Sentence examples for uncertainty structures from inspiring English sources

Nominal and robust performance and stability are analyzed for the case of plants with multiple uncertain delays for two different uncertainty structures: global dynamic and structured parametric.

This paper proposes a method to compute frequency boundaries of fractional order control systems with nonlinear uncertainty structures that include and guarantee the Bode and Nyquist envelopes.

It is shown that the estimator gains can be derived in terms of the delay bounds, uncertainty structures and saturation levels.

Analysis of uncertainty structures reveals that there is an unexploited freedom in the realization of coprime factorizations in the dual-Youla uncertainty structure.

Two types of nonlinear uncertainty structures, namely polynomial and general uncertainties, have been concerned in illustrative examples to explain computing process clearly.

How to combine qualitative and quantitative information within the assessment, given their different uncertainty structures, also remains a major challenge [ 120].

The dynamic equations of the system are used for uncertainty structure modelling.

The first uncertainty structure could also accommodate the dynamic uncertainty of the plant's rational part as well.

Both classical problems such as one-parameter, interval or polytopic uncertainty are discussed as well as cases with complicated uncertainty structure.

To reduce the conservatism when the uncertainty structure is considered, static uncertainty scalings such as those used in the D-K iteration heuristic for μ-synthesis are introduced.

The paper extends the recently developed robust LQG control design methodology to stochastic uncertain systems with a normalised coprime factor uncertainty structure.