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    Accuracy analysis of a parallel positioning mechanism with actuation redundancy

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    https://www.riss.kr/link?id=A105975671

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    A forward accuracy analysis method based on Lie-group theory and screw theory is proposed to analyze the pose error of parallel mechanisms with actuation redundancy. Both the input uncertainty and components stiffness were considered. The method was applied to study the accuracy performance of a positioning mechanism, which has the potential to be used for the positioning of satellite antenna, camera, astronomical telescope and so on. The advancement of the method is that it models the elastic deformation and passive joint motions together by motion vector and limb stiffness matrix, which greatly simplifies the constraints modeling process. Mean value and standard deviation of the pose errors under different working conditions were obtained by optimal Latin hypercube sampling method, which reduces the sampling size on the premise of ensuring the precision. Finally, the robust optimization was employed to give further insight into the effects of redundant limb and mechanism structure on the accuracy performance of the actuation-redundant mechanism.
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    A forward accuracy analysis method based on Lie-group theory and screw theory is proposed to analyze the pose error of parallel mechanisms with actuation redundancy. Both the input uncertainty and components stiffness were considered. The method was a...

    A forward accuracy analysis method based on Lie-group theory and screw theory is proposed to analyze the pose error of parallel mechanisms with actuation redundancy. Both the input uncertainty and components stiffness were considered. The method was applied to study the accuracy performance of a positioning mechanism, which has the potential to be used for the positioning of satellite antenna, camera, astronomical telescope and so on. The advancement of the method is that it models the elastic deformation and passive joint motions together by motion vector and limb stiffness matrix, which greatly simplifies the constraints modeling process. Mean value and standard deviation of the pose errors under different working conditions were obtained by optimal Latin hypercube sampling method, which reduces the sampling size on the premise of ensuring the precision. Finally, the robust optimization was employed to give further insight into the effects of redundant limb and mechanism structure on the accuracy performance of the actuation-redundant mechanism.

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    참고문헌 (Reference)

    1 H. Xiao, "Tension cable distribution of a membrane antenna frame based on stiffness analysis of the equivalent 4-SPS-S parallel mechanism" 124 : 133-149, 2018

    2 N. Ciblak, "Synthesis of Cartesian stiffness for robotic applications" 1999

    3 H. S. Kim, "Stiffness of parallel manipulators with serially connected legs" 6 (6): 031001-031001, 2014

    4 Y. Li, "Stiffness analysis for a 3-PUU parallel kinematic machine" 43 (43): 186-200, 2008

    5 B. Lian, "Stiffness analysis and experiment of a novel 5-DoF parallel kinematic machine considering gravitational effects" 95 : 82-96, 2015

    6 W. Yao, "Review of uncertainty-based multidisciplinary design optimization methods for aerospace vehicles" 47 (47): 450-479, 2011

    7 B. D. Youn, "Reliability-based robust design optimization using the eigenvector dimension reduction (EDR)method" 37 (37): 475-492, 2009

    8 Y. Noh, "Reduction of ordering effect in reliability-based design optimization using dimension reduction method" 47 (47): 994-1004, 2009

    9 Y. Somov, "Precise nonius guidance and image stabilization of a large space telescope" 869-874, 2011

    10 J. Sun, "Pointing accuracy analyses of a satellitic two-axes antenna pointing mechanism" 3 (3): 545-550, 2007

    1 H. Xiao, "Tension cable distribution of a membrane antenna frame based on stiffness analysis of the equivalent 4-SPS-S parallel mechanism" 124 : 133-149, 2018

    2 N. Ciblak, "Synthesis of Cartesian stiffness for robotic applications" 1999

    3 H. S. Kim, "Stiffness of parallel manipulators with serially connected legs" 6 (6): 031001-031001, 2014

    4 Y. Li, "Stiffness analysis for a 3-PUU parallel kinematic machine" 43 (43): 186-200, 2008

    5 B. Lian, "Stiffness analysis and experiment of a novel 5-DoF parallel kinematic machine considering gravitational effects" 95 : 82-96, 2015

    6 W. Yao, "Review of uncertainty-based multidisciplinary design optimization methods for aerospace vehicles" 47 (47): 450-479, 2011

    7 B. D. Youn, "Reliability-based robust design optimization using the eigenvector dimension reduction (EDR)method" 37 (37): 475-492, 2009

    8 Y. Noh, "Reduction of ordering effect in reliability-based design optimization using dimension reduction method" 47 (47): 994-1004, 2009

    9 Y. Somov, "Precise nonius guidance and image stabilization of a large space telescope" 869-874, 2011

    10 J. Sun, "Pointing accuracy analyses of a satellitic two-axes antenna pointing mechanism" 3 (3): 545-550, 2007

    11 X. Ding, "Lie groups and lie algebras on dynamic analysis of beam with spatial compliance" 41 (41): 16-23, 2005

    12 J. C. Helton, "Latin hypercube sampling and the propagation of uncertainty in analyses of complex systems" 81 (81): 23-69, 2003

    13 J. Fu, "Kinematic accuracy research of a novel six-degree-of-freedom parallel robot with three legs" 102 : 86-102, 2016

    14 Zheng Feng Bai, "Investigation on dynamic responses of dual-axis positioning mechanism for satellite antenna considering joint clearance" 대한기계학회 29 (29): 453-460, 2015

    15 T. Sun, "Geometric accuracy design and error compensation of a 1-translational and 3-rotational parallel mechanism with articulated travelling plate" 2017

    16 S. Wang, "Error model and accuracy analysis of a six-DOF Stewart platform" 124 (124): 286-295, 2002

    17 J. Wu, "Dynamics and control of a planar 3-DOF parallel manipulator with actuation redundancy" 44 (44): 835-849, 2009

    18 I. Lee, "Dimension reduction method for reliability-based robust design optimization" 86 (86): 1550-1562, 2008

    19 A. G. Hoevenaars, "Consistent modeling resolves asymmetry in stiffness matrices" 105 : 80-90, 2016

    20 N. Ciblak, "Centers of stiffness, compliance, and elasticity in the modeling of robotic systems" 1994

    21 N. Ciblak, "Asymmetric Cartesian stiffness for the modeling of compliant robotic systems" 1994

    22 G. Cui, "Analysis of the kinematic accuracy reliability of a 3-DOF parallel robot manipulator" 12 : 10-, 2015

    23 X. Ding, "Analysis of spatial compliance behavior of coiled springs via screw theory" 15 (15): 293-297, 2002

    24 Y. Lu, "Analysis of kinematics and solution of active/constrained forces of asymmetric 2UPU+ X parallel manipulators" 220 (220): 1819-1830, 2006

    25 G. C. Andersen, "An overview of the Hubble space telescope pointing control system design and operation" 1992

    26 L. Zhang, "An articular force optimization method of parallel manipulator with actuation redundancy, mechanical engineering" IEEE 1-6, 2014

    27 P. Vallone, "Active dynamic isolation and pointing control system design for ACCESS" 2010

    28 M. Tsai, "Accuracy analysis of a multi-loop linkage with joint clearances" 43 (43): 1141-1157, 2008

    29 S. Briot, "Accuracy analysis of 3T1R fullyparallel robots" 45 (45): 695-706, 2010

    30 S. Briot, "Accuracy analysis of 3-DOF planar parallel robots" 43 (43): 445-458, 2008

    31 G. Chen, "A unified approach to the accuracy analysis of planar parallel manipulators both with input uncertainties and joint clearance" 64 : 1-17, 2013

    32 J. Selig, "A screw theory of static beams" IEEE 2001

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