- #1
Goalie33
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In Classical Mechanics the derivative of Kinetic energy with respect to velocity is momentum, so I was wondering if this is valid:
In this L is lambda or wavelength and h is Planck's Constant.
E=hf, therefore E=h(v/L)
This means that dE/dv=h/L.(h and L are constants and the derivative of v would be 1.)
Rearranging this we get:
L=h/p.
I just wanted to know if this is considered valid.
In this L is lambda or wavelength and h is Planck's Constant.
E=hf, therefore E=h(v/L)
This means that dE/dv=h/L.(h and L are constants and the derivative of v would be 1.)
Rearranging this we get:
L=h/p.
I just wanted to know if this is considered valid.