1996
DOI: 10.1109/87.491205
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Re-examining the Nicosia-Tomei robot observer-controller from a backstepping perspective

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Cited by 65 publications
(45 citation statements)
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“…(40) In order to rewrite the actuator subsystem in a convenient state space form, we combine the time derivative of r 1 (t) of (39) with the expression given by (40) to yield * Although the actuator velocity filter design is very similar to that of reference [19], we present the full development here for completeness of the paper, in addition to some notational differences. …”
Section: Actuator Velocity Filter Designmentioning
confidence: 99%
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“…(40) In order to rewrite the actuator subsystem in a convenient state space form, we combine the time derivative of r 1 (t) of (39) with the expression given by (40) to yield * Although the actuator velocity filter design is very similar to that of reference [19], we present the full development here for completeness of the paper, in addition to some notational differences. …”
Section: Actuator Velocity Filter Designmentioning
confidence: 99%
“…After substituting (19), (23), and (28) into (24), we obtain the final expression for the closedloop dynamics for (t) as follows…”
Section: Remark 1 Based On the Properties Of Tanh(·) Defined In (7) mentioning
confidence: 99%
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“…In (Nisosia and Tomei, 1990), a velocity observer based on the angular position measurements and the system dynamic model was developed for robot manipulator control design. According to this paper, several different controllers have been developed in (Calugi et al, 2002;Eric and Lu, 1996;Lim et al, 1996). In addition, a robust tracking control law (Berghuis and Nijmeijer, 1991) was proposed with a linear observer which is simpler than the other previous observers.…”
Section: Introductionmentioning
confidence: 99%
“…Some output feedback tracking controllers proposed in the literature are those by Lim et al (1996) or Nicosia and Tomei (1990). An output feedback controller with bounded inputs is proposed by Loria and Nijmeijer (1998), for which global asymptotic stability is obtained by Santibanez and Kelly (2001) in the presence of viscous friction and a proper bound of the desired joint speed.…”
Section: Introductionmentioning
confidence: 99%