2013
DOI: 10.1117/12.2006106
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A state observer for using a slow camera as a sensor for fast control applications

Abstract: This contribution concerns about a problem that often arises in vision based control, when a camera is used as a sensor for fast control applications, or more precisely, when the sample rate of the control loop is higher than the frame rate of the camera. In control applications for mechanical axes, e.g. in robotics or automated production, a camera and some image processing can be used as a sensor to detect positions or angles. The sample time in these applications is typically in the range of a few milliseco… Show more

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Cited by 2 publications
(3 citation statements)
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“…The standard Luenberger observer uses the model of a given system together with a suitable update term to estimate state variables that cannot be measured. In order to apply it to the multi-rate augmented system dynamics (( 14)-( 15)) certain modifications are required [19]. First of all the system (21)-( 22) should be observable.…”
Section: B a Multi-rate Luenberger Observermentioning
confidence: 99%
See 1 more Smart Citation
“…The standard Luenberger observer uses the model of a given system together with a suitable update term to estimate state variables that cannot be measured. In order to apply it to the multi-rate augmented system dynamics (( 14)-( 15)) certain modifications are required [19]. First of all the system (21)-( 22) should be observable.…”
Section: B a Multi-rate Luenberger Observermentioning
confidence: 99%
“…In the prediction step, there are no available measurements in between the measurement sampling instants. Therefore, the prediction is based on the augmented system dynamics ( 18)- (19) which is an open-loop system. Denote x ( i| j) as the estimate of x(i) based on the measurement before and on time jT s .…”
Section: A Multi-rate Kalman Filtermentioning
confidence: 99%
“…The standard Luenberger observer uses the model of a given system together with a suitable update term to estimate state variables that cannot be measured. In order to apply it to the multi-rate augmented system dynamics ((4.14)-(4.15)) certain modifications are required [180]. First of all the system (4.21)-(4.22) should be observable.…”
Section: A Multi-rate Luenberger Observermentioning
confidence: 99%