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Research on Meshing Characteristics of Shearer Walking Wheel Based on Rigid-Flexible Coupling

Author

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  • Lirong Wan
  • Dejian Ma
  • Xin Zhang

Abstract

Frequent failure of the walking wheel seriously restricts the performance of the whole shearer. To reduce the failure rate and improve the working performance of the walking wheel, the meshing characteristics of the tooth pin are researched. The dynamic state equations of the walking wheel and the contact force model of tooth pin meshing are established. The rigid-flexible coupling simulation model of tooth pin meshing is built. The load distribution characteristics of the walking wheel are analyzed, as well as the effects of impact load amplitude and duration. Results show that the curve of the longitudinal load distribution coefficient ( K β ) of the contact area is W-shaped, with a maximum of 1.325 at the moment of a single tooth contact. The end of the transition curve is the most serious position of the longitudinal load imbalance at the tooth root. In addition, on the impact moment, K β tends to decrease and maximum stress obviously increases with the increase in impact load under 40%; the material at the contact position will fail under an extra 39% instantaneous impact load. Furthermore, with the impact load of 30%, the influence of load impact duration under 0.5 s on the meshing characteristics of the walking wheel is relatively faint. The results provide some guidance for the design optimization of the walking wheel and provide a reference for improving the reliability of the shearer.

Suggested Citation

  • Lirong Wan & Dejian Ma & Xin Zhang, 2020. "Research on Meshing Characteristics of Shearer Walking Wheel Based on Rigid-Flexible Coupling," Mathematical Problems in Engineering, Hindawi, vol. 2020, pages 1-11, July.
  • Handle: RePEc:hin:jnlmpe:8301086
    DOI: 10.1155/2020/8301086
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    Cited by:

    1. Dejian Ma & Xin Zhang & Lirong Wan & Qingliang Zeng & Hongen Ge, 2020. "Dynamic Analysis of Shearer Traction Unit Considering the Longitudinal Swing," Energies, MDPI, vol. 13(20), pages 1-15, October.

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