Implementation of Mathematical Modeling for Wire Rope Strands

Xiao Yu Wang; Xiang Bao Meng; Ji Xin Wang; Ke Gao

doi:10.4028/www.scientific.net/AMR.608-609.1769

Paper Titles

Experimental Investigation of PCM-LWA Composite for Building Wallboard
p.1746

Analytical Optimization of Key Design Parameters of Phase Change Materials Used in Passive Building Envelopes
p.1751

Experimental Study on the Compression Rebound Modulus of Coal Gangue Mixture
p.1759

Research of Ductility and Crack of Square Steel Tube Regeneration Block Mixed Short Columns
p.1764

Implementation of Mathematical Modeling for Wire Rope Strands
p.1769

Research on Green Building Material Assessment Factors and Eco-Efficiency Issue
p.1773

Energy Conservation Analysis on Self-Thermal Insulation Walls Structural System in Cold Areas
p.1778

Applications of Rigid Polyurethane Foam Insulation Materials in Architectural Energy Conservation
p.1783

Study of the Density Control of the Low Density Sulphate Aluminium Cement (SAC) Foam Concrete
p.1786

HomeAdvanced Materials ResearchAdvanced Materials Research Vols. 608-609Implementation of Mathematical Modeling for Wire...

Implementation of Mathematical Modeling for Wire Rope Strands

Abstract:

Modeling for complex spiral wire rope structures, on which the mechanical performances largely depend, are paramount to finite element analysis application. Three mathematical modeling thoughts were brought out to create the geometric models of wire rope strands. The first one was presented based on the centerline times of the helical structures, as the centerline times can be decreased through transitional coordinate system. For the second, the centerlines of the wire rope were formed by the helical movement of predefined point. In the third one, a local coordinate system which can be transformed into the world coordinate system by their relationship was employed. The above three ideas were implemented by different kinds of derivation. The geometric parameter equations were presented to express the accurate wire rope models. These approaches are beneficial for parametric modeling and analysis of wire rope strands.

You might also be interested in these eBooks

Progress in Renewable and Sustainable Energy

View Preview

Info:

Periodical:

Advanced Materials Research (Volumes 608-609)

Pages:

1769-1772

DOI:

https://doi.org/10.4028/www.scientific.net/AMR.608-609.1769

Citation:

Cite this paper

Online since:

December 2012

Authors:

Xiao Yu Wang, Xiang Bao Meng, Ji Xin Wang, Ke Gao

Keywords:

Geometric Model, Parametric Equation, Spiral Structure, Wire Rope Strand

Export:

RIS, BibTeX

Price:

Permissions:

Request Permissions

References

[1] Guilan Wang, Jianfang Sun and Haiou Zhang: Chinese J. Applied Mechanics. Vol. 20(2003), No. 3, pp.82-87.

Google Scholar

[2] Guilian Wang, Ruimin Zhao and Jianfang Sun et al: J. Huazhong Univ. Sci. & Tech. (Nature Science Edition), Vol. 31(2003), No.6, pp.4-6.

Google Scholar

[3] Jun Ma, Shirong Ge and Dekun Zhang: J. China Univ. of Mining & Tech., Vol. 18(2008), No.3, pp.475-478.

Google Scholar

[4] Guohua Cao, Zhencai Zhu and Weihong Peng et al: J. Mechanical Srength. Vol. 31(2009), No.3, pp.491-496.

Google Scholar

[5] Hong Xiao, Shilong Wang and Jie Zhou et al: J. Chongqing Univ., Vol. 24(2011), No.7, pp.20-27.

Google Scholar

[6] C. Erdönmez and C. E. İmark: J. Mech. Eng., Vol. 57(2011), No.4, pp.283-292.

Google Scholar

[7] C. Erdönmez and C. E. İmark: in Proc. Computational Sci. and Its Appl., June 20-23, 2011, pp.103-111.

Google Scholar

[8] Xuejun Zhou, Yingjian Wang and Xianjun Wu et al: J. Wuhan Univ. of Tech, Vol. 8(2009), No.15, pp.80-83.

Google Scholar

[9] E. Stanova, G. Fedorko and M. Fabian et al: Advance in Engineering Software, Vol. 42(2011), pp.305-315.

Google Scholar

[10] E. Stanova, G. Fedorko and M. Fabian et al: Advance in Engineering Software, Vol. 42(2011), pp.322-331.

Google Scholar