2019
DOI: 10.1016/j.ifacol.2019.11.044
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Improved Noise Covariance Estimation in Visual Servoing Using an Autocovariance Least-squares Approach

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Cited by 5 publications
(3 citation statements)
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“…For improving the disturbance rejection performance, Qiu et al (2020) propose an adaptive model predictive control approach, which is based on a modified disturbance observer, enhancing the robustness of the servoing system to external disturbances. Regarding to the model-based visual servoing, Brown et al (2020) utilize the autocovariance least-squares scheme to identify the covariance of the pose estimation with both the positive semi-definiteness and the desired structural constraints. Shi et al (2020) extend the bagging method to calculate the inverse kinematics to the controller rather than the Moore-Penrose pseudoinverse, thus reducing the influence of the image noise to the controller.…”
Section: External Disturbance and Image Noisementioning
confidence: 99%
“…For improving the disturbance rejection performance, Qiu et al (2020) propose an adaptive model predictive control approach, which is based on a modified disturbance observer, enhancing the robustness of the servoing system to external disturbances. Regarding to the model-based visual servoing, Brown et al (2020) utilize the autocovariance least-squares scheme to identify the covariance of the pose estimation with both the positive semi-definiteness and the desired structural constraints. Shi et al (2020) extend the bagging method to calculate the inverse kinematics to the controller rather than the Moore-Penrose pseudoinverse, thus reducing the influence of the image noise to the controller.…”
Section: External Disturbance and Image Noisementioning
confidence: 99%
“…The EKF state vector, default noise matrices and initial covariance matrix are given by state=][x1y1z1x2y2zn,1.0emQ=0.01×n,n,1.0emR=0.02×n,n,1.5emP=][0.050000.050000.1, where MJX-tex-caligraphicnormalℐ is the identity matrix and n is the number of fruit currently being tracked. A method for estimating these noise covariance matrices is presented in our previous work (Brown, Su, Kong, Sukkarieh, & Kerrigan, 2019). All units are in meters and the third element of P is aligned with the camera depth axis ( d ) under our frame definitions, so has greater variance than the ( u , v ) pixel readings.…”
Section: Software and Algorithm Designmentioning
confidence: 99%
“…where I is the identity matrix. A method for estimating these noise covariance matrices is presented in our previous work (Brown, Su, Kong, Sukkarieh & Kerrigan, 2019). All units are in meters and the third element of P is aligned with the camera depth axis (d) under our frame definitions, so has greater variance than the (u,v) pixel readings.…”
Section: Perceptionmentioning
confidence: 99%