WITH PROTECTIVE PANEL OF «GLAZING» TOOK AWAY THE DESIGN OF DYNAMICS OF CO-OPERATION OF PART OF ELEMENT OF A BUILD CONSTRUCTION

Authors

  • A. S. Byelikov Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”, Ukraine https://orcid.org/0000-0001-5822-9682
  • O. A. Sabitova Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”, Ukraine https://orcid.org/0000-0001-5552-4512
  • V. A. Shalomov Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”, Ukraine https://orcid.org/0000-0002-6890-932X
  • S. P. Kordunov Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”, Ukraine https://orcid.org/0000-0001-5069-4731

Keywords:

Аccident recovery and repair construction works, safety of work, protective helmets and visor, curvature radius and thickness of monolithic glazing visor, the calculation of strength.

Abstract

Purpose. Ensuring security reference emergency-recovery and repair-construction works for account modernization design monolithic panel glazing took employees special forces.

Methodology. Application special technical funds for software security specialized units at occurrence emergency situations.

Findings. In article considered questions increase security employees, performing emergency-recovery and repair-construction work in extreme conditions on objects construction industry. Authors offer design helmets with visor, protected patent of Ukraine and mathematically reasonable calculation model to it, which allow generalized step up to definition stress-strain state (SSS) multilayer protective took. Improved technique calculation on strength monolithic panel glazing took at collision with load, that agreed with methods of test helmets fire according to state standard. As initial stage advance (on stage design) calculations stresses and deformations, arising from pulse impact on outer cylindrical surface glazing took developed technique definitions values stresses in monolithic design panel glazing modern helmets fire-rescuer, made of polycarbonate.

Originality. For stress-strain state states standard monolith obtained typical linear depending on functions stresses, operating in fibers glazing from depths their location in glazing took at given foreign pulse load. Given specific calculation data. Comparison results calculation with main provisions theory elasticity about SSS plates and shells show about their correctness.

Practical value. Obtained findings with help which possible modernization helmets fire-rescuer and methods its constructive hardening, based on comprehensive analysis data problem adoption solutions in conditions certainty.

Author Biographies

A. S. Byelikov, Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”

Dr. Sc. (Tech.), Prof.

O. A. Sabitova, Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”

Postgraduate,

V. A. Shalomov, Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”

Cand. Sc. (Tech.), Associate Prof.

S. P. Kordunov, Department of Life Safety, State Higher Education Establishment “Pridneprovsk State Academy of Civil Engineering and Architecture”

Postgraduate

References

Abaimov S. G. Statisticheskaya fizika slozhnyh sistem. Ot fraktalov do skeyling-povedeniya / S. G. Abaimov. -Moskva : URSS : Librokom, 2012. – 388 s.

Afanaseva I. N. Modelirovanie dvumernogo nestatsionarnogo obtekaniya gibkoy uprugoy konstruktsii v svyazannoy postanovke. Chast 3: verifikatsiya metodiki chislennogo modelirovaniya povedeniya gibkoy uprugoy konstruktsii. International Journal of Computational Civil and Structural Engineering, Volume 10, Issue 3 – Moskva, 2014, S. 40-48.

Belikov, A. S. Obespechenie bezopasnosti rabotayuschego v ekstremalnyh usloviyah / A. S. Belikov, O. A. Sabitova, V. A. Golender i dr. // Stroitelstvo, materialovedenie, mashinostroenie. Sbornik nauchnyih trudov. – Dnepropetrovsk: GVUZ Pridneprovskaya gosudarstvennaya akademiya stroitelstva i arhitektury, 2014. Vyp. 76.- S. 50-56.

Belikov, A. S. Prochnostnye svoystva zaschitnyh kasok dlya raboty na ob'ektah stroyindustrii / A. S. Belikov, O. A. Sabitova, V. A. Golender i dr. // Stroitelstvo, materialovedenie, mashinostroenie. Sbornik nauchnyih trudov. – Dnepropetrovsk: GVUZ Pridneprovskaya gosudarstvennaya akademiya stroitelstva i arhitektury, 2013. Vyp. 71, t. 2. - S. 24-28.

Vedernikov V. A., Savicheva G. V. O konechnyh gruppah, blizkih k vpolne faktorizuemym / Diskretnaya matematika. – M.: Nauka, 2007. – T. 19, Vyp. 2. – S. 78-84.

Larіn, O. M. Inzhenerna tehnіka ta spetsіalnі mashinу dlya lіkvіdatsіуi nadzvichaynih situatsіy: navch. posіb. / O. M. Larіn, I. M. Gritsina, N. I. Gritsina ta іn. – H.: NUTZU, KP «Mіskdruk», 2012 – 380 s.

Afanasyeva Irina N., Usmanov Anton. R., Belostotskiy Alexandr M. Specific aspects of numerical simulation of civil engineering structures with cross section 193 shape close to rectangular. Congress Proceedings: WCCM XI – ECCM V –ECFD VI. – Barcelona, July 20-25, 2014. – pp. 7132-7143.

Senashov V. I. Сharacterizations of Layer-Finite Groups and Their Extensions // J. of Siberian Federal University. Mathematics and Physics. — 2009. — № 2(3). —P. 279–287.

Shupikov, Aleksander N., Smetankina, Natalia V. and Sheludko, Hely A.. Selection of Optimal Parameters of Multilayer Plats at Nonstationary Loading. Meccanica 33: 553-564, 1998. © 1998 Kluwer Academic Publishers. Printed in the Netherlands.

Shupikov, A. N., Ugrimov, S. V. Vibration of multilayer plates under the effect of impulse loads. Treedimensional theory. International Journal of Solids and structures 36 (1999) 3391-3402.

The GAP Group GAP – Groups, Algorithms, and Programming, Version 4.4, 2006 (http://www.gapsystem.org).

Ulukhanyan A.R. Dynamic Equations of the Theory of Thin Prismatic Bodies With Expansion in the System of Legendre Polynomials // Mechanics of Solids. 2011. Vol. 46, №3, p. 467-479.

Ulukhanyan A.R. Representation of Solutions to Equations of Hyperbolic Type// Moscow University Mechanics Bulletin. Vol. 65, №. 2, 2010. p. 47-50.

Wilson R. Atlas of Group Representations, Version 2.0 (http://www.mat.bham.ac.uk/atlas/).

Published

2015-09-22

Issue

Section

Energy, ecology, computer technology in construction