Does a waterfall have a higher temperature at the bottom ?

DLeuPel
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So we have that KE= (2/3)kT , meaning that if I increase the kinetic energy of water, it will become hotter, I searched it and it says that at the bottom of the waterfall, the water is slightly hotter. Of course I imagine that when they refer to the bottom, they refer to a part of the waterfall that is still falling. If this is true, then why don’t we consider the KE of Earths rotation, translation, etc ?
 
DLeuPel said:
Of course I imagine that when they refer to the bottom, they refer to a part of the waterfall that is still falling.

I suspect that isn't correct
Consider why it might be so
Edit
Actually, thinking about it, there's 2 possibilities for why it would be warmer at the bottom ...
 
davenn said:
I suspect that isn't correct
Consider why it might be so
Edit
Actually, thinking about it, there's 2 possibilities for why it would be warmer at the bottom ...
This question is related with the definition of what is temperature regarding the movement of molecules. This of course translates to kinetic energy but that would mean that the Earths rotation, translation, etc should be considered as KE
 
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DLeuPel said:
This question is related with the definition of what is temperature regarding the movement of molecules. This of course translates to kinetic energy but that would mean that the Earths rotation, translation, etc should be considered as KE
This question was correctly answered for you yesterday in your other thread -- what you are saying is not correct. Please just accept the answer instead of starting a new thread to try to make the answer go away. Thread closed.
 
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