2018
DOI: 10.1007/978-3-319-78963-7_27
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Workspace Analysis of a 4 Cable-Driven Spatial Parallel Robot

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Cited by 8 publications
(6 citation statements)
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“…Start and end configurations are selected near the UACDPR static workspace edges [33], in order to stress the importance of careful trajectory planning so as to avoid potentially dangerous situations, such as cable loss of tension due to platform large oscillatory motions. is expressed by x y z Tait-Bryan angles, since no representation singularities are expected throughout the manipulator static workspace: 6) and can be computed by the method described in Sections III and IV.…”
Section: Application Examplementioning
confidence: 99%
“…Start and end configurations are selected near the UACDPR static workspace edges [33], in order to stress the importance of careful trajectory planning so as to avoid potentially dangerous situations, such as cable loss of tension due to platform large oscillatory motions. is expressed by x y z Tait-Bryan angles, since no representation singularities are expected throughout the manipulator static workspace: 6) and can be computed by the method described in Sections III and IV.…”
Section: Application Examplementioning
confidence: 99%
“…Through mechanical positioning, electromagnetic positioning, ultrasonic positioning, cellular image navigation 102 and other technologies, the work space analysis and the path planning of surgical instrument arm are carried out. 103 It is of great significance for improving the efficiency and safety of surgery to establish the research work of the workspace analysis and path planning of the surgical instrument arm.…”
Section: Intelligentmentioning
confidence: 99%
“…To the knowledge of the authors, only two works attempted to propose a methodology for the computation of the workspace of UACDPRs, focusing on the computation of the reachable and statically-feasible (often referred to as static) workspace (RSW ) of a 4-cable system [32] and of a 3-cable system [22]. In [32], the authors discretized the translational task space and looked for any EE orientation satisfying static equilibrium for a prescribed position by solving an inverse geometrico-static problem (GSP); if an orientation was found, and the cable tensions were within bounds, the EE position was included in the RSW .…”
Section: Introductionmentioning
confidence: 99%
“…To the knowledge of the authors, only two works attempted to propose a methodology for the computation of the workspace of UACDPRs, focusing on the computation of the reachable and statically-feasible (often referred to as static) workspace (RSW ) of a 4-cable system [32] and of a 3-cable system [22]. In [32], the authors discretized the translational task space and looked for any EE orientation satisfying static equilibrium for a prescribed position by solving an inverse geometrico-static problem (GSP); if an orientation was found, and the cable tensions were within bounds, the EE position was included in the RSW . In the authors' opinion, this algorithm is limited by two main factors: (i) not all the geometrico-statically feasible poses of the EE of a UACDPR are stable [2,10] and thus reachable; (ii) no particular orientation is found by the algorithm, as long as it is feasible: this hinders the practical use of said algorithm, where some theoretically feasible orientations are practically non-attainable [33], due to lack of continuity between adjacent poses or cable becoming slack due to feedback errors.…”
Section: Introductionmentioning
confidence: 99%