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Mathcad - Beam Capacity with A prime s_Rev03
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Mathcad - Beam Capacity with A prime s_Rev03
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Author:
Travis C. Smith, P.E.
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JOB # Customer: Subject: Engineer: Date: 1/17/2012 Page 1
SHEET NO._________ OF _________
Concrete Beam Capacity f'c := 5⋅ksi
cover := 4⋅ in
h := 24⋅ in
f y := 60⋅ ksi
db := 0.75⋅ in
β1 := if f'c ≤ 4⋅ ksi , 0.85 , if f'c ≥ 8 ⋅ksi , 0.65 , 0.85 − β1 = 0.8
ϕ := 0.9
d := h − cover −
db 2
ksi
⋅ 0.05
b := 18in
= 19.625⋅ in
2
( f'c − 4⋅ksi)
d' := cover +
db 2
= 4.375⋅ in
2
A's := 0.60⋅ in ⋅ 3
A's = 1.8⋅ in
2
2
As := 0.60⋅ in ⋅ 3
As = 1.8⋅ in
Concrete Beam Capacity per ACI 318 a :=
As⋅ f y
a = 1.41 1.412 2⋅ in
0.85⋅ f'c⋅ b
ϕMn := ϕ⋅ As⋅ f y⋅ d −
a
ϕMn = 153.245⋅ ft⋅ k
2
Concrete Beam Capacity per ACI 318 including A's SEED VALUES VALUES FOR SOLVE SOLVE BLOCK C := 1 Given 0.85⋅ f'c⋅ β1 ⋅ b ⋅ C
2
87⋅ ksi
+
ksi⋅ in
Find C
k
s
⋅ A' ⋅ C −
d' in
−
0.85⋅ f'c⋅ ( A's⋅ C) k
As⋅ f y
−
2
⋅C
=0
ksi⋅ in
ANS := Find( C) C := ANS
C = 3.028
Cc := 0.85⋅ f'c⋅ β1 ⋅ C⋅ b ⋅ in
Cs :=
Cc = 185.313⋅ k
87⋅ksi⋅ C − d' in A's⋅ C
T := As⋅ f y
− 0.85⋅ f'
Concrete Shear Capacity per ACI 318 Cs = −77.313⋅ k
c
ϕv := 0.75
T = 108⋅ k a := β1 ⋅ C
Cs + Cc = 108⋅ k
ϕMn := ϕ⋅ Cc⋅ d −
a⋅ in 2
Beam Capacity with A prime s_Rev03.xmcd
a = 2.422
+ C ⋅ ( d − C⋅ in)
s
ϕMn = 159.687⋅ ft⋅ k
Vc := 2 ⋅
f'c psi
⋅ b ⋅ d ⋅ psi = 49.957⋅ k
ϕv⋅ Vc = 37.468⋅ k
JOB # Customer: Subject: Engineer: Date: 1/17/2012 Page 2
Beam Capacity with A prime s_Rev03.xmcd
SHEET NO._________ OF _________
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