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compatibility of ultra high performance concrete as repair material

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such test configuration, this upper bound is represented by point u b1 in Figure 2.8.Another way to explain it, if the bond failure envelope intercepts with the τ/σ ratiostraight line outside the Mohr’s circle in compression, the bond strength cannot bedetermined due to the fact that the failure will occur in the <strong>material</strong> instead <strong>of</strong> the bondinterface. The same concept can be applied to the Mohr’s circle in direct tension or pureshear, represented by points u b2 and u b3 .Morh’s circles from: 1 compressive strength, 2 direct tensile test, 3 pure shear. Bond/<strong>material</strong> failurecriterion (ub1, ub2, ub3, upper bounds for failure at the joint plane). Bond failure envelope (*) can bedefined while Bond failure envelope (**) cannot be defined due to its strength its greater than that <strong>of</strong> the<strong>material</strong>.Figure 2.8 Upper bounds to determine the bond failure envelope. Modified from Robins and Austin (1995)Robins and Austin (1995), and Austin et al. (1999) carried out the slant-shear test withthree different interface angles, the direct tension test (pull-<strong>of</strong>f), patch test and the tensileshear test in order to accurately understand the bond strength <strong>of</strong> cementitious <strong>material</strong>s.The authors stated that the Mohr criterion in its b<strong>as</strong>ic shear-compression relationship witha tensile cut-<strong>of</strong>f overestimates the shear strength area <strong>as</strong> it w<strong>as</strong> demonstrated in the study<strong>of</strong> rock mechanics and the better fits to the experimental data achieved from the different32

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