COSMOS: Complete Online Solutions Manual Organization System
Chapter 9, Solution 63.
x dV
x = ∫ EL
∫ dV
Have
dV = ydA
where
and
xEL = x
60
1
x= x
300
5
Now
y =
Then
1
x =
1
∫ 5 x dA
∫ x 5 x dA
=
∫ x dA = ( I z ) A
∫ xdA ( xA) A
2
where ( I z ) A is the moment of inertia of the area with respect to the z axis, and x is analogous to y p
Now
( Iz )A
=
1
1
( 240 mm )( 300 mm )3 + ( 240 mm )( 300 mm ) ( 200 mm )2
36
2
= 1.620 × 109 mm 4
and
Then
1
xA = ( 200 mm ) ( 240 mm )( 300 mm ) = 7.20 × 106 mm 3
2
x =
1.620 × 109 mm 4
7.20 × 106 mm 3
or x = 225 mm
COSMOS Chapter 9 Solution 63
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