Literatūra

• ACI 209R-92, , 1992. "American Concrete Institute Committee 209. Prediction of creep". In: shrinkage and temperature effects in concrete structures. Detroit: ACI, Farmington Hills; 1992. p. 300.
   Google Scholar
• ACI 435R-95, , 2003. "American Concrete Institute Committee 435. Details of the section curvature method for calculating deflections. Appendix B". In: Control of deflection in concrete structures. Detroit: ACI, Farmington Hills; 2003. p. 250.
   Google Scholar
• Balevičius, R., 2009. "An average stress strain approach to creep analysis of RC uncracked elements". In: Mechanics of Time-dependent Materials. 2009. DOI: 10.1007/s11043-009-9093-x(in press)
   Google Scholar
• Bazant, Z. P., and Najjar, L. J., 1973. Comparison of approximate linear methods for concrete creep, Journal of the Structural Division 99 (ST 9) (1973), pp. 1851–1874.
   Google Scholar
• Bazant, Z. P., 1972. Prediction of concrete creep effects using age-adjusted effective modulus method, ACI Journal 69 (1972), pp. 212–217.
   Google Scholar
• EN 1992-1-1:2004, , 2004. "Part 1-1. European Committee for Standardization". In: Eurocode 2: Design of concrete structures. General rules and rules for buildings. CEN, Brussels. 2004. p. 200.
   Google Scholar
• Ghali, A., Favre, R., and Elbadry, M., 2002. Concrete Structures: Stresses and Deformations. London: Spon Press; 2002. p. 584.
   Google Scholar
• Lacidogna, G., and Tarantino, M., 1996. Approximate expressions for the ageing coefficient and the relaxation function in the viscoelastic analysis of concrete structures, Materials and Structures 29 (1996), pp. 131–140. DOI: 10.1007/BF02486158
   Web of Science ®Google Scholar
• Marčiukaitis, G., 1998a. Statybinių kompozitų kūrimo ir savybių prognozavimo principai [Priciples of creation and prognosis of the properties of building composites]. Vilnius: Technika; 1998a. p. 133.
   Google Scholar
• Marčiukaitis, G., 1998b. Sluoksniuotojų statybinių kompozitų valkšnumo parametrų nustatymas [Determination of creep parameters in layers of building composites], Civil Engineering and Manegement (Statyba) 4 (2) (1998b), pp. 101–108.
   Google Scholar
• Marčiukaitis, G., 2001. Susitraukimo deformacijų įtaka kompleksinių mūro elementų įtempių ir deformacijų būviui [Shrinkage influence on stress-starin state of composite masonry members], Journal of Civil Engineering and Manegement [Statyba] 7 (3) (2001), pp. 177–183.
   Google Scholar
• Trost, H., 1967. Auswirkungen des Superpositionsprinzips auf Kriech- und Relaxationsprobleme bei Beton und Spannbeton, Beton- und Stahlbetonbau 62 (10) (1967), pp. 230–238.
   Google Scholar
• Zabulionis, D., Balevičius, R., and Dulinskas, E., 2006. Model for time-dependent stress and strain analysis of layered composite Element, Solid State Phenomena 113 (2006), pp. 571–576, www.scientific.net/SSP.113.571. DOI: 10.4028/SSP.113.571
   Google Scholar
• Zabulionis, D., and Gailius, A., 2007. Numerical modelling of creep functions of laminated composites, Mechanika 65 (3) (2007), pp. 5–11.
   Google Scholar
• Александровский, С. В., 1973. Расчет бетонных и железо- бетонных конструкций на изменения температуры и влажности с учетом ползучести [Aleksandrovskij, S. V. Analysis of Plain and Reinforced Concrete Structures for Temperature and Moisture Effects with Account of Creep]. Москва: Стройиздат. 1973. p. 432.
   Google Scholar
• Марчюкайтис, Г., and Дулинскас, Е., 1974. Напряженно-деформи- рованное состояние преднапряженных железобетонных конструкций при теплообработке [Marčiukaitis, G.; Dulinskas, E. Stress Strain State of Prestressed Concrete Structures under the Heat Curing]. Вильнюс: Мокслас. 1974. p. 122.
   Google Scholar
• Прокопович, И. Е., and Зедгенидзе, В. А., 1980. Прикладная теория ползучести [Prokopovich, I. E.; Zedgenidze, V. A. Applied Theory of Creep]. Москва: Стройиздат. 1980. p. 240.
   Google Scholar