Qiaohong Chen
Zhejiang Sci-Tech University
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Publication
Featured researches published by Qiaohong Chen.
Advanced Robotics | 2014
Jifeng Zhang; Qiaohong Chen; Chuanyu Wu; Qinchuan Li
Two types of kinematic calibration method for a 2-DOF (degrees of freedom) translational parallel manipulator are proposed using different error models. A calibration experiment is performed on both methods using an Absolute Laser Tracker and the results are compared. Two error models of the 2-DOF translational parallel manipulator are established using differential method and linear perturbation method, respectively. The two error models are solved using both the least squares method and linear equations. The results for the two different calibration methods show that the error model based on differential method is more effective in improving the accuracy of the 2-DOF translational parallel manipulator. Overall, the absolute position error of the 2-DOF translational parallel manipulator is significantly reduced to 0.13 mm from 0.93 mm after kinematic calibration. Graphical Abstract
Advances in Mechanical Engineering | 2013
Qiaohong Chen; Zhi Chen; Xinxue Chai; Qinchuan Li
This paper presents kinematic analysis of a 3-axis parallel manipulator, called P3. The P3 parallel manipulator is developed based on a 3-PRRU parallel mechanism, where P denotes prismatic pair, R revolute pair, and U universal joint. The P3 parallel manipulator can undergo two rotations and one translation without parasitic motion. First, a brief description of the P3 is presented. Then, forward and inverse kinematic solutions of the P3 are derived. Parasitic motion is discussed. The Jacobian matrix is obtained based on the velocity equations. Further, singular configurations of the P3 are identified. A special configuration where the actuation fails is also detected based on screw theory. The workspace of P3 is investigated.
Archive | 2016
Lingmin Xu; Qiaohong Chen; Junhua Tong; Qinchuan Li
This paper deals with the dimensional synthesis of a 2-PRS-PRRU (P, R, S and U standing for actuated prismatic, revolute, spherical and universal joint, respectively) parallel manipulator considering both dexterity and motion/force transmission. First, the inverse kinematic analysis of the parallel robot is presented. Next, the reciprocal of the condition number and the global conditioning index (GCI) based on a dimensionally homogeneous Jacobian matrix are used to evaluate the dexterity. Then, local transmission index (LTI) and good transmission workspace (GTW) are used for evaluation of the motion/force transmissibility of the 2-PRS-PRRU parallel manipulator. Finally, considering the GCI and GTW simultaneously, the parameter-finiteness normalization method is used to produce an optimal design. Both dexterity and motion/force transmission can be improved with the optimized link parameters.
ASME 2006 International Design Engineering Technical Conferences and Computers and Information in Engineering Conference | 2006
Qinchuan Li; Qiaohong Chen; Chuanyu Wu; Xudong Hu
Two novel spherical 3-DOF (degrees of freedom) parallel manipulators with circular prismatic pairs are proposed. One is 3-PC (RR)N parallel mechanism, where PC denotes a circular prismatic pair, (RR)N denotes two revolute pairs whose axes intersect at a common point N. The other is 3-PC RN S parallel mechanism. All the revolute axes in three limbs intersect at a common point N. The three circular prismatic pairs can be actuated. Mobility and singularity of this mechanism is analyzed via screw theory. Due to the circular prismatic pair, the rotational DOF of the moving platform about the z axis is decoupled from the other two rotational DOFs.Copyright
Robotics and Computer-integrated Manufacturing | 2011
Qinchuan Li; Zhi Chen; Qiaohong Chen; Chuanyu Wu; Xudong Hu
Archive | 2010
Chuanyu Wu; Xudong Hu; Ting Hu; Qiaohong Chen; Qinchuan Li
Archive | 2007
Qinchuan Li; Qiaohong Chen; Chuanyu Wu; Xudong Hu; Ting Hu
Archive | 1999
Qinchuan Li; Zhi Chen; Qiaohong Chen; Ru Wang; Tieniu Zhang; Xiaodong Sun
Mechanism and Machine Theory | 2013
Qinchuan Li; Qiaohong Chen; Chuanyu Wu; Zhen Huang
Archive | 2008
Qinchuan Li; Qiaohong Chen; Chuanyu Wu; Ting Hu; Xudong Hu; Huanyu Jiang; Yibin Ying