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Manual for Design and Detailings of Reinforced Concrete to Code of ...

Manual for Design and Detailings of Reinforced Concrete to Code of ...

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diameter <strong>of</strong> bars as will be illustrated in the Worked Example 3.14.Version 2.3 May 2008shear rupturespiral face45 oy 10 .5Asv0.87 f y0 .5Asv0.87 f yMoment provided by thisstirrup in region X is0.5Asv0.87 f y y1. Totalnos. <strong>of</strong> stirrup within X isx 1 / s v . So <strong>to</strong>tal momentis 0.5A sv0.87f y y1x1/ svx1Ty145 o 1y 1xRegion YRegion X0.5Asv0.87 f yx 10 .5Asv0.87 f yMoment provided by thisstirrup in region Y is0.5Asv0.87 f yx1. Totalnos. <strong>of</strong> stirrup within Y isy 1 / s v . So <strong>to</strong>tal momentis 0.5A sv0.87f yx1y1/ svFigure 3.31 – Derivation <strong>of</strong> Formulae <strong>for</strong> <strong>to</strong>rsional rein<strong>for</strong>cements3.9.5 Worked Example 3.14 – <strong>Design</strong> <strong>for</strong> T-beam against <strong>to</strong>rsionA <strong>to</strong>tal <strong>to</strong>rsion <strong>of</strong> T = 200 kNm on a T-section as shown in Figure 3.32 withan average vertical shear stress on the web <strong>of</strong> 0.82 N/mm 2 . The section is alsounder bending requiring flexural steel area <strong>of</strong> 2865 mm 2 at bot<strong>to</strong>m. <strong>Concrete</strong>grade is 35.15004001000450Option AOption BFigure 3.32 – Section <strong>of</strong> a T section resisting <strong>to</strong>rsion <strong>for</strong> Worked Example 3.14100As2865×100For vertical shear, taking = = 0. 477b d 450×1334v45

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