplings we see deviations.Comment: Presented at CAPP 2000, 4 pages including figures, typo's correcte

An invariance principle in the theory of stability

Invariance principle in Liapunovs stability theor

Optimality and strong stability of control systems

Optimality and strong stability of control syste

Asymptotic stability of sampled nonlinear systems with variable sampling periods -- A bionic application Discussion

Developing Vidals and Laurents criteria for asymptotic stability of nonlinear sampled system using Liapunov function

Method of joining metals of significantly different expansion rates

To join a refractory metal to a dissimilar high-temperature metal, braze a section of high elasticity, high ductility metal /such as columbium or columbium alloy/ between the metals to be joined, using a fork-type joint to hold the braze and transition member in place during expansion

Dissipative periodic processes

General theory of dissipative periodic systems for dynamic systems defined by differential equation