Civil Engineering Reference
In-Depth Information
At grid line 3,
= -
506 7
.
-
446 7
.
15
7150 5
F 3
()
=-
.
lb tension
D
2
At diaph. c.l.,
020
2
+
F CL
=-
7150 5
.
-
( )
5
=-
7200 5
.
lb tension
At grid line 4,
060
2
+
F 4
=-
7200 5
.
+
(
15
)
=-
6750
lb tension
D
At grid line 5,
480
+
420
F 5
=-
6750
-
()
15
=-
13 500
,
lb tension
D
2
At grid line 6,
300
+
600
F 6
=-
13500
+
()
30
=
0
lb tension
D
2
Therefore the diagram closes to zero.
Determination of transverse strut/chord forces (see Fig. 3.39):
Forces at grid line 1, starting at line A:
V SW
=
12 000
,
lb
1
12 000
16
,
v SW
=
=
750
plf
1
v diaph
= 333 3
.
plf
v net
=- =+
750
333 3
.
416 7
.
plf
At the end of SW1,
F =
416 716
.( )
=
6667 2
.
lb
Strutforce
F =
333 320
.( )
=
6667 2
.
lb tension
The force diagram closes.
Forces along grid line 2, starting at line A: At grid line 2 (above C),
F 2
=
(
111 1859 36
.
+
.)()
=
7092
lb tension
C
At grid line 2 (above C),
F 2
=
506 714
.( )
=
7093 8
.
lb tension
C
 
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