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Calculation of Constructive Elements of Mobile Overpass


Affiliations
1 Karaganda State Technical University, Mira Boulevard, 56, Karaganda, 100000, Kazakhstan
 

In this article we discuss the construction of modular mobile overcrossing. Calculation of its constructive elements is performed and the optimum length of one module is determined. The purpose of the study is to develop a technique and calculate constructive elements of mobile bridge overcrossing in order to reduce traffic jams. Mathematical analysis, finite elements, finite differences and analytical method of displacements have been used in this study. The optimum length of each module of bridge overcrossing is received. The solution matrix of the method of finite differences allows us to calculate carriageway plate of the overcrossing with a wide variety of geometrical sizes, and also in case of different flexural stiffness properties of the plate and reinforcing elements. Calculation of the spatial frame of bridge overcrossing is performed by precise analytical method of relocation taking into account the bend and torsion of its elements.

Keywords

Constructive Elements, Mathematical Analysis, Mobile Overcrossing, Traffic Jam.
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  • Montgomery, D. C., Introduction to Statistical Quality Control, Wiley, 2012, 7th edn, p. 768.
  • Altintas, Y., Manufacturing Automation, Metal Cutting Mechanics, Machine Tool Vibrations, and CNC Design, Cambridge University Press, 2012, col. 12, no. 6, pp. 13–14.
  • Tasci, L. and Kuloglu, N., Investigation of a new transition curve. Baltic J. Road Bridge Eng., 2011, 6(1), 23–29.
  • Ziatdinov, R., Yoshida, N. And Kim, T.-W., Analytic parametric equations of log–aesthetic curves in terms of incomplete gamma functions. Comput. Aided Geometr. Design, 2012, 29(2), 129–140.
  • Gordeev, V. N. and Perelmuter, A. V., Loads and Impacts on Buildings and Structures, ACB Pub., Moscow, 2009, p. 528.
  • Balabekova, K. G. and Kadyrov, A. S., Research work mobile overpass. In Proceedings of the International scientific-practical conference ‘Integration of science, education and production basis for the implementation of the Plan of Nation: selected papers’ (ed. Gazaliev A. M.), Karaganda, Kazakhstan, 10–11 December 2015, KSTU, pp. 241–243.
  • Hobbacher, A., Recommendations for fatigue design of welded joints and components. International Institute of Welding, NY, USA, 2009; doc.XIII-1965r14-03/XV-1127r14-03.
  • Hu, J., Duncan, J. and Marciniak, Z., Mechanics of Sheet Metal Forming, Butterworth-Heinemann, 2010, p. 211.
  • Bituminous, P. B. and Ritche. J. Appl. Chem., 1953, N3.
  • Bridge Construction Equipment, 2013, p. 488.
  • Mechanics of Sheet Metal Forming, 2010, p. 211.
  • Nikolaĭ Nikolaevich Zorev, Metal cutting mechanics, 1966, p. 526.
  • Bogdanov, B. I. and Vladimirsky, S. R., Design of bridges and pipes. In Metal Bridges, Route Pub., Moscow, 2005, p. 460.
  • Chmielewski, R. and Wolniewicz, A., Classification of the modernized DMS-65 folded bridge structure according to STANAG 2021 requirements. Roads and Bridges – Drogi i Mosty, 16, 2, 2017, pp. 147–158; doi:10.7409/rabdim.017.010.
  • Ahmadiev, S. K., Theoretical Foundations Design Mechanical Engineer, KSTU Pub., Karaganda, 2010, p. 99.
  • Kadyrov, A. S. and Kadyrova, I. A., Basics of scientific research. Karaganda, KSTU, 2015, p. 267.
  • Ganyukov, A. A. and Balabekova, K. G., Calculation of the Spatial Frame of the Modular Overpass, University Proceedings. PSU, 2016, No. 4, pp. 63–68.

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  • Calculation of Constructive Elements of Mobile Overpass

Abstract Views: 368  |  PDF Views: 105

Authors

Adil Kadyrov
Karaganda State Technical University, Mira Boulevard, 56, Karaganda, 100000, Kazakhstan
Aleksandr Ganyukov
Karaganda State Technical University, Mira Boulevard, 56, Karaganda, 100000, Kazakhstan
Marat Imanov
Karaganda State Technical University, Mira Boulevard, 56, Karaganda, 100000, Kazakhstan
Kyrmyzy Balabekova
Karaganda State Technical University, Mira Boulevard, 56, Karaganda, 100000, Kazakhstan

Abstract


In this article we discuss the construction of modular mobile overcrossing. Calculation of its constructive elements is performed and the optimum length of one module is determined. The purpose of the study is to develop a technique and calculate constructive elements of mobile bridge overcrossing in order to reduce traffic jams. Mathematical analysis, finite elements, finite differences and analytical method of displacements have been used in this study. The optimum length of each module of bridge overcrossing is received. The solution matrix of the method of finite differences allows us to calculate carriageway plate of the overcrossing with a wide variety of geometrical sizes, and also in case of different flexural stiffness properties of the plate and reinforcing elements. Calculation of the spatial frame of bridge overcrossing is performed by precise analytical method of relocation taking into account the bend and torsion of its elements.

Keywords


Constructive Elements, Mathematical Analysis, Mobile Overcrossing, Traffic Jam.

References





DOI: https://doi.org/10.18520/cs%2Fv116%2Fi9%2F1544-1550