The Photoelectric effect and classical physics

AI Thread Summary
The discussion centers on the photoelectric effect, highlighting the discrepancy between classical physics predictions and experimental results. Classical physics suggests that the kinetic energy of ejected electrons should depend on light intensity, while experiments show it correlates with light frequency. The conversation explains that classical physics views light as a wave, while Einstein's photon theory introduces light as quantized particles, with energy proportional to frequency. This shift in understanding clarifies why increased light intensity does not lead to higher energy electrons, as it merely increases the number of photons rather than their energy. The dialogue concludes with a participant expressing gratitude for the insights gained.
erty
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The Photoelectric effect and "classical physics"

The kinetic energy of the ejected electrons predicted by the classical physics should be related to the intensity of the light.
According to experimental results, the kinetic energy of the electrons is proportional to the frequencies of the light, and not the intensity.

What is "classical physics" in this case, and which equations do I use in order to calculate this?
Why is the kinetic energy of the electrons depended on the intensity (according to "classical physics"), and not the frequency?
 
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erty said:
The kinetic energy of the ejected electrons predicted by the classical physics should be related to the intensity of the light.
According to experimental results, the kinetic energy of the electrons is proportional to the frequencies of the light, and not the intensity.

What is "classical physics" in this case, and which equations do I use in order to calculate this?
Why is the kinetic energy of the electrons depended on the intensity (according to "classical physics"), and not the frequency?

Look at the energy of a typical classical wave. What characteristic of that wave do you use to calculate its energy?

Still confused? Look at a mass-spring system. How would the energy change if you change the amplitude of oscillation?

Zz.
 
ZapperZ said:
Look at the energy of a typical classical wave. What characteristic of that wave do you use to calculate its energy?

Still confused? Look at a mass-spring system. How would the energy change if you change the amplitude of oscillation?

Zz.

Hmm, I don't know anyting about it. Could you list a couple of words, then I'll try to look them up or google them
 
Simple Harmonic Motion. You will find all the information you need pertaining to energy, intensity, amplitude, power, etc.
 
Classical physics refers more to the concept of light the Young proposed--that it is a wave and can be thought of much like ripples coming from water (the ripples being the spread of light). Einstein however explained that light should also be thought of as a bunch of particles. So in the ripple (classical) approach, if the ripples are bigger (that is, the light is brighter) then it should hit the metal harder and therefore electrons should eject with more energy. Because experiments disproved this, Einstein came up with the theory that light is a bunch of particles that also have wave properties which are called photons. Now the energy of each individual photon is proportional to its frequency. That explains half of it. The reason that brighter light does not eject electrons is because all that is is more photons (not stronger ones) . Think of shooting a billion ping pong balls at the Great Wall of China--not going to do too much.
 
erty said:
Hmm, I don't know anyting about it. Could you list a couple of words, then I'll try to look them up or google them

What exactly don't you know? You have learned about classical waves, haven't you? Figure out how energy in a wave is determined.

Zz.
 
Ja4Coltrane said:
Classical physics refers more to the concept of light the Young proposed--that it is a wave and can be thought of much like ripples coming from water (the ripples being the spread of light). Einstein however explained that light should also be thought of as a bunch of particles. So in the ripple (classical) approach, if the ripples are bigger (that is, the light is brighter) then it should hit the metal harder and therefore electrons should eject with more energy. Because experiments disproved this, Einstein came up with the theory that light is a bunch of particles that also have wave properties which are called photons. Now the energy of each individual photon is proportional to its frequency. That explains half of it. The reason that brighter light does not eject electrons is because all that is is more photons (not stronger ones) . Think of shooting a billion ping pong balls at the Great Wall of China--not going to do too much.

Very good explanation. I'll dig into the physics stuff now that turdferguson and ZapperZ gave me some words to look up.

ZapperZ said:
What exactly don't you know? You have learned about classical waves, haven't you? Figure out how energy in a wave is determined.
Actually... no. I'm still in high school (or rather, the European equivalent) and this is my first year with physics. We're learning about waves at the moment, but this is _very_ fundamental (and probably simplified to the umpteenth power). I'm doing a assignment on the wave/particle duality (still on a very low level).
But there is plenty to write about.
 
Why can't waves have discrete values (E = hf applies to particles?)?
 
What makes you think that the energy distribution of photons is discrete?
 
  • #10
Hootenanny said:
What makes you think that the energy distribution of photons is discrete?

I figured it out.

Thanks, everybody!
 
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