4.1. A beam is to be designed for loads causing a maximum factored shear of 60.0 kips, using concrete with f = 5000 psi. Proceeding on the basis that the concrete dimensions will be determined by diagonal tension, select the appro- priate width and effective depth (a) for a beam in which no web reinforcement is to be used, (b) for a beam in which only the minimum web reinforcement is provided, as given by Eq. (4.13), and (c) for a beam in which web reinforce- ment provides shear strength V, = 2V. Follow the ACI Code requirements, and let d = 2b in each case. Calculations may be based on the more approxi- mate value of V. given by Eq. (4.12b).

Structural Analysis
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ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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4.1. A beam is to be designed for loads causing a maximum factored shear of
60.0 kips, using concrete with f = 5000 psi. Proceeding on the basis that the
concrete dimensions will be determined by diagonal tension, select the appro-
priate width and effective depth (a) for a beam in which no web reinforcement
is to be used, (b) for a beam in which only the minimum web reinforcement is
provided, as given by Eq. (4.13), and (c) for a beam in which web reinforce-
ment provides shear strength V, = 2v. Follow the ACI Code requirements,
and let d = 2b in each case. Calculations may be based on the more approxi-
mate value of V. given by Eq. (4.12b).
Transcribed Image Text:4.1. A beam is to be designed for loads causing a maximum factored shear of 60.0 kips, using concrete with f = 5000 psi. Proceeding on the basis that the concrete dimensions will be determined by diagonal tension, select the appro- priate width and effective depth (a) for a beam in which no web reinforcement is to be used, (b) for a beam in which only the minimum web reinforcement is provided, as given by Eq. (4.13), and (c) for a beam in which web reinforce- ment provides shear strength V, = 2v. Follow the ACI Code requirements, and let d = 2b in each case. Calculations may be based on the more approxi- mate value of V. given by Eq. (4.12b).
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