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Passivity analysis of linear physical systems with internal energy sources modelled by bond graphs


Reference:

Ngwompo, R. F. and Galindo, R., 2017. Passivity analysis of linear physical systems with internal energy sources modelled by bond graphs. Proceedings of the Institution of Mechanical Engineers, Part I: Journal of Systems and Control Engineering, 231 (1), pp. 14-28.

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    Official URL:

    https://doi.org/10.1177/0959651816682144

    Abstract

    Integrated dynamic systems such as mechatronic or control systems generally contain passive elements and internal energy sources that are appropriately modulated to perform the desired dynamic actions. The overall passivity of such systems is a useful property that relates to the stability and the safety of the system, in the sense that the maximum net amount of energy that the system can impart to the environment is limited by its initial state. In this paper, conditions under which a physical system containing internal modulated sources is globally passive are investigated using bond graph modelling techniques. For the class of systems under consideration, bond graph models include power bonds and active (signals) bonds modulating embedded energy sources, so that the continuity of power (or energy conservation) in the junction structure is not satisfied. For the purpose of the analysis, a so-called bond graph pseudo junction structure is proposed as an alternative representation for Linear Time-Invariant (LTI) bond graph models with internal modulated sources. The pseudo junction structure highlights the existence of a multiport coupled resistive field involving the modulation gains of the internal sources and the parameters of dissipative elements, therefore implicitly realising the balance of internal energy generation and dissipation. Moreover, it can be regarded as consisting of an inner structure which satisfies the continuity of power, and an outer structure in which a power scaling is performed in relation with the dissipative field. The associated multiport coupled resistive field constitutive equations can then be used to determine the passivity property of the overall system. The paper focuses on systems interconnected in cascade (with no loading effect) or in closed-loop configurations which are common in control systems.

    Details

    Item Type Articles
    CreatorsNgwompo, R. F.and Galindo, R.
    DOI10.1177/0959651816682144
    Uncontrolled Keywordsbond graph, passivity, junction structure, cascade interconnection, dissipassive systems, conservative systems
    DepartmentsFaculty of Engineering & Design > Mechanical Engineering
    Research CentresCentre for Power Transmission & Motion Control
    RefereedYes
    StatusPublished
    ID Code54721

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