A compond disk consists of the main disk D and three being disks A,B and C , with their axis parallel to the axis of D and all three being welded to D as shown bellow in the link. The thickness of all four disks is the same, t(a)=t(b)=t(c)=t(d). The radius of the disks A and B are the same , r(a)=r(b)=r(d)/6 . The radius of the disk C is larger , r(c)=r(d)/3. Similarly the mass densities of the disks differ from the main disk. ρ(a)=ρ(b)=2ρ(d). For the disk C , ρ(c)=1.60 ρ(d). Using the parallel-axis theorem, obtain the moment of inertia I of the compound disk about the vertical axis Z which is normal to D and goes through its center. The distance between the centers of disks A,B, and C from the center of the disk D is the same , h(a)=h(b)=h(c).
Data: ρ(d)=3100kg/m^3 , h(a)= 0.810 r(d) , r(d)= 0.620m, t(a)=0.124m.
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2007-03-23
10:13:28
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1 answers
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cute b
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