Stress Distribution along the Crack in Cracked Fiberconcrete Beam Subjected to Bending
            
            Riga Technical University 53rd International Scientic Conference: Dedicated to the 150th Anniversary and the 1st Congress of World Engineers and Riga Polytechnical Institute / RTU Alumni: Digest
            2012
            
        
                Andrejs Krasņikovs,
        
                Artūrs Mačanovskis,
        
                Vitālijs Lūsis,
        
                Edgars Mačanovskis
        
    
            
            
            Usually fibers are homogeneously distributed in concrete
body having arbitrary spatial orientations [1, 2]. Macro crack
propagation in mechanically loaded steel fiber reinforced
concrete is characterized by fibers bridging the crack,
providing resistance to its opening. Suppose about
homogeneous distribution of spatially arbitrary oriented fibers
in a volume is leading to homogeneous spatially arbitrary
distributed fibers orientation on the surface of the crack. At the
same time is obvious, when macro crack is cutting bended
beam orthogonal crossection, fibers located close to a neutral
axis are loaded very weak or not loaded at all (stretching stress
is equal to zero on the neutral axis and is maximal on the outer
surface of the beam).
            
            
            
                Atslēgas vārdi
                steel fiber, concrete, beam, neutral axis
            
            
            
                Hipersaite
                http://alephfiles.rtu.lv/TUA01/000036125_e.pdf#page=380
            
            
            Krasņikovs, A., Mačanovskis, A., Lūsis, V., Mačanovskis, E. Stress Distribution along the Crack in Cracked Fiberconcrete Beam Subjected to Bending. No: Riga Technical University 53rd International Scientic Conference: Dedicated to the 150th Anniversary and the 1st Congress of World Engineers and Riga Polytechnical Institute / RTU Alumni: Digest, Latvija, Riga, 11.-12. oktobris, 2012. Riga: RTU, 2012, 380.-380.lpp. ISBN 978-9934-10-360-5.
            
                Publikācijas valoda
                English (en)