Sentence examples for minimum phase systems from inspiring English sources

We use the convention that stable, minimum phase systems are analytic and nonzero in the strict outer disk.

At first, we clarify the control structure of stabilizing controllers for the minimum phase systems.

In the present paper, we study on stabilizing controllers for the minimum phase systems.

Proposed structure can represent all of controllers for the unstable minimum phase systems with time delay.

As such systems belong to non-minimum phase systems and thus our result extends the class of systems stabilizable from minimum phase systems when the standard backstepping technique is employed.

While noting that some results on robust stabilization of non-minimum phase systems using the backstepping technique are available, we realize that the standard adaptive backstepping technique has only been shown applicable to unknown minimum phase systems.

A novel scheme of neural network model reference adaptive control is proposed for arbitrary complex nonlinear discrete-time systems, i.e., non-minimum phase system, time-delay system and minimum phase system.

The output redefinition technique is used in a way such that the resulting system to be inverted is a minimum phase system.

The control structure for the minimum phase system without infinite gain loop is clarified and a design method of model reference adaptive1 control system is proposed.

We find that the problems 1 and 3 have a unique solution, respectively, and obtain an analytic solution for problem 2 when the plant is a minimum phase system.

The main contribution of the present work is that the presented planning technique, yields trajectories permitting the direct inversion of a non minimum phase system, leading to open loop smooth control torque.