Calculating Electron Speed from Accelerating Potential

AI Thread Summary
To calculate the speed of electrons from an accelerating potential, it is essential to understand that the potential difference (V) provided by an electrical source accelerates the electrons from rest to a certain velocity (v). The force acting on the electrons can be expressed using the equation F = ma, where F is the electric force (Fe = Eq) and q represents the charge of the electron. The work done by the potential difference is given by the equation W = VQ, where Q is the charge of the electron. By equating the work done to the kinetic energy (Ek = 1/2 mv^2), one can derive the relationship between the accelerating potential and the speed of the electrons. This understanding clarifies the concept of accelerating potential in the context of electron motion.
redneckpyhsic
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Homework Statement



Derive the equation that would allow you to calculate the speed of the electrons from the accelerating potential.

Homework Equations



Fnet=ma
Ek=1/2mv^2
Ft=mv


The Attempt at a Solution


F=mv/t F=ma
a=v/t ?

I'm not even sure what it means by accelerating potential...
 
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redneckpyhsic said:
I'm not even sure what it means by accelerating potential...

That just means that an electrical source is providing a potential difference to accelerate the electron from rest to velocity 'v' .
 
Fe=Eq
F=mv/t
q=mv/tE
is that what it means?
 
redneckpyhsic said:
Fe=Eq
F=mv/t
q=mv/tE
is that what it means?

Work done by a pd = VQ, charge of an electron is e.
 
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