Calculate Torque/Power for Rotating Tube & Rectangular Parallelepiped

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To calculate the torque and power needed to rotate a construction consisting of a tube and a rectangular parallelepiped, one must first determine the moment of inertia (MOI) for both components. The tube has an inner diameter of 92mm, outer diameter of 102mm, length of 3000mm, and a mass of 12.34kg, while the parallelepiped measures 3000mm x 5000mm x 50mm and weighs 250kg. The calculation of MOI should be approached as a summation of the two bodies, with consideration of the specified axis of rotation. Additionally, the power required for rotation is dependent on the angular velocity, which is not provided in the initial problem statement. Accurate calculations can be found in standard engineering statics or dynamics references.
Rem Grwthy
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I want to calculate the torque of the construction or the needed Power (Watt) to rotate it. The construction is a tube and on top of tube is stuck a rectangular parallelepiped:

Tube:

inner diameter=d=92mm, outter diameter=D=102mm, lenght=L=3000mm, mass=12.34kg

Rectangular parallelepiped:

x=3000mm, y=5000mm, z= 50mm, mass=250kg

http://www.ffevents.gr/nikos/sxediopaint.jpg

...Please assume missing data if needed.....
 
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You need to show an attempt of solving this problem on your own. You question is also wrong in the sense that the power to rotate something depends on the angular velocity, which is not given in your problem statement.
 
ok forget about this... But can you calculate the moment of inertia for this construction??
 
You could do it as the summation of two composite bodies. Again, your question is posed wrong because the mass moment of inertia is about a specified axis. You can find the MMOI of the two bodies you have drawn in any standard engineering statics or dynamics book.
 
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