access icon free Stability of cooperative teleoperation using haptic devices with complementary degrees of freedom

In bilateral teleoperation of a dexterous task, to take full advantage of the human's intelligence, experience and sensory inputs, a possibility is to engage multiple human arms through multiple masters (haptic devices) in controlling a single-slave robot with high degrees-of-freedom (DOF); the total DOFs of the masters will be equal to the DOFs of the slave. A multi-master/single-slave cooperative haptic teleoperation system with w DOFs can be modelled as a two-port network where each port (terminal) connects to a termination defined by w inputs and w outputs. The stability analysis of such a system is not trivial because of dynamic coupling across the different DOFs of the robots, the human operators and the physical or virtual environments. The unknown dynamics of the users and the environments exacerbate the problem. The authors present a novel, straightforward and convenient frequency-domain method for stability analysis of this system. As a case study, two 1-DOF and 2-DOF master haptic devices are considered to teleoperate a 3-DOF slave robot. It is qualitatively discussed how such a trilateral haptic teleoperation system may result in better task performance by splitting the various DOFs of a dexterous task between two arms of a human or two humans. Simulation and experimental results demonstrate the validity of the stability analysis framework.

Inspec keywords: manipulator dynamics; frequency-domain analysis; haptic interfaces; telerobotics; stability; dexterous manipulators

Other keywords: 2-DOF master haptic devices; frequency-domain method; bilateral teleoperation; two-port network; multimaster/single-slave cooperative haptic teleoperation system; 1-DOF master haptic devices; task performance; 3-DOF slave robot; virtual environments; sensory inputs; human arms; complementary degrees of freedom; dexterous task; stability analysis; human intelligence; human experience; trilateral haptic teleoperation system; physical environments; human operators; single-slave robot control; dynamic coupling

Subjects: Mathematical analysis; Stability in control theory; Interactive-input devices; Robot and manipulator mechanics; Manipulators; Telerobotics; Mathematical analysis

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