1997
DOI: 10.1016/s1474-6670(17)44311-4
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Adaptive Calibration and Control of 2D Monocular Visual Servo Systems

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Cited by 26 publications
(28 citation statements)
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“…Uncertainties of some of the physical parameters in the Jacobian matrix were considered in Kelly (1996) and Zergeroglu, Dawson, deQueiroz, and Nagarkatti (1999), while the Jacobian-fixedapproximation-based approaches in Cheah (2008), Cheah, Hirano, Kawamura, and Arimoto (2004, Cheah, Kawamura, and Arimoto (1999), Cheah, Kawamura, Arimoto, and Lee (2001), Cheah, Hirano, Kawamura, and Arimoto (2003, and Liu and Cheah (2005) systematically investigated the task-space set-point control problem with uncertainty in the entire Jacobian, where uncertainties of all physical parameters in the Jacobian can be considered. To remove constraints on the bound of approximate Jacobian in the Jacobian-fixed-approximation-based approaches, more and more attention has been paid to the Jacobian-adaptive-estimation-based uncalibrated visual servoing schemes (Bishop & Spong, 1999;Braganza, Dixon, Dawson, & Xian, 2008;Cheah, Liu, & Slotine, 2006a,b;Dixon, 2007;Dixon, Dawson, Zergeroglu, & Behal, 2001;Galicki, 2008;Liang, Huang, Wang, & Zeng, 2010;Liu, Cheah, & Slotine, 2006;Zergeroglu, Dawson, Queiroz, & Behal, 2001), where adaptive laws are designed to estimate some or all of unknown physical parameters in the Jacobian matrix.…”
Section: Introductionmentioning
confidence: 99%
“…Uncertainties of some of the physical parameters in the Jacobian matrix were considered in Kelly (1996) and Zergeroglu, Dawson, deQueiroz, and Nagarkatti (1999), while the Jacobian-fixedapproximation-based approaches in Cheah (2008), Cheah, Hirano, Kawamura, and Arimoto (2004, Cheah, Kawamura, and Arimoto (1999), Cheah, Kawamura, Arimoto, and Lee (2001), Cheah, Hirano, Kawamura, and Arimoto (2003, and Liu and Cheah (2005) systematically investigated the task-space set-point control problem with uncertainty in the entire Jacobian, where uncertainties of all physical parameters in the Jacobian can be considered. To remove constraints on the bound of approximate Jacobian in the Jacobian-fixed-approximation-based approaches, more and more attention has been paid to the Jacobian-adaptive-estimation-based uncalibrated visual servoing schemes (Bishop & Spong, 1999;Braganza, Dixon, Dawson, & Xian, 2008;Cheah, Liu, & Slotine, 2006a,b;Dixon, 2007;Dixon, Dawson, Zergeroglu, & Behal, 2001;Galicki, 2008;Liang, Huang, Wang, & Zeng, 2010;Liu, Cheah, & Slotine, 2006;Zergeroglu, Dawson, Queiroz, & Behal, 2001), where adaptive laws are designed to estimate some or all of unknown physical parameters in the Jacobian matrix.…”
Section: Introductionmentioning
confidence: 99%
“…In order to improve the transient performance of the systems, a method to overparameterize the system is proposed in [8]. However, these approaches unfortunately lack robustness.…”
Section: Introductionmentioning
confidence: 99%
“…[3]. Nonlinearly parametrized systems also appear when using a visual servoing system to control the motion of a robot [4], [5], [6], [7], [8], [9] and in friction compensation problems [10], [11], [12], [13]. Nonlinear parametrizations appear even in very simple RLC circuits and have a large extent of utility.…”
Section: Introductionmentioning
confidence: 99%