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Journal Articles
Article Type: Research-Article
J. Dyn. Sys., Meas., Control. October 2022, 144(10): 101005.
Paper No: DS-21-1347
Published Online: August 8, 2022
Journal Articles
Article Type: Technical Briefs
J. Dyn. Sys., Meas., Control. October 2022, 144(10): 104502.
Paper No: DS-21-1313
Published Online: August 8, 2022
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 1 The 7-DOF Baxter's arm at DSCL More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 2 The joints' configuration: ( a ) sagittal view and ( b ) top view More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 3 Baxter tracking a desired trajectory under the prescribed-time control scheme, correcting for a large initial tracking error of 20 degrees in each joint and attenuating a sinusoidal torque disturbance of D ( t ) = 0.1sin(5 t ). The circles represent the reference trajectory to be track... More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 4 The experimental, simulated, and desired joint trajectories of Baxter More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 4 The experimental, simulated, and desired joint trajectories of Baxter More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 5 The simulated ( a ) and experimental ( b ) joint tracking errors of Baxter, with D ( t ) = 0:1sin(5 t ) More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 6 The experimental and simulated joint torque input signals of Baxter More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 6 The experimental and simulated joint torque input signals of Baxter More
Image
in Design and Experiment of a Prescribed-Time Trajectory Tracking Controller for a 7-DOF Robot Manipulator
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 7 The simulated ( a ) and experimental ( b ) joint tracking errors of Baxter, when subjected to a disturbance with nonzero mean D ( t ) = 0.1sin(5 t ) + 0.05 More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 1 Comparison of convergence rates: ( a ) w = 0.4 mm, Ω = 5 × 10 3 rpm and ( b ) w = 1 mm, Ω = 5 × 10 3 rpm More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 2 Comparison of stability prediction results More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 3 The quantitative evaluation of stability prediction accuracy and calculation time: ( a ) mean, ( b ) variance, and ( c ) calculation time More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 4 Comparison of SLE prediction results More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 5 The quantitative evaluations of SLE prediction accuracy and calculation time: ( a ) mean, ( b ) variance, and ( c ) calculation time More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 6 The stability prediction results calculated by the first four groups More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 7 The relation between the prediction results and control parameter λ: ( a ) stability analysis and ( b ) SLE More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 8 Experimental results versus stability predictions: ( a ) one-DOF down milling, ( b ) one-DOF up milling, and ( c ) two-DOF milling More
Image
in A Novel Gegenbauer Wavelet-Based Approach for Stability and Surface Location Error Analyses of Milling Process
> Journal of Dynamic Systems, Measurement, and Control
Published Online: August 8, 2022
Fig. 9 Experimental results versus SLE prediction More