Stopping potential and electron state?

In summary, when a reverse potential (stopping potential) is applied, the electron emitted by the photoelectric effect will be pushed back to the cathode and will not reach the anode. It will be in a superposition of escaping the surface and being grounded again. The electric field caused by the stopping potential exerts a negative force on the electron and does negative work on it, causing it to have 0 kinetic energy and eventually accelerating backwards.
  • #1
SecretSnow
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Hi guys, if an electron emitted by the photoelectric effect has E=hf-phi=KE of the electron=eV where V is the stopping potential, what will happen to the electron when a reverse potential (stopping potential) is being used? I'm guessing initially, the KE of the electron is of a positive value, the negative stopping potential now will cause it to be pushed backward back to the cathode where it is emitted, thus causing no electron to reach the anode. If this is true, then
1. What will happen to the electron? Will it be in a superposition of escaping the surface and being grounded in the surface again, since KE=0 and the electron doesn't try to escape?

2. Can I say the electric field caused by the stopping potential is exerting a negative force on the electron? If yes, is it doing negative work on the electron too, since the electron must be escaping initially at a speed but the speed is 0 ultimately?
 
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  • #2
SecretSnow said:
Hi guys, if an electron emitted by the photoelectric effect has E=hf-phi=KE of the electron=eV where V is the stopping potential, what will happen to the electron when a reverse potential (stopping potential) is being used? I'm guessing initially, the KE of the electron is of a positive value, the negative stopping potential now will cause it to be pushed backward back to the cathode where it is emitted, thus causing no electron to reach the anode. If this is true, then
1. What will happen to the electron? Will it be in a superposition of escaping the surface and being grounded in the surface again, since KE=0 and the electron doesn't try to escape?
As the electron feels a repelling force it will move back towards the photo cathode and it can strand on it.
SecretSnow said:
2. Can I say the electric field caused by the stopping potential is exerting a negative force on the electron? If yes, is it doing negative work on the electron too, since the electron must be escaping initially at a speed but the speed is 0 ultimately?
Yes, you are right. When you apply a stopping potential, you make the electrode opposite to the photocathode negative with respect to it. That means a repelling force for the photoelectron. The force does negative work on the electron, so decreases its kinetic energy, till it stops. After that, the electron accelerates backwards.
 

FAQ: Stopping potential and electron state?

What is stopping potential?

Stopping potential is the minimum potential difference required to completely stop the flow of electrons in a photoelectric experiment.

How is stopping potential related to the energy of the incident photons?

The stopping potential is directly proportional to the energy of the incident photons. This means that increasing the energy of the incident photons will result in an increase in the stopping potential.

What is the significance of the stopping potential in the photoelectric effect?

The stopping potential is an important factor in determining the energy of the incident photons and the work function of the metal surface. It also helps to understand the behavior of electrons in different states.

How does the electron state affect the stopping potential?

The state of the electron, such as its energy level and velocity, can affect the stopping potential. This is because electrons in different states have different energies and can require different potentials to be stopped.

How is the stopping potential measured in a photoelectric experiment?

The stopping potential is typically measured by varying the potential difference between the cathode and anode until the current of electrons is reduced to zero. This potential difference is then considered to be the stopping potential.

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