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Volume 4, Issue 5, October 2016, Page: 176-181
Stability of Crane’s Lifting Drum with Euler Distribution Forces
Qiyu Li, MechanicalEngineeringInstitution, Taiyuan University of Science and Technology, Taiyuan, China
Yixiao Qin, MechanicalEngineeringInstitution, Taiyuan University of Science and Technology, Taiyuan, China
Ming Yang, DevelopTechnology, Taiyuan, China
Received: Aug. 4, 2016;       Accepted: Aug. 26, 2016;       Published: Sep. 21, 2016
DOI: 10.11648/j.ijmea.20160405.12      View  3940      Downloads  155
Abstract
In order to optimize structure parameters of lifting drum, the buckling stability of drum on crane is analyzed infinite element method with Euler distribution force which is more appropriate to the realistic load state. The results of finite element analysis are compared with the computing results of traditional simplified method. The research provides a new idea for the stability optimization design on lifting drum as cylindrical shell structure with complex inner rib plate.
Keywords
Lifting Drum on Crane, Buckling Stability, Finite Element Analysis, Euler Distribution Force
To cite this article
Qiyu Li, Yixiao Qin, Ming Yang, Stability of Crane’s Lifting Drum with Euler Distribution Forces, International Journal of Mechanical Engineering and Applications. Vol. 4, No. 5, 2016, pp. 176-181. doi: 10.11648/j.ijmea.20160405.12
Copyright
Copyright © 2016 Authors retain the copyright of this article.
This article is an open access article distributed under the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0/) which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Reference
[1]
Yixiao Qin, Yuming Cheng, Structure Analysis and Optimun for Hoist Drum with Inner Ribs Bearing Complex External Force, China Mechanical Engineering. (2006) 17 (9): 885-888.
[2]
Jiankang Luo, Bo Yin, Finite Element Analysis and Structural Optimization of Crane’s Drum, Machinery Design & Manufacture. (2010) 11 (11).
[3]
Xuejun Hu, Qigui Zhang, 1600t Crane Welding Drum of Buckling Analysis, Construction Machinery. (2013) 8: 97-99.
[4]
Minggang Zhou, Yong Wang, Qibai Huang, Study on the stability of drum brake non-linear low frequency vibration model, Arch Appl Mach. 77 (2007): 473-483.
[5]
Y. F. Ding, W. Fang, D. G. Wang, B. Y. Sheng, The Strength Analysis of the Turbine Blade Based on Finite Element Method Calculation and Optimization, Applied Mechanics and Materials. (2014), 9: 549-554.
[6]
Sun Wei min, Tong Ming bo, Dong Dengke, etal. Post-buckling and stability studies of curved stiffened panels subjected to an axial compression load. Journal of Experimental Mechanics, (2008), 23 (4): 333-338.
[7]
Achchhe L, Jagtap KR, Singh BN. Post buckling response of functionally graded materials plate subjected to mechanical and thermal loadings with random material properties. Applied Mathematical Modeling, (2013), 37 (5): 2900-2920.
[8]
Yumin Cheng. The complex variable meshless method for nonlinear problems. In: Frontiers in Applied Mechanics, Imperial College Press, (2014).
[9]
Peifa Xue Calculating Method of Winding Force Strip-Winding Cylinder Taking Account of Bending Stress, Machine Design (1986).
[10]
Jun Shu, Chao Xu, Eigen value Buckling Analysis of Drum on Crane Based on ANSYS, Design & Calculation. (2014). 7.
[11]
Schenk CA, Schueller GI. Buckling analysis of cylindrical shells with random geometric imperfections. International Journal of Non-linear Mechanics, (2003), 38 (7): 1119-1132.
[12]
Guang-zheng Wang, Zhi-gang Li Compressive Deformation Analysis on New Plate and Airbag Composite Structures, Engineering Mechanics. (2016). 7.
[13]
QiuZhao, Zhansheng Zhai Analysis of Buckling Modes and Critical Buckling Stress of Open-rib Stiffened Plate, Journal of Architecture and Civil Engineering. (2016) 33 (2).
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