tesi A. Caggiano.pdf - EleA@UniSA - Università degli Studi di Salerno

BibliographyI. Singh, B. Mishra, and M. Pant. An enrichment based new criterion for the simulationof multiple interacting cracks using element free Galerkin method. Int. J. of Fracture,167:157–171, 2011.S. Singh, A. Shukla, and R. Brown. Pullout behavior of polypropylene fibers fromcementitious matrix. Cement and Concrete Research, 34(10):1919 – 1925, 2004.L. Sorelli, A. Meda, and G. Plizzari. Bending and uni-axial tensile tests on concretereinforced with hybrid steel fibers. ASCE - J. of Materials in Civil Engrg., 17(5):519 –527, 2005.P. Soroushian and C. Lee. Distribution and orientation of fibers in steel fiber reinforcedconcrete. ACI - Materials J, 87(5):433–439, 1990.P. Soroushian, K. Obaseki, and M. Rojas. Bearing strength and stiffness of concreteunder reinforcing bars. ACI Materials J., 84(3):179–184, 1987.Stalfiberbetong. Rekommendationer for konstruction, utforande och provning Betongrapportn.4. Svenska Betongforeningen, Betongrapport, 1995.H. Stang and J. Olesen. On the interpretation of bending tests on FRC materials. InN. Bicanic, R. de Borst, H. Mang, and G. Meschke, editors, Third Int. Conference onFracture Mechanics of Concrete and Concrete Structures (FRAMCOS-3), Gifu, Japan,pages 511–520, 1998.H. Stang, Z. Li, and S. Shah. Pullout problem: stress versus fracture mechanical approach.J. of Engrg. Mechanics - ASCE, 116(10):2136–2150, 1990.T. Stankowski, K. Runesson, and S. Sture. Fracture and slip of interfaces in cementitiouscomposites. I: Characteristics, II: Implementation. ASCE - J. Engrg. Mech., 119(2):292–327, 1993.P. Stroeven. Local strength reduction at boundaries due to nonuniformity of steel fibredistribution. In: Proceedings of the international conference "Specialist Techniquesand Materials for Concrete Construction", Dundee (UK), 8–10 September 1999, p.377–87, 1999.H. Tlemat, K. Pilakoutas, and K. Neocleous. Stress-strain characteristic of SFRC usingrecycled fibres. Materials and Structures, 39:365–377, 2006.C. Trusdell and R. Toupin. The classical field theories,, volume III/I. Handbuch derPhysik, Springer-Verlag, Berlin, 1960.196