Does a Rocket's Potential Energy Increase as it Accelerates Away from Earth?

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pkc111
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Can someone please explain to me whether the potential energy of a rocket increases as it accelerates and moves further from Earth ?

My immediate answer is yes, but if W=dKE, then all of the work is being converted into KE and not PE ??

Thanks very much
 
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pkc111 said:
Can someone please explain to me whether the potential energy of a rocket increases as it accelerates and moves further from Earth ?

My immediate answer is yes, but if W=dKE, then all of the work is being converted into KE and not PE ??

Hi pkc111 :smile:

there are two forces on the rocket … the engines, and gravity.

work done by gravity (or any other conservative force) is just another name for PE :wink:
 
So if there are 2 forces acting on the rocket, how does W=dKE?
 
pkc111 said:
So if there are 2 forces acting on the rocket, how does W=dKE?
If you include the work done by all forces on the rocket including gravity, then W = ΔKE. But since gravity is a conservative force we usually represent its effects by introducing a gravitational PE. In that case, if we just consider the work done by non-conservative forces (the "engine force" only, not gravity, which is already included in PE), then W = ΔKE + ΔPE.
 
So

W(Net) = Sum(Fs)= dKE


right?
 
pkc111 said:
So

W(Net) = Sum(Fs)= dKE


right?
Yes, if you include gravity as a force acting on the rocket. (No PE term.)
 
woohoo!
thank you all very much