lachummers
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I have been mulling over this problem solution for a while and cannot sort it.
Problem statement:
"A retaining wall is constructed by pouring concrete between temporary wood forms. The concrete is at 70EF, has a setting time of 11/2 hr, and is placed at a rate of 2ft per hr. The wall sheathing is constucted of 1-in x 6-in (nominal) boards, wales, and studs. 1/2 in diameter threaded-steel (yield strength=36 kips/in2) tie rods are used to connect the wales between the two walls. The wales are spaced 2.5 ft apart vertically. The following characteristics can be used for all lumber:
E=1.6x10EE6 lb/in2
Fb=1700lbf/in2
Fv=100lbf/in2
Fc=1200lbf/in2
If studs are spaced every 2 ft, the tie capacity in lbf is most nearly? (Note the units, lbf)
The solution says to assume that the allowable tensile stress in the ties is 0.6Fy
therefore Tie capacity=0.6FyA(tie)
The answer is 4000.
But the only way I get this is by calculating 0.6*32000*pi*(1/4)(1/4). This doesn't account for any of the spacing and furthermore is a number with lb as units, not lbf!
Can anyone explain this one to me?
thanks,
Laura
Problem statement:
"A retaining wall is constructed by pouring concrete between temporary wood forms. The concrete is at 70EF, has a setting time of 11/2 hr, and is placed at a rate of 2ft per hr. The wall sheathing is constucted of 1-in x 6-in (nominal) boards, wales, and studs. 1/2 in diameter threaded-steel (yield strength=36 kips/in2) tie rods are used to connect the wales between the two walls. The wales are spaced 2.5 ft apart vertically. The following characteristics can be used for all lumber:
E=1.6x10EE6 lb/in2
Fb=1700lbf/in2
Fv=100lbf/in2
Fc=1200lbf/in2
If studs are spaced every 2 ft, the tie capacity in lbf is most nearly? (Note the units, lbf)
The solution says to assume that the allowable tensile stress in the ties is 0.6Fy
therefore Tie capacity=0.6FyA(tie)
The answer is 4000.
But the only way I get this is by calculating 0.6*32000*pi*(1/4)(1/4). This doesn't account for any of the spacing and furthermore is a number with lb as units, not lbf!
Can anyone explain this one to me?
thanks,
Laura