Sentence examples for mode controllers guarantee from inspiring English sources

Both optimal robust and sliding mode controllers guarantee robust performance of the system against the uncertainties and result in desired time responses of the output variables.

Both optimal robust and sliding mode controllers guarantee robust performance of the system against the uncertainties and result in the desired time responses of the vibration amplitude.

The SDRE compensator controls the nonlinear system in an optimal way while the sliding mode controller guarantees its stability against uncertainties and disturbances.

According to the results, the nonlinear sliding mode controller guarantees the robust performance against a wide range of parametric uncertainties.

Moreover, in both quantization cases, the proposed robust quantized sliding mode controllers can guarantee the state trajectories of the closed-loop systems to be mean-square stable, and ensure the reachability of the specified sliding surface with probability 1 at the same time.

Then, according to the sliding mode control theory, we design a sliding mode controller to guarantee the occurrence of the sliding motion.

It is furthermore illustrated that the designing sliding mode controller can guarantee the reachability of the addressed sliding surface.

It can be noted that the current mode controller also guarantees almost sinusoidal line currents and in phase with the positive sequence of the grid voltage despite of a VUF between (18.5%) and (25%) respectively.

Moreover, the design of the parameters of both the sliding mode control and the switching frequency controller guarantee the fulfilment of the desired output voltage regulation of the Boost converter and the steady state setting of the switching frequency with a known, taylored dynamics.

A class of nonlinear adaptive sliding mode controllers is developed to guarantee asymptotical stability of the error systems so that all chaotic systems can synchronize with each other.

The proposed controller, which combines the advantages of linear and terminal sliding mode controls, can guarantee the convergence of tracking errors in finite time rather than in the asymptotic sense.