Stability analysis of nonlinear bang-bang impact control for a one degree of freedom robotic manipulator

Stability analysis of nonlinear bang-bang impact control for a one degree of freedom robotic manipulator

This paper presents a stability analysis of nonlinear bang-bang impact control for a one degree of freedom robotic manipulator based on an analysis in L/sub 2/ space. The physical implications of sufficient stability conditions are explained in terms of sampling time, accuracy of inertia estimation,...

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Hauptverfasser: Sang Hoon Kang, Chang, P.H., Eunjeong Lee
Format: Tagungsbericht
Sprache:eng
Schlagworte:
Admittance
Delay effects
Force control
Force feedback
Manipulators
Orbital robotics
Robots
Sampling methods
Space technology
Stability analysis
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Chang, P.H.
Eunjeong Lee
description This paper presents a stability analysis of nonlinear bang-bang impact control for a one degree of freedom robotic manipulator based on an analysis in L/sub 2/ space. The physical implications of sufficient stability conditions are explained in terms of sampling time, accuracy of inertia estimation, control gains, and rate of change in the Coriolis, centrifugal, and disturbance forces. The stability conditions are not stringent and are verified by simulations.
doi_str_mv 10.1109/ICMECH.2004.1364417
format Conference Proceeding
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subjects Admittance
Delay effects
Force control
Force feedback
Manipulators
Orbital robotics
Robots
Sampling methods
Space technology
Stability analysis
title Stability analysis of nonlinear bang-bang impact control for a one degree of freedom robotic manipulator
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