Sentence examples for concerned system from inspiring English sources

Exergy, exergoeconomic and exergoenvironmental concepts are undertaken upon the concerned system during a year.

A virtual gain-phase margin tester compensator is incorporated to guarantee the concerned system satisfies certain robust safety margins.

We show that the concerned system is Lagrange stabilizable by the controller asymptotically stabilizing the approximate discrete-time model.

A virtual gain-phase margin tester compensator is incorporated to guarantee the concerned system with certain robust safety margins.

Based on the proposed stability criteria, a sufficient condition for designing feedback gains of time-delayed controllers which guarantee the stability of the concerned system is presented.

Sometimes it is also found that the concerned system is associated with a random process whose behaviour cannot be expressed by a straightforward mathematical relation.

The concerned systems have certain characteristics, such as unknown nonlinear functions, dynamical uncertainties, unknown control direction and unmeasured state variables.

It is assumed that nonlinear functions of the concerned systems are unknown, switching signals are unknown and arbitrary, and the states are unmeasured.

These data, which provide information about the location and boundary of the two-phase region of the concerned systems, can be used to examine and develop thermodynamic models like the Predictive Soave Redlich Kwong (PSRK) group contribution equation of state.

Following the idea of single neural network (SNN) approximation, single fuzzy logic system SFLS) approximation is first proposed and synthesized with "minimal learning parameter (MLP)" technique into a novel adaptive fuzzy control design methodology for the concerned systems.

By introducing an appropriate state transformation, the stabilization control problem is then converted into a design problem of an appropriate time-varying parameter, which plays a key role to cope with the time-varying nonlinear terms in the concerned systems.