Stability and Performance Analysis of Kinesthetic Control Architectures for Bimanual Telepresence Systems
Autor: | Günther Schmidt, Alexander Kron |
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Rok vydání: | 2006 |
Předmět: |
Engineering
InformationSystems_INFORMATIONINTERFACESANDPRESENTATION(e.g. HCI) business.industry Mechanical Engineering Stability (learning theory) Kinesthetic learning Control engineering Usability Measure (mathematics) Industrial and Manufacturing Engineering Demining Operator (computer programming) Exponential stability Artificial Intelligence Control and Systems Engineering Teleoperation Electrical and Electronic Engineering business Software Simulation |
Zdroj: | Journal of Intelligent and Robotic Systems. 46:1-26 |
ISSN: | 1573-0409 0921-0296 |
DOI: | 10.1007/s10846-006-9032-x |
Popis: | This article presents a comparative stability and performance analysis of control architectures for bimanual kinesthetic telepresence systems. Asymptotic stability of the kinesthetic closed loop is investigated considering analytical models for the dynamics of display, manipulator, operator, and environment. Stability bounds are computed for typical environmental properties by use of the parameter space approach. In addition, the quality of kinesthetic feedback is evaluated by introducing a novel quantitative performance measure. The application of both methodological approaches to typical two-channel control architectures demonstrates, that none of these can provide high kinesthetic feedback quality and robust stability for arbitrary environmental conditions. As a consequence, a structure adapting control architecture is proposed, which adapts the algorithms for local display and manipulator control, depending on identified environmental conditions. An extended stability analysis is presented for this architecture, and its appropriateness for bimanual kinesthetic interaction in remote environment is discussed. The usability and efficiency of the proposed approach are tested by experiments with a developed telepresence system applied to teleoperated demining. |
Databáze: | OpenAIRE |
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