Discontinuities-induced phenomena in an industrial application: analysis and control solutions

Eva Navarro Lopez, Eva M Navarro-Lopez

    Research output: Chapter in Book/Conference proceedingConference contributionpeer-review

    Abstract

    Piecewise-smooth (PWS) systems are an interesting subclass of discontinuous dynamical systems. In these systems, trajectories evolve smoothly through the state space until some conditions are satisfied and an event is triggered inducing a change in the model characteristics. Due to the presence of discontinuous changes in system properties, PWS systems present a wide variety of complex dynamical behaviours. In this paper, an example of PWS system is presented: the model of a conventional vertical oilwell drillstring. Oilwell drillstrings exhibit a wide variety of complex phenomena and non-desired oscillations due to the presence of different types of friction. Special attention is paid to the effects of bitrock friction and torsional mechanical vibrations, mainly, stick-slip oscillations appearing at the bottom-hole assembly and other bit sticking phenomena which cause the bit to remain motionless. These phenomena are related to the existence of a sliding motion on the discontinuity surface when the bit velocity is zero. Some control solutions and system parameters selection are presented lest non-desired transitions appear
    Original languageEnglish
    Title of host publicationProceedings of the ICNPAA 2008 7th International Conference on Mathematical Problems in Engineering, Aerospace and Sciences, Genoa, Italy
    Pages1-9
    Number of pages9
    Publication statusPublished - Jun 2008
    EventICNPAA 2008 7th International Conference on Mathematical Problems in Engineering, Aerospace and Sciences - Genoa, Italy
    Duration: 1 Jan 1824 → …

    Conference

    ConferenceICNPAA 2008 7th International Conference on Mathematical Problems in Engineering, Aerospace and Sciences
    CityGenoa, Italy
    Period1/01/24 → …

    Keywords

    • Discontinuous systems
    • Stick-slip oscillations
    • Bifurcation analysis
    • Sliding motions
    • Switched control

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