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Ron J. Patton

Researcher at University of Hull

Publications -  359
Citations -  20222

Ron J. Patton is an academic researcher from University of Hull. The author has contributed to research in topics: Fault detection and isolation & Robustness (computer science). The author has an hindex of 57, co-authored 351 publications receiving 19210 citations. Previous affiliations of Ron J. Patton include Universities UK & York University.

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The effect of osteocyte apoptosis on signalling in the osteocyte and bone lining cell network: a computer simulation.

TL;DR: A model of a uniformly distributed osteocyte network has been developed that simulates the signalling through the network to the BLCs based on strain level and provides a unique framework for a broader exploration of the role of osteocyte and bi-directional and asymmetric cell-cell communication in mechanotransduction, and the effects of disruption to that communication.
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Industrial Actuator Benchmark for Fault Detection and Isolation

TL;DR: In this paper, the authors focus on a common benchmark example, an electro-mechanical position servo, used in speed control of large diesel engines and present a platform for comparison of FDI methods and a gathering together of design experience.
Proceedings ArticleDOI

Robust fault diagnosis of stochastic systems with unknown disturbances

TL;DR: The developed method is applied to an illustrative example and simulation results show that the approach taken is able to detect faults reliably in the presence of both modelling errors and noise.
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Active fault-tolerant control of a double inverted pendulum

TL;DR: In this paper, an active fault-tolerant control scheme based on a gain-scheduled H∞ design strategy was proposed, under the assumption that the effects of faults on the system can be of affine parameter dependence.
Journal ArticleDOI

Non-linear dynamic systems fault detection and isolation using fuzzy observers:

TL;DR: The stability as well as eigenvalue constraint conditions for the fuzzy observer design are presented and solved in the linear matrix inequality framework in this paper.