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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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Version 2.3 May 2008350 kNm atsupport250 kNm at 0.2 Ø in<strong>to</strong>the support face200 kNm atsupport facecentre line <strong>of</strong> beamcolumn elementsidealized as lineelements in analysis8000.2×800Bending MomentDiagramFigure 3.5 – Reduced moment <strong>to</strong> Support Face <strong>for</strong>support providing rotational restraintIn Figure 3.5, the bending moment at support face is 200 kNm which canbe the design moment <strong>of</strong> the beam if the support face is rectangular.However, as it is smaller than 0.65×350 = 227.5 kNm. 227.5 kNmshould be used <strong>for</strong> design.If the support is circular <strong>and</strong> the moment at 0.2Ø in<strong>to</strong> the support <strong>and</strong> thebending moment at the section is 250 kNm, then 250 kNm will be thedesign moment as it is greater than 0.65×350 = 227.5 kNm.For beam (or slab) spanning continuously over a support considered notproviding rotational restraint (e.g. wall support), the <strong>Code</strong> allowsmoment reduction by support shear times one eighth <strong>of</strong> the support width<strong>to</strong> the moment obtained by analysis. Figure 3.6 indicates a numericalWorked Example 3.3.Worked Example 3.3By Figure 3.6, the design support moment at the support under0.8consideration can be reduced <strong>to</strong> 250 − 200×= 230kNm.813

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