An RCC beam of rectangular cross-section has factored shear of 200 kN at its critical section. Its width b is 250 mm and effective depth d is 350 mm. Assume design shear strength Tc of concrete as 0.62 N/mm2 and maximum allowable shear stress To.max in concrete as 2.8 N/mm2. If two legged 10 mm diameter vertical stirrups of Fe250 grade steel are used, then the required spacing (in cm, up to one decimal place) as per limit state method will be

Structural Analysis
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Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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An RCC beam of rectangular cross-section has
factored shear of 200 kN at its critical section.
Its width b is 250 mm and effective depth d is
350 mm. Assume design shear strength Tc of
concrete as 0.62 N/mm2 and maximum
allowable shear stress To.max in concrete as
2.8 N/mm2. If two legged 10 mm diameter
vertical stirrups of Fe250 grade steel are used,
then the required spacing (in cm, up to one
decimal place) as per limit state method will
be
Transcribed Image Text:An RCC beam of rectangular cross-section has factored shear of 200 kN at its critical section. Its width b is 250 mm and effective depth d is 350 mm. Assume design shear strength Tc of concrete as 0.62 N/mm2 and maximum allowable shear stress To.max in concrete as 2.8 N/mm2. If two legged 10 mm diameter vertical stirrups of Fe250 grade steel are used, then the required spacing (in cm, up to one decimal place) as per limit state method will be
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