Wei Ye

Dr. Wei Ye


Research Focus & Metrics

Academic Career Length

10Years (2017-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 July 2020 in Mechanism and Machine Theory
Verified
Journal Article
Closed access
WYWei Ye
Wei Ye
XCXinxue Chai
Xinxue Chai
KZKetao Zhang
Ketao Zhang

3 February 2020 in Chinese Journal of Mechanical Engineering
Verified
Journal Article
Open access
PDF file
XCXinxue Chai
Xinxue Chai
NZNingbin Zhang
Ningbin Zhang
LHLeiying He
Leiying He
QLQinchuan Li
Qinchuan Li
WYWei Ye
Wei Ye
Friction stir welding (FSW) has been widely applied in many fields as an alternative to traditional fusion welding. Although serial robots can provide the orientation capability required to weld along curved surfaces, they cannot adequately support the huge axial downward forces that FSW generates. Available parallel mechanism architectures, particularly redundantly actuated architectures for FSW, are still very limited. In this paper, a redundantly actuated 2UPR-2RPU parallel robot for FSW is proposed, where U denotes a universal joint, R denotes a revolute joint and P denotes a prismatic pair. First, its semi-symmetric structure is described. Next, inverse kinematics analysis involving an analytical representation of rotational axes is implemented. Velocity analysis is also conducted, which leads to the formation of a Jacobian matrix. Sensitivity performance is evaluated utilizing level set and convex optimization methods, where the local sensitivity indices are unit consistent, coordinate free, and of definite physical significance. Furthermore, global and hierarchical sensitivity indices are proposed for the design process. Finally, dimension synthesis is conducted based on the sensitivity indices and the optimal link parameters of the parallel robot are obtained. In summary, this paper proposes a dimensional synthesis method for a redundantly actuated parallel robot for FSW based on sensitivity indices.

11 April 2019 in Journal of Mechanisms and Robotics
Verified
Journal Article
Closed access
PDF file
LXLingmin Xu
Lingmin Xu
XCXinxue Chai
Xinxue Chai
QLQinchuan Li
Qinchuan Li
LZLiangan Zhang
Liangan Zhang
WYWei Ye
Wei Ye
Two rotations and one translation (2R1T) parallel kinematic machines (PKMs) are suitable for the machining of complex curved surfaces, which requires high speed and precision. To further improve rigidity, precision, and avoid singularity, actuation redundancy, and overconstrained PKMs with fixed actuators and limited-degrees of freedom (DOF) limbs are preferred. However, there are few 2R1T PKMs with these features. This paper introduces a new 2R1T overconstrained PKM with actuation redundancy, which is called Tex4. The Tex4 PKM consists of four limited-DOF limbs; that is, two PUR limbs and two 2PRU limbs (where P denotes an actuated prismatic joint, U denotes a universal joint, and R denotes a revolute joint). The kinematic model of the proposed 2PUR-2PRU machine is presented along with the results of mobility, inverse kinematics, and velocity analysis. By considering the motion/force transmissibility, the dimensional parameters of the Tex4 PKM were optimized to obtain an improved satisfactory transmission workspace without singular configurations. Finally, a prototype based on the optimized parameters was fabricated, and its feasibility and accuracy were validated by motion and position error experiments. The Tex4 PKM has the advantages of high rigidity, simple kinematic model, and zero singularity in the workspace, which suggests that it has potential for use in the high-speed machining of curved surfaces.

1 July 2020 in Mechanism and Machine Theory
Verified
Journal Article
Closed access
WYWei Ye
Wei Ye
BZBo Zhang
Bo Zhang
QLQinchuan Li
Qinchuan Li

29 December 2022 in Mechanism and Machine Theory
Verified
Journal Article
Closed access
GHGuanyu Huang
Guanyu Huang
Dan ZhangDan Zhang
Dan Zhang
QZQi Zou
Qi Zou
WYWei Ye
Wei Ye
LKLingyu Kong
Lingyu Kong

22 August 2022 in Mechanism and Machine Theory
Verified
Journal Article
Closed access
LXLingmin Xu
Lingmin Xu
WYWei Ye
Wei Ye
QLQinchuan Li
Qinchuan Li