Civil Engineering Reference
In-Depth Information
In-Plane Bending for 3 Bracing
Chord crown SCF: Equation (3.121)
Brace crown SCF: Equation (3.123)
B
C
A
Unbalanced Out-of-Plane Bending for 3 Bracing
Chord saddle SCF adjacent to diagonal brace A:
0 : 5 exp ð−
SCF
= ½ Equation ð 3
:
124 Þ A ½ 1
0
:
08 ðβ B γ Þ
0
:
8x AB Þ
0
:
5 exp ð−
½ 1
0
:
08 ðβ C γ Þ
0
:
8x AC Þ + ½ Equation ð 3
:
124 Þ B
0 : 5 exp ð−
0 : 5 exp ð−
(3.140)
½ 1
:
08 ðβ A γ Þ
:
8x AB Þ½ 2
:
05 ðβ max Þ
:
3x AB Þ
0
0
1
0 : 5 exp ð−
+ ½ Equation ð 3
:
124 Þ C ½ 1
0
:
08 ðβ A γ Þ
0
:
8x AC Þ
0 : 5 exp ð−
½ 2
:
05 ðβ max Þ
1
:
3x AC Þ
where
+ ζ AB sin
θ A
x AB =
1
(3.141)
β A
ðζ AB + ζ BC + β B Þ sin
θ A
x AC =
1
+
(3.142)
β A
Chord saddle SCF adjacent to central brace A:
0 : 5 exp ð −
SCF
= ½ Equation ð 3
:
124 Þ B ½ 1
0
:
08 ðβ A γ Þ
0
:
8x AB Þ m
0
:
5 exp ð −
½ 1
0
:
08 ðβ
C γ Þ
0
:
8x BC Þ m
+ ½ Equation ð 3
:
124 Þ A
0 : 5 exp ð −
0 : 5 exp ð−
½ 1
0
:
08 ðβ B γ Þ
0
:
8x AB Þ ½ 2
:
05 ðβ max Þ
1
:
3x AB Þ
½ 1 0 : 08 ðβ B γ Þ 0 : 5 exp ð− 0 : 8x BC Þ
+ ½ Equation ð 3
:
124 Þ C
0 : 5 exp ð−
½ 2
:
05 ðβ max Þ
1
:
3x BC Þ
ð 3
:
143 Þ
where
2
m = ðβ A /
β B Þ
+ ζ AB sin
θ A
+ ζ BC sin
θ B
x AB =
1
and x BC =
1
β B
β B
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