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Sysoeva Elena Vladimirovna -
Moscow State University of Civil Engineering (National Research University) (MGSU)
Candidate of Technical Sciences, Associate Professor, Department of Buildings and Constructions Design, Moscow State University of Civil Engineering (National Research University) (MGSU), 26 Yaroslavskoe shosse, Moscow, 129337, Russian Federation;
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The article presents the four stages of creation and development of the theory of plate and shell which led to the development of a mechanism of calculation of spatial structures of large span buildings and constructions on an advanced level. Each of the stages of the unique buildings calculation method development includes a description of the main achievements in the sphere of structural mechanics, the theory of elasticity and resistance of materials which became the basis for the modern theory of calculation of plates and shells. In the first stage the fundamentals of solid mechanics were developed; this is presented in works of such outstanding scientists as G. Galilei, J.-L. Lagrange, R. Hooke, L. Euler, Kirchhoff, A. Law etc. Development of the theory of plate and shell would be impossible without these works. But absence of such construction material as reinforced concrete did not enable engineers and architects to create a thin roof. Thickness of coverings was intuitively overstated to ensure durability of buildings. The second stage is interesting by formulation of the general theory of calculation of plate and shell and by transition from the working state analysis of structures to the limit state analysis. Beginning of use of reinforced concrete resulted in decrease of a roof thickness to the diameter of its base, compared to buildings made of stone and brick. The third stage is characterized by development of computational systems for calculation of strength, stability and oscillations of core and thin-walled spatial structures based on the finite element method (FEM). During this period a design of buildings and constructions with spans over 200 m with the use of metal was begun. Currently, or during the fourth stage, structures with the use of metal and synthetic materials for spans up to 300 meters are designed. Calculations of long-span buildings and structures are performed using FEM and taking into account different types of nonlinearity. Each stage selected from the history of construction is exemplified by completed projects, hereat characteristics of roofs indicating the applied construction material are given. Transition from natural stone to concrete, metal and synthetic materials in construction of large-span buildings is illustrated in the table. At the end of each stage the scientists’ and designers’ main achievements in the sphere of science, construction and engineering education are shown.
DOI: 10.22227/1997-0935.2017.2.131-141
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Alpatov Vadim Yur’evich -
Architecture and Civil Engineering Institute (ACEI), Samara State Technical University (SSTU)
Candidate of Technical Sciences, Associate Professor, Department of Metal and Timber Structures, Architecture and Civil Engineering Institute (ACEI), Samara State Technical University (SSTU), 194 Molodogvardeyskaya str., Samara, 443001, Russian Federation.
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Zhuchenko Dmitriy Igorevich -
Architecture and Civil Engineering Institute (ACEI), Samara State Technical University (SSTU)
postgraduate student, Department of Building Structures, Architecture and Civil Engineering Institute (ACEI), Samara State Technical University (SSTU), 194 Molodogvardeyskaya str., Samara, 443001, Russian Federation;
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Lukin Aleksey Olegovich -
Architecture and Civil Engineering Institute (ACEI), Samara State Technical University (SSTU)
Assistant Lecturer, Department of Mechanics of Materials and Structural Engineering Mechanics, Architecture and Civil Engineering Institute (ACEI), Samara State Technical University (SSTU), 194 Molodogvardeyskaya str., Samara, 443001, Russian Federation.
Many elements meet in nodes of spatial lattice structures. The node of such structure works in a complicated stressed state. Experimental methods traditionally used for assessment of the stress-strain state of nodals connections, give only approximate results, and for structures with complex geometry are generally useless. It is possible to study a distribution of stresses inside the nodal connector, which is a massive body, using calculation software packages. As a result of calculation of a model of nodal connection in the CosmosWorks environment, stresses both on the connector’s surface and inside of it were obtained. The authors carried out the research of a stress-strain state of the MArchI (Moscow Institute of Architecture) system node and performed the analysis of the level of surface stresses and stresses inside the nodal connector. On the basis of the fulfilled research, conclusions on the work of the nodal connector were drawn: stresses on the connector’s surface do not generally exceed the conventional yield strength of steel; maximum values thereof are observed on the reference plane and at points of contact of a nut and the connector; distribution of material for the given geometry of connector turned out to be rational; it is possible to reduce the volume of steel for the nodal connector by way of changing its conceptual design, for example, having considered the issue of formation of the node out of a hollow shell.
DOI: 10.22227/1997-0935.2017.2.142-149
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Vershinin Vladimir Petrovich -
Moscow State University of Civil Engineering (National Research University) (MGSU)
Associate Professor, Department of Metallic Structures, Moscow State University of Civil Engineering (National Research University) (MGSU), 26 Yaroslavskoe shosse, Moscow, 129337, Russian Federation.
Procedure of calculation of temporary and residual stresses in welding of double-tee bars with elements of large thickness, i.e. at an uneven distribution of welding stresses as per a thickness of flanges, is set forth. This procedure is based on analytical solution of the temperature problem. Solution of the problem on determination of fields of temporary and residual stresses amounts to determination of temperature and stress-strain state (SSS) in the flange and in the wall as separately existing systems, and then to a solution of the problem of compatibility of deformations in the line of conjugation thereof. Factors making the most influence on the intensity of residual welding stresses (RWS) in the flanges of double-tees, are noted. The intensity of RWS is most significantly influenced by the chord thickness variation tf , strength of steel σт, and heat input of welding. The flange width variation bf influences the distribution of RWS to a lesser degree. Components of RWS have a complex pattern of distribution in the direction of thickness. Longitudinal component of RWS reaches a considerable value (yield strength of material). Value of thickness and transverse components of RWS with thickness of flanges of double-tees not more than 40 mm, and with respective minimal weld legs turns out to be insignificant. Growth of the yield strength of steel (as applied to low-carbon and low-alloy steels) leads to increase of level of RWS. Increase of thickness of the flange leads to a growth of unevenness of distribution of RWS in thickness and to increase of the thickness component of RWS. Welding heat input enhancement results in a more uniform heating of the flange in thickness and, therefore, a more uniform distribution of residual stresses in the flange thickness, hereat the stressed state in the flanges of double-tees comes close to uniaxial.
DOI: 10.22227/1997-0935.2017.2.150-156
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Seryogin Nikolay Grigor'evich -
Moscow State University of Civil Engineering (MGSU)
Candidate of Technical Sciences, Associate Professor, Department of Architectural and Construction Design, Moscow State University of Civil Engineering (MGSU), 26 Yaroslavskoe shosse, Moscow, 129337, Russian Federation.
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Giyasov Botir Iminzhonovich -
Moscow State University of Civil Engineering (National Research University) (MGSU)
Candidate of Technical Sciences, Associate Professor, Head of the Department of Architectural and Construction Design, Moscow State University of Civil Engineering (National Research University) (MGSU), 26 Yaroslavskoe shosse, Moscow, 129337, Russian Federation.
Timber and wood-based materials are widely used for production of building structures and, in particular, for production of window units. Window glued laminated lumber is made three-ply in thickness, provided that each ply is glued of separate plies (lamellae). The article presents the procedure of calculation of production of window glued laminated lumber for building structures. Results of timber volume losses calculation for each manufacturing operation are illustrated, the needed volume of converted timber for each manufacturing operation and organization of all production in general is calculated. Loading and required quantity of the process equipment is defined. Analysis of unification of optimal cross-sections of converted timber is performed, selection of the most applicable is reasoned. Example of the process diagram of workshop for production of window glued laminated lumber is presented. Two variants of manufacture of window glued laminated lumber of converted timber and roundwood are considered. Sequence of processing of timber from raw material up to the end product is shown. Results of the study are based on the long-term manufacturing experience obtained by one of the authors at woodworking enterprises of the Russian Federation. They can be useful for practical application in organizing and planning of production of window glued laminated lumber for building structures, and they may serve as a starting point for further research in a specified direction. It is concluded that this study presents the wood consumption calculation methodology related to performance of the processing equipment specifically for production of window glued laminated lumber for building structures. The work is based on lengthy research in real production conditions.
DOI: 10.22227/1997-0935.2017.2.157-164
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Kirsanov Mikhail Nikolaevich -
National Research University Moscow Power Engineering Institute (MPEI)
Doctor of Physical and Mathematical Sciences, Professor, Department of the Theoretical Mechanics and Mechatronics, National Research University Moscow Power Engineering Institute (MPEI), 14 Krasnokazarmennaya str., Moscow, 111250, Russian Federation.
Beamlike spatial two-layer symmetric truss is formed by four plane trusses connected by the long sides, and rests on four corner points. Stresses in truss components are defined in a symbolic manner by the method of joint isolation using the Maple computer algebra system. Matrix of the set of equilibrium equations is formed in a cycle according to the number of bars of the truss. For calculation of deflection the Maxwell-Mohr formula is used. The solution is framed for the case of various bar sectional areas and is generalized to an arbitrary number of panels by the method of induction. Operators for formation and solution of recurrence equations are involved for determination of general terms of sequences of coefficients. Certain limit performance and asymptotic characteristics of the structure are found. Formulas for stresses in the most compressed and stretched truss components are derived. Model of statically determinate spatial two-layer truss is proposed. Exact analytical expression for deflection of the truss under action of a concentrated force is found. The used algorithm allows to expand the solution to an action of other loads and methods of supporting. Inhomogeneous distribution of material throughout the structure bars is taken into account in the solution. It enables a designer to choose the most optimal combination of design parameters without making numerical calculations in specialized packages. The proposed two-layer trusses may find practical use in roofs of buildings and structures where a natural interior volume creates additional thermal protection, herewith providing an improvement of strength.
DOI: 10.22227/1997-0935.2017.2.165-171
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Marutyan Aleksandr Surenovich -
Institute of Service, Tourism and Design (ISTD), Branch of North Caucasus Federal University (NCFU) in Pyatigorsk
Candidate of Technical Sciences, Associate Professor, Department of Construction, Institute of Service, Tourism and Design (ISTD), Branch of North Caucasus Federal University (NCFU) in Pyatigorsk, 56 40 Let Oktyabrya prospekt, Pyatigorsk, 357500, Russian Federation.
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Orobinskaya Valeriya Nikolaevna -
Institute of Service, Tourism and Design (ISTD), Branch of North Caucasus Federal University (NCFU) in Pyatigorsk
Candidate of Technical Sciences, Leading Researcher, Department of Planning and Organization of Research Work, Institute of Service, Tourism and Design (ISTD), Branch of North Caucasus Federal University (NCFU) in Pyatigorsk, 56 40 Let Oktyabrya prospekt, Pyatigorsk, 357500, Russian Federation.
New technical solutions relating to triangular (three-chord) trusses for roofs (floors) are presented. In one of them for compressed-flexural elements of chords, Z-shaped built-up sections made of paired angle bars of assortment of structures of the TsNIISK, Moskva types are used instead of double-tee sections. In another solution, for gussetless nodal connections of rectangular tubes, the centering of these nodes on the ribbing of elements of chords with a V-shaped preparation of tip edges of elements of webs is used. For steel triangular roof trusses, optimal dimensions of their depths for which the usage of constructional material is minimal are given. These dimensions are 1/20...1/12 of the span and are obtained from the equality of masses of chord and web elements, taking into account the optimal inclination angles of braces. Acceptable convergence of the obtained results confirmed by the experience in the design of prestressed truss structures and optimization of structural designs of the TsNIISK type, taking into account new changes of boundary conditions, is shown. Sphere of effective application of the considered structures is defined. Thus, it can be concluded that the proposed technical solutions as to the triangular trusses for roofs (floors) are quite rational and promising for use in load-bearing structures of buildings and installations, and the optimization of depths of such trusses generalizes, to a certain extent, the widespread practice of calculating and designing thereof. The sphere of effective application of the considered triangular trusses can include lightweight metallic structures made of closed roll-welded sections (shaped tubes), rolled shapes and slender galvanized sections. Constituent part of this sphere can be presented by triangular (three-chord) trusses, shaping space frame systems in a form of space frames (see Fig. 1, а ) or crossed (see Fig. 5, в ) structures, and the technical and economic characteristics of these structures can be significantly improved due to rigid discs made of composite (steel reinforced concrete) slabs with permanent formwork and external reinforcement.
DOI: 10.22227/1997-0935.2017.2.172-183