1) For the beams in HW #1 shown below, assume 1.5 inch clear cover to a #3 stirrup: a. Determine if the bar spacing meets crack width control requirements if it is assumed that fs = 2/3f, = 40000 psi. b. Using the information given, find that actual stress in the steel and recalculate the bar spacing: i. Beam a: c = 4.29 in, n = 7.2, lcr = 1522 in² and M = 40 k-ft

Steel Design (Activate Learning with these NEW titles from Engineering!)
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Chapter1: Introduction
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Problem 1.5.3P: A tensile test was performed on a metal specimen having a circular cross section with a diameter 0....
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1) For the beams in HW #1 shown below, assume 1.5 inch clear cover to a #3 stirrup:
a. Determine if the bar spacing meets crack width control requirements if it is assumed
that f: = 2/3f, = 40000 psi.
b. Using the information given, find that actual stress in the steel and recalculate the bar
spacing:
i. Beam a: c = 4.29 in, n = 7.2, ler = 1522 in* and M = 40 k-ft
ii. Beam b: c = 4.17 in, n = 8.0, l, = 877 in“ and M = 40 k-ft
iii. Beam c: c =6.10 in, n = 6.6, Igr = 16152 in and M = 450 k-ft
%3D
%3D
10 in
8 in
40 in
5 in
18 in
20 in
14 in
24 in
16 in
23 in
3 #5
2 #6
4 #11
fe' = 5000 psi
f = 4000 psi
16 in
(a)
(b)
fe = 6000 psi
(c)
Transcribed Image Text:1) For the beams in HW #1 shown below, assume 1.5 inch clear cover to a #3 stirrup: a. Determine if the bar spacing meets crack width control requirements if it is assumed that f: = 2/3f, = 40000 psi. b. Using the information given, find that actual stress in the steel and recalculate the bar spacing: i. Beam a: c = 4.29 in, n = 7.2, ler = 1522 in* and M = 40 k-ft ii. Beam b: c = 4.17 in, n = 8.0, l, = 877 in“ and M = 40 k-ft iii. Beam c: c =6.10 in, n = 6.6, Igr = 16152 in and M = 450 k-ft %3D %3D 10 in 8 in 40 in 5 in 18 in 20 in 14 in 24 in 16 in 23 in 3 #5 2 #6 4 #11 fe' = 5000 psi f = 4000 psi 16 in (a) (b) fe = 6000 psi (c)
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