Structure of control vector by optimization of analog circuits
The process of optimization of analog circuits is analyzed on the basis of the before developed generalized methodology. The conception of function of Lyapunov is developed for procedure of optimization of circuits that mathematically determined as the dynamic controlled system. On the basis of this function the special function, being the relative temporal derivative function of Lyapunov is constructed. The before outspoken proposition is confirmed in relation to correlation between the conduct of function of Lyapunov for any strategy of optimization and complete processor time. It allowed comparing different strategies of optimizations, having a different structure of control vector. Numeral results confirm possibility of finding of quasi optimal structure of control vector, allowing resolving a problem in hundreds and thousands times quickly than traditional approach.