The dependence of the internal electrical resistance of the cable rubber rope on the presence of a cable rupture

Authors

DOI:

https://doi.org/10.20535/2521-1943.2022.6.1.250801

Keywords:

rubber rope, electrical resistance, control, cable rope, mathematical model, signal

Abstract

Problems. The introduction of steel reinforced concrete coatings of structures, in our opinion, is preceded by the development of methods for monitoring the state of cable-stayed ropes - creating safe conditions for long-term operation of structures.

The aim of the study. Analytical determination of the dependence of the internal electrical resistance of a cable-stayed rubber cable rope on the presence of a cable rupture.

Methods of implementation. To control all cables, the system must provide alternate monitoring of the electrical resistances of the circuits formed by the cables, compare them with reference values, and issue a signal regarding the condition of the rope. It should be designed on the basis of the following data: the type and design of the cable-stayed rope, its length, the number and layout of the cables in the rope, the ability to access one or both of its ends, the electrical properties of the cables and rubber, the resistance values ​​of the cables for all schemes of their determination.

Research results. Requirements for the automatic control system of the cable-stayed rubber cord rope. The regularity of the dependence of the electrical resistance of the cable-stayed rope on the burst of an arbitrary cable. Possibility of automatic control of the state of the rubber-cable cable-stayed rope.

Conclusions. The results obtained can be considered quite reliable, since the equations obtained on the basis of the fundamental provisions of electrical engineering are obtained analytically in a closed form. Experimental studies have established that the internal electrical resistance of the rope cables depends on its properties and the presence or absence of damage to the cables. The rope includes a number of cables. Any cable can be damaged.

References

  1. L. I. Storozhenko, G. M. Hasii and S. A. Gapchenko, "New steel-reinforced concrete structural and cable-stayed structures", Collection of scientific papers PNTU. Series: Industrial engineering, construction, no. 1, pp. 91-96, 2014.
  2. O. I. Lapenko and G. I. Grishko, “Modern progressive steel-reinforced concrete structures”, Construction. Materials Science. Mechanical engineering. Series: Innovative technologies of the life cycle of objects for housing, civil, industrial and transport purposes, no. 65, pp. 314–317, 2012.
  3. V. S. Kotelnikov and V. V. Sukhorukov, “Flaw detection of ropes of lifting machines”, Labor safety in industry, no. 5, pp. 34–38, 1998.
  4. V. O. Tashtanbaeva, “Rope tension monitoring device for mine hoists”, Mining Industry, no. 4, pp. 125–128, 2020. DOI: https://doi.org/10.30686/1609-9192-2020-4-125-128.
  5. D. L. Kolosov, “Justification of the parameters and designs of two-layer rubber rope conveyor belts for mining enterprises”, thesis for the degree of Candidate of Sciences, 2002.
  6. I. V. Bel'mas, Kontrol' prochnosti RTK. Kyiv: Vishcha shkola, 1991.
  7. I. V. Belmas, “Choice of parameters of the resonator tape control sensor”, Mining Electromechanics and Automation, no. 58, 1991.
  8. I. V. Belmas, “Control of the loss of traction capacity of the rubber-cord belt of the conveyor conveyor”, Mining Electromechanics and Automation, no. 57, 1990.
  9. I. V. Belmas, N. A. Daniyarov and G. I. Tantsura, “Control of the condition of the cables of the rubber-cable traction body”, Proceedings of the Karaganda Technical University, no. 2, pp. 76–78, 2016.
  10. V. A. Ropai, L. V. Kolosov, M. M. Shido, I. V. Belmas and O. V. Sergiyenko, Device for automatic control of integrity of balance rope. Patent of Ukraine UA9515A, published 30.09.1996.
  11. Device for checking of condition of rubber-rope cable. Patent of Ukraine UA27372U, published 25.10.2007.
  12. L. V. Kolosov and I. V. Bel'mas, “Use of electrical models for investigating composites”, Mechanics of Composite Materials, vol. 17, no. 1, pp. 115–119, 1981. DOI: https://doi.org/10.1007/BF00604895.
  13. John G. Lang, Magnetic testing device for supported objects. Patent of United States US4546316A, published 08.10.1985.
  14. Frank G. Tomaiuolo and John G. Lang, Method and apparatus for non-destructive testing of magnetically permeable bodies using a first flux to saturate the body and a second flux opposing the first to procedure a measurable flux. Patent of United States US4495465A, published 22.01.1985.
  15. Herbert R. Weischedel, Method and device for nondestructively, magnetically inspecting elongated objects for structural faults. Patent of Canada CA2122516A1, published 15.11.1994.
  16. V. V. Sukhorukov and S. B. Belitsky, Method for non-destructive testing of cross-sectional area and detection of local defects of extended ferromagnetic objects and a device for its implementation. Patent of Russia RU99126933A, published 10.10.2001.

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Published

2022-05-31

How to Cite

[1]
I. Belmas, O. Bilous, G. Tantsura, and A. Shvachka, “The dependence of the internal electrical resistance of the cable rubber rope on the presence of a cable rupture”, Mech. Adv. Technol., vol. 6, no. 1, pp. 31–40, May 2022.

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Section

Up-to-date machines and the technologies of mechanical engineering