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In basic systems and control theory, an effective controller must contain a model of the system it is controlling, i.e. the Process Model.
An automated welding penetration control system and effective controller are designed to achieve real-time collection and analysis of the welding acoustic signal.
The combination of linear and nonlinear controls results in a simple and effective controller for a class of nonlinear processes, as illustrated by the simulations in this paper.
He also believes we should reinforce Heathrow's dominant position in the freight market, a legacy of its previous position as the effective controller of airport capacity in the London area.
The inclusion of wind energy system in DG, having high variability in its output power, results into a challenging task for the realization of an effective controller design.
A simple but effective controller design procedure combining H∞ loop shaping, Youla Kucera parameterization, and gradient methods is provided to achieve the two conditions.
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Researchers adopt different control schemes to design effective controllers, e.g., feedback control [17 19], impulsive control [20 31], intermittent control [32, 33], and so on.
For achieving the synchronization of neural networks, especially of chaotic neural networks, many control methods and techniques have been adopted to design proper and effective controllers, such as feedback control, intermittent control, adaptive control, impulsive control, and so on.
Therefore, many control schemes are proposed to design effective controllers for achieving network synchronization, such as feedback control, intermittent control, impulsive control, pinning control, and so on.
Effective controllers are designed for constructing an effective control scheme and adjusting automatically the adaptive external coupling strength by taking external coupling strength as adaptive variables on a small fraction of network edges.
By means of numerical analysis, we can design effective controllers; therefore we can preferentially control the amplitude of the limit cycle of coupled van der Pol systems.
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