 Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.
Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.
 
Parallel-axis theorem, torque
How can you compute the moment of inertia of
an object?  Well, it depends on how complicated
the situation is.
-  If the object is just a few compact chunks of mass, use
     
-  If the object is extended, with a non-uniform density,
       you'll need to break the object into simple little pieces
       and add up the moment of inertia from each piece:
     
-  If the object is a simple geometrical shape, 
           AND it has a constant density,
           AND it is rotating around its center, 
           you can look it up in a table of common shapes;
           any textbook will have such a table,
           or you could use 
           
               this table of moments of inertia (PDF)  
           or  this copy of the table  in PNG format. 
   
-  If the object is a simple geometrical shape, 
           AND it has a constant density,
           but it is NOT rotating around its center, 
           you can use the table in your textbook
           and the parallel axis theorem .
           Read Section 9.5 or 
            
                 this very brief explanation .
     
   
 Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.
Copyright © Michael Richmond.
This work is licensed under a Creative Commons License.