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Structural Concrete - Hassoun

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2.4 Tensile Strength of <strong>Concrete</strong> 19<br />

Figure 2.2<br />

Typical stress–strain curves of concrete.<br />

Figure 2.2 shows typical stress–strain curves for concretes of different strengths. All curves<br />

consist of an initial relatively straight elastic portion, reaching maximum stress at a strain of about<br />

0.002; then rupture occurs at a strain of about 0.003. <strong>Concrete</strong> having a compressive strength<br />

between 3000 and 6000 psi (21 and 42 N/mm 2 ) may be adopted. High-strength concrete with a<br />

compressive strength greater than 6000 psi (6000 to 15,000 psi) is becoming an important building<br />

material for the design of concrete structures.<br />

2.4 TENSILE STRENGTH OF CONCRETE<br />

<strong>Concrete</strong> is a brittle material, and it cannot resist the high tensile stresses that are important when<br />

considering cracking, shear, and torsional problems. The low tensile capacity can be attributed to<br />

the high stress concentrations in concrete under load, so that a very high stress is reached in some<br />

portions of the specimen, causing microscopic cracks, while the other parts of the specimen are<br />

subjected to low stress.<br />

Direct tension tests are not reliable for predicting the tensile strength of concrete, due to<br />

minor misalignment and stress concentrations in the gripping devices. An indirect tension test in

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