Good, I'm not a rocket scientist.

Did Chris  just say it's spinning at 23.26 miles per hour?

Now the trick is to get a CD in to space using an off the shelf CD drive 
;-)

Sam.

Chris Schumann wrote:

>>From: Adam Maloney <adamm at sihope.com>
>>    
>>
>
>  
>
>>Yes, it's very true.  I'm no physics geek, but at 52x the angular
>>velocity (?) is great enough to tear CD's apart.  I forget the numbers,
>>but basically you've got some ridiculous amount of force at the outer
>>edge of the disc, basically trying to pull it apart.  At 52x (or even
>>48x) with a flimsy disc (low quality, weak, defective, or broken
>>somehow), this is likely to happen.  
>>    
>>
>
>You may not be, but there should be quite a few on the list. Let's do
>some math!
>
>Audio CD's start at 500 RPM and slow down to 200 RPM. That's 1x.
>The fast drives go CAV at one speed, and are fastest at the end of
>a disc, so let's go with 52x200 or 10,400 RPM.
>
>The speed of the edge of a disc v=wr which is the rotational
>speed times the radius, or 10400RPM * 6cm or 62400cm/min or
>(uhm... times 1min/60s times 1m/100cm) 10.4m/s (!) or
>62400 cm/min (times 60min/1hr times 1mi/160934cm) = 23.26 mph.
>
>CD's have a mass of about 20g. A 1g chunk at 10.4m/s should
>have 1/2 * m * v * v energy or about 1/20 (need help with unit
>here...) joule? Or the same energy as a kilogram dropped from
>a height of 5.5mm. (U = mgh)
>
>Still, I wouldn't want it headed for MY eye.
>
>Chris
>
>
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>
>  
>


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