Angular frequency precession of spinning top

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The discussion revolves around calculating the angular frequency of precession for a spinning top. The user is confused about the distinction between angular velocity and frequency, specifically how to convert between the two. It is clarified that angular frequency is expressed in radians per second and can be related to frequency in cycles per second using the formula ω = 2πf. The user confirms understanding after receiving clarification on the formulas. The conversation emphasizes the importance of correctly applying these concepts in the context of rotational motion.
indie452
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Homework Statement



im doing a sipnnig top question and i have got an answer for the precession angular velocity
this site shows a good example of what i did: http://hyperphysics.phy-astr.gsu.edu/hbase/top.html

and so i have gr/K2w if i sub in I=mK2

but i need to find the angular frequency of the precession. I'm confused between the angular velocity and frequency and how to change between the two.

any help appreciated
 
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indie452 said:
I'm confused between the angular velocity and frequency and how to change between the two.
ω is measured in radians per second. How many radians in one cycle?
 
so i can just use w=2pif?
 
indie452 said:
so i can just use w=2pif?
Sure.
 
ok but i was discussing this problem with someone today and they said that (gr)/(K^2*w) is the angular frequency and now I'm even more confused is this the angular frequency of precession or is it (gr)/(K^2*w*2pi)
 
indie452 said:
ok but i was discussing this problem with someone today and they said that (gr)/(K^2*w) is the angular frequency and now I'm even more confused is this the angular frequency of precession or is it (gr)/(K^2*w*2pi)
Yes, the first expression is the angular frequency (also called angular speed) measured in radians per second. (If you wanted just the frequency f, in cycles per second, use ω = 2πf.)

Sorry if I wasn't clearer before. :redface:
 
ok i get it now thanks for that :)
 

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