Civil Engineering Reference
In-Depth Information
Point A:
(
)
2
ρ= ×π
840.77
12
=
0.0259
s
×
12
b
h
h
b
(
)
2
(
)
2
hr
2
br
2
+
c
c
2
×−×
×
[2
(1220.64)]
3
1
−ρ
1
0.0259
s
A
A
3
1
A
144
g
e
c
=
=
−ρ
10.0259
s
=
0.454
2
A
A
b
h
e
c
κ=
=
0.454
a
0.5
A
A
h
b
e
κ=
=
0.454
b
c
According to Equation (7.6):
f cc
=
6.19
+ ×× ×
0.95
3.30.454
0.902
=
7.47 ksi
0.45
0.586 0.0228
0.002
×
ε= ×+×
0.002
1.5120.454
×
0.146
×
=
0.00674
ccu
Following Equation (7.2) with and without ϕ factors:
× ××−× π ×
+ ×× π ×
2
2
P n
=
0.85
7.47
(12128 4
0.77 )
67.43
8
0.77
=
1141.87 kips
4
φ= ×× =
P n
0.65
0.8
1141.87
593.77 kips
Point B:
2
nt E
D
2
40.05
2864.33
0.004
ε
= ×× ×
×
fffe
f
=
=
0.270 ksi
fl
12
2
12
2
+
This f fl will not be used to determine whether the stress-strain curve is
ascending or descending since it is computed for eccentric points.
f cc
=
6.19
+ ×× ×
0.95
3.30.454
0.270
=
6.574 ksi
E
=
4484.56 ksi,
E
=
105.323 ksi,
ε=
0.002827
c
2
t
0.45
0.27
6.19
0.004
0.002
ε= ×+×
0.002
1.5120.454
×
×
=
0.003649
ccu
P
=
709.18 kips,
M
=
127.90 kip-ft
nB
,
nB
,
Point C:
P
=
353.5kips,
M
=
169.8kip-ft
nC
,
nC
,
Point D:
=
P
0kips,
M
=
97.37 kip-ft
nD
,
nD
,
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