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:
ft 6ft 12lb 1000ft 24lb 2000
0
E
MC
lb 000,10E
xx CF 0 0xC
yy CF lb 10,000 lb 1000 - lb 20000 lb 7000yC
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Joint A is subjected to only two unknown member forces. Determine these from the
joint equilibrium requirements.
534
lb 2000 ADAB FF CF
TF
AD
AB
lb 2500
lb 1500
There are now only two unknown member
forces at joint D.
DADEDADB
FF
FF
532
CF
TF
DE
DB
lb 3000
lb 2500
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lb 3750
25001000054
54
BE
BEy
F
FF
CFBE lb 3750
lb 5250
375025001500053
53
BC
BCx
F
FF
TFBC lb 5250
lb 8750
37503000053
53
EC
ECx
F
FF
CFEC lb 8750
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checks 087507000
checks 087505250
54
53
y
x
F
F
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: ( 2
.
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: FH,GH,GI
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kN 5.12
kN 200
kN 5.7
m 25kN 1m 25kN 1m 20
kN 6m 15kN 6m 10kN 6m 50
A
ALF
L
L
M
y
A
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kN 13.13
0m 33.5m 5kN 1m 10kN 7.50
0
GI
GI
H
F
F
M
TFGI kN 13.13
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kN 82.13
0m 8cos
m 5kN 1m 10kN 1m 15kN 7.5
0
07.285333.0m 15
m 8tan
FH
FH
G
F
F
M
GL
FG
CFFH kN 82.13
kN 371.1
0m 10cosm 5kN 1m 10kN 1
0
15.439375.0m 8
m 5tan
32
GH
GH
L
F
F
M
HI
GI
CFGH kN 371.1
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. 3 . .
= 0 = F
. 2 3 . .
= 0
( 180 ) 2 .
= 0
0
= 0
0
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100N
7
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Pb
aQbQaPM A 0
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4-2
. 15 :
:
( ) ( = ( + ) )-( 2 )( ) ( = ( + ) )-( 2 )
.
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5-2
: CD -1
1)p65
2 )p65
3 )p56
4 )p65
83
= 0 , 4 = 0
sin =9
15=3
5 = 8 sin =
24
5
24
5 4 = 0 =
5
6
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-2
1)CD
2 )BH
3 )HG
4 )BG
89
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: B -3
(1N400
(2N480/7
(3N333/3
(4N427/2
85
tan =8
6=4
3, sin =
4
5, cos =
3
5, =
1
2 = 4
= 0 ( sin ) 4 50 4 4 = 0 = 250
= 0 , 4 50 4 8 = 0 = 400
= 0 , 250 cos = 0 = 250 3
5= 150 = 4002 + 1502 = 427/2
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http://faradars.org/fvmec94053