First, while this is "homework" related I'm not seeking any direct answers. I'm stuck on a concept that I'm not sure even exists. In short I've got a rotating disk with a weight at the edge with "an initial" ω. If that object was to decrease the distance towards the center, would the ω change and if so why? The phrase "an initial" led me to believe that there was a starting force or torque which would remain constant which was required to not only rotate the mass of the disk but compensate for the mass at the edge of the disk. If that's true, given the mass at the edge has any factor at all on the needed initial energy/force/torque, I couldn't figure out how to calculate it. I check over my book and am completely missing it. I assumed the mass at the edge would have be a factor since it's basically a m*g*d newton force down (since the disk is horizontal in this situation), but I don't know how to calculate the needed force to create the initial ω. I figured it would be something to the effect of.... g[(mass of the disk)+(mass of the object*distance)] but that's the best I've got since mainly what we've done is bridge based problems an rotation around a fixed point. If anything, a jumping off point on terminology to look up would be a big help.