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Non-linear physical relations for reinforced concrete elements under long-term loading

Wybrane pełne teksty z tego czasopisma
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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
The paper presents a method for modelling material non-linearity for use in the analysis of load-carrying capacity and deformations of reinforced concrete beams, columns and membrane-bending plates subjected to long-term loads. Physical relationships expressing relations between internal forces and stresses, strains and stiffness are derived on the basis of the fracture and creep theories for concrete and using non-linear stress-strain diagrams modified for time effects. A specific implementation technique of a genetic algorithm is developed to find multiple solutions to non-smooth problems under consideration. The computation technique proposed is found to be effective in numerical examples, and an adequate accuracy of the analysis is verified by comparison with experimental data.
Rocznik
Strony
5--20
Opis fizyczny
Bibliogr. 30 poz., rys., wykr.
Twórcy
  • Vilnius Gediminas Technical University Sauletekio al. 11, 2040 Vilnius, LITHUANIA
autor
  • Belarusian Research Institute for Construction (BelNIIS) Staroborisovsky trakt 15, 220114 Minsk, BELARUS
Bibliografia
  • [1] Aleksandrovskiy S.V. (1973): Alternation of Temperature and Moisture including Creep in Analysis of Plain Concrete and Reinforced Concrete Structures. - Moscow: Stroyizdat (in Russian).
  • [2] Alyavdin P.V. and Simbirkin V.N. (2001): Non-smooth problem solution of analysis of RC elements. - Construction, No.l, pp.11-21 (in Russian).
  • [3] Bacinskas D., Kaklauskas G. and Vainiunas P. (2001): long-term deflections of reinforced concrete beams. – In: CD-ROM Proceedings of the 7th International Conference “Modern Building Materials, Structures and Techniques”, May 16-18, Vilnius, Lithuania, Vilnius: Technika.
  • [4] Balevićius R. (2002): On calculation of long-term strength of concrete in compression. - In: Proceedings of the Conference "Structures of Buildings", Vilnius: Technika (in Lithuanian).
  • [5] Balevićius R. and Dulinskas E. (2001): Evaluation of creep deformation in analysis of long-term deflections of uncracked reinforced concrete members. - In: CD-ROM Proceedings of the 7th International Conference "Modem Building Materials, Structures and Techniques", May 16-18, Vilnius, Lithuania, Vilnius: Technika.
  • [6] Balevićius R. and Simbirkin V. (2002): Calculation of long-term capacity of reinforced concrete line members. - In: Proceedings of the Conference "Concrete and Reinforced Concrete", Kaunas: Technologija (in Russian).
  • [7] Barpi F. and Valente S. (2003): Creep and Fracture in concrete: a Fractional order rate approach. - Engineering Fracture Mechanics, No.70, pp.611-623.
  • [8] Batistchev D.I. and Isaev S.A. (1997): Optimization of Multiextremal Functions Using Genetic Algorithms. - In: High Technologies in Engineering, Medicine and Education, Voronezh: VGTU (in Russian).
  • [9] Bondarenko V.M. and Bondarenko S.V. (1982): Engineering Methods of Nonlinear Reinforced Concrete Mechanies. - Moscow: Stroyizdat (in Russian).
  • [10] Diener J. (1998): Beitrag zur physikalisch und geometrisch nichtlinearen Berechnung longzeitbelasteter Bauteile aus Stahlbeton und Spannbeton unter besanderer Berucksichtingung des nichtlinearen Kriechens und der Rifsbildung, - Dissertation zur Erlangung des akademischen Grades Doktor-Ingenieur, Weimar: Bauhaus-Universitat (in German).
  • [11] Haupt R.L. and Haupt S.E. (1998): Practical Genetic Algorithms. - New York: A Wiley-Interscience Publication.
  • [12] Iravani S. and MacGregor J.G. (1998): Sustained load strength and short-term strain behaviour of high-strength concrete. - ACI Materials Journal, NO.5, pp.636-647.
  • [13] Jaccoud J.P. and Favre R. (1982): Fleche des structures en beton arme. Verification experimentale d'une methode de calcul. - Annales de l'Institut Technique du Batement et des Travaux Publics, 406, Beton 208, Paris (in French).
  • [14] Karihaloo B.L. (1995): Fracture Mechanics and Structural Concrete. - London: Longman.
  • [15] Karpenko N.I. (1996): General Models of Reinforced Concrete Mechanies. - Moscow: Stroyizdat (in Russian).
  • [16] Lan S. and Guo Z. (1999): Biaxial compression behavior of concrete under repeated loading. - ASCE Journal of Materials in Civil Engineering, vol.11, NO.2, pp.105-115.
  • [17] Mazzotti C. and Savoia M. (2001): An incremental non linear creep damage model for concrete in compression. - In: CD-ROM Proceedings of the European Conference on Computational Mechanics ECMM-2001, June 26-29, 2001, Cracow, Poland.
  • [18] Nazarenko V.G. and Borovskikh A.V. (1999): Stress-strain diagrams of concretes taking into account descending branch. - Concrete and Reinforced Concrete, No.2, pp.18-22 (in Russian).
  • [19] NIIZHB (1988): Recommendations for Evaluation of Concrete Creep and Shrinkage in Analysis of Concrete and Reinforced Concrete Structures. - Moscow: Gosstroi SSSR (in Russian).
  • [20] Polovets V.I. (1975): Analysis of Load-Carrying Capacity of Plain Reinforced Concrete Beams Subjected to Long- Term Loads. - PhD Thesis. Odessa: OIS1 (in Russian).
  • [21] prEN 1992-1 (2001): EuroCode 2: Design of Concrete Structures. - Brussels: European Committee for Standardization.
  • [22] Prokopovich LE and Zedgenidze V.A. (1980): Applied Theory of Creep. - Moscow: Stroyizdat (in Russian).
  • [23] Rodriguez-Gutierrez J.A. and Aristizabal-Ochoa J.D. (2001): M-P diagrams for reinforced, partially and fully prestressed concrete sections under biaxial bending and axial load. - ASCE Journal of Structural Engineering, vo1.l27, NO.7, pp.763-773.
  • [24] Saad E.M. (1988): Nonlinear analysis of reinforced and prestressed concrete members. - PCI Journal, vo1.31, NO.5, pp.127-147.
  • [25] Smadi M.M., Slate F.O. and Nilson A.H. (1985): High-, medium-, and low-strength concretes subjected to sustained overloads-strains, strengths and failure mechanisms. - ACI Journal, No.5, pp.657-664.
  • [26] Winnicki A. and Pietruszczak S. (2003): A material model of reinforced concrete accounting for creep and relaxation phenomena. - In: CD-ROM Proceedings of the International Conference CMM-2003, June 3-6, 2003, Gliwice, Poland.
  • [27] Wu Y. and Luna R. (2001): Numerical implementation of temperature and creep in mass concrete. - Finite Elements in Analysis and Design, vo1.37, pp.97-106.
  • [28] Yashin A.V. (1969): Deformations of concrete under high long-term stresses and its long-term compressive strength.- n: Features of Concrete and Reinforced Concrete Deformations and Application of PC for Evaluation of Their Effects on Structural Behaviour. - Moscow: Stroyizdat (in Russian).
  • [29] Zaitsev Yu.V. (1982): Modelling of Deformation and Strength of Concrete Using Fracture Mechanics Methods. - Moscow: Stroyizdat (in Russian).
  • [30] Zedgenidze V.A., Oplachko V.M. and Polovets V.1. (1973): On load-carrying capacity of reinforced concrete members subjected to long-term loads. - Buildings Structures, No.21, pp.47-52 (in Russian).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPZ2-0013-0039
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