Bond Graph Model-based Fault Diagnosis of Hybrid Systems by Wolfgang Borutzky

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By Wolfgang Borutzky

This e-book offers bond graph model-based fault detection with a spotlight on hybrid method types. The booklet addresses version layout, simulation, regulate and model-based fault analysis of multidisciplinary engineering structures. The textual content beings with a short survey of the state of the art, then specializes in hybrid platforms. the writer then makes use of various bond graph ways through the textual content and offers case studies.

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References 19 36. Isermann, R. (2006). Fault-Diagnosis Systems An Introduction from Fault Detection to Fault Tolerance. Verlag: Springer. 37. Gertler, J. (1997). Fault detection and isolation using parity relations. Control Engineering Practice, 5, 653–661. 38. Young, P. (1970). An instrumental variable method for real-time identification of a noise process. Automatica, 31, 134–144. 39. , & Pathak, P. (2013). Ould Bouamama B. Intelligent Mechatronic Systems: Springer. 40. , & Samantaray, A. K. (2006).

Model-based health monitoring of hybrid systems. Springer. Chapter 2 Bond Graph Representations of Hybrid System Models This chapter addresses the modelling abstraction of fast dynamic state transitions into instantaneous discrete state changes and its consequences and surveys various bond graph representations of hybrid system models proposed in the literature. The bond graph model-based quantitative approach to FDI in hybrid systems presented in Chap. 4 uses a bond graph representation with system mode independent computational causalities.

The DEVS models can be translated into PowerDEVS models. The software environment PowerDEVS provides a library with a number of predefined atomic and coupled DEVS models and a graphical user interface that permits to build coupled DEVS models. 29a) is approximated by a difference quotient. 30) The QSS method outlined so far bears a problem because it cannot be guarantied that a DEVS model resulting from the coupling of atomic DEVS models will perform a finite number of transitions in any finite time interval.

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