Tension optimization of the conductor-and-support cable elements during stranding process

Authors

  • I.M. Chayun Odessа Polytechnic National University
  • A.V. Nepomnyashchyi Odessа Polytechnic National University

DOI:

https://doi.org/10.15276/opu.3.50.2016.05

Keywords:

conductor-and-support cable, deformation, strain, residual forces

Abstract

Steel lifting ropes, cables and other similar products are rod statically undeterminable prestressed structures. Preliminary deformations of their elements (wires) are caused by their manufacturing technology. Wires suffer stretching, bending with torsion in a stage of elastoplastic deformation. In this work the mechanic-mathematical model of residual forces determination in the wires of polymetallic conductor-and-support cable is offered. Aim: The aim of the work is studying of the mechanical and mathematical model defining residual forces in the wires of conductor-and-support cable and also the optimization of parameters of a twist by the criterion of residual forces lack after production process finishing. Materials and methods: The method developed by the authors earlier to the study the strain-stressed state of twisted wire products off-loading from technological internal forces has been applied to assess the impact of the approximate value of the longitudinal stiffness of the product. In this paper, each wire is considered as an element of the product individually. This is necessary to investigate the impact of uneven wire tensions on defects of conductor-and-support cable (out-of-straight in a free state and stripping-down). Results: On the basis of the conducted deformation studies of conductor-and-support cable during off-loading process from twist tension of its elements the dependencies of residual forces on the level and interrelation of elements tension has been determined. The condition of ensuring of zero residual forces in the wires of conductor-and-support cable after production is formulated. It was found that calculated values of residual forces are almost identical when using of the approximate and exact values of longitudinal stiffness of conductor-and-support cable.

Downloads

Download data is not yet available.

Author Biography

I.M. Chayun, Odessа Polytechnic National University

DEng, Prof.

References

Lanteigne, J. Theoretical estimation of the response of helically armored cables to tension, torsion, and bending / J. Lanteigne // Journal of Applied Mechanics. — 1985. — Vol. 52, Issue 2. — PP. 423—432.

Feyrer, K. Wire ropes: Tension, endurance, reliability / K. Feyrer. — 2nd Ed. — Berlin: Springer, 2015. — 336 p.

Li, H. The effect of joint working mode between steel wires on local bending stress of stay-cable / H. Li, G. Zheng // Applied Mechanics and Materials. — 2012. — Vols. 166–169. — PP. 600—603.

Velinsky, S.A. Analysis of fiber-core wire rope / S.A. Velinsky // Journal of Energy Resources Technology. — 1985. — Vol. 107, Issue 3. — PP. 388—393.

Чаюн, И.М. Технологическое деформированное состояние элементов каротажного кабеля / И.М. Чаюн, А.В. Непомнящий // Пр. Одес. політехн. ун-ту. — 2013. — Вип. 2(41). — С. 77—82.

Чаюн, И.М. Связь предсвивочного натяжения элементов каната с его остаточным напряженным состоянием / И.М. Чаюн, О.А. Пишняк // Стальные канаты. — 2009. — Вып. 7. — С. 128—135.

Непомнящий, А.В. Остаточные усилия в элементах кабелей и проводов от свивочных натяжений / А.В. Непомнящий // Вісник СевНТУ. Серія: Механіка, енергетика, екологія. — 2014. — Вип. 148. — С. 30—33.

Малинин, Н.Н. Прикладная теория пластичности и ползучести / Н.Н. Малинин. — 2-е изд., перераб. и доп. — М.: Машиностроение, 1975. — 399 с.

Букштейн, М.А. Производство и использование стальных канатов / М.А. Букштейн. — 2-е изд., перераб. и доп. — М.: Металлургия, 1973. — 360 с.

Глушко, М.Ф. Стальные подъемные канаты / М.Ф. Глушко. — К.: Техніка, 1966. — 327 с.

Чаюн, И.М. Несущая способность подъемных канатов и лент: монография / И.М. Чаюн. — О.: Астропринт, 2003. — 236 c.

Горбенко, Л.А. Каротажные кабели и их эксплуатация / Л.А. Горбенко. — 2-е изд., перераб. — М.: Недра, 1978. — 161 с.

Глушко, М.Ф. Механический расчет и конструирование бронированных кабелей / М.Ф. Глушко, Л.М. Мамаев // Стальные канаты. — 1970. — Вып. 3. — С. 52—60.

Published

2016-11-10

How to Cite

[1]
Chayun, I. and Nepomnyashchyi, A. 2016. Tension optimization of the conductor-and-support cable elements during stranding process. Proceedings of Odessa Polytechnic University. 3(50) (Nov. 2016), 21–28. DOI:https://doi.org/10.15276/opu.3.50.2016.05.