Sentence examples for integral state from inspiring English sources

An integral state feedback controller is proposed to improve the torsional characteristics of the SSSC.

This paper describes the design of a non-overshooting proportional integral (PI) controller with pre-assigned initial integral state and perturbation compensation for variable-speed motor drives.

It shows that the integral windup problem can be mitigated by removing the position setpoint in the proportional error term and injecting the velocity setpoint in the integral state.

The proposed technique of this paper incorporates the well-posed model reference adaptive control with integral state feedback and a modern anti-windup scheme to present an appropriate performance in practical conditions of an AUV.

According to the requirement of non-overshooting output response and the specified settling time in tracking a step reference signal, the PI gains and the initial integral state are determined systematically.

Since the fundamental-frequency components of all variables are DC after Park's Transformation, an integral state has been added in each axis to ensure zero-error tracking of constant set points.

We discuss optimal control problems with integral state-control constraints.

The elements of the diagonal of (varvec{Q}) and (varvec{R}) are set to 1 as the model is in p.u. with the only exception of the weights related to integral states which are all given the same value ((w_{i})).

The measurement-driven controller is built by combining a state-feedback controller with a proportional-integral state estimator.

The Chebyshev inequality for integrals states that T ( f, g, p ) ≥ 0 when f and g are similarly ordered, i.e., ( f ( x ) − f ( y ) ) ( g ( x ) − g ( y ) ) ≥ 0. If f and g are oppositely ordered, then T ( f, g, p ) ≤ 0. It is known that the following identity holds: T ( f, g, p ) = 1 2 ∫ a b ∫ a b p ( x ) p ( y ) ( f ( x ) − f ( y ) ) ( g ( x ) − g ( y ) ) d x d y.

"Despite the existing differences in the Russian and French positions we are for keeping Syria an integral, democratic state," Putin told a joint news conference after talks with the French president, François Hollande.