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The Photoelectric effect
Unespected results
• The emission of electrons depends on
frequency
• energy of electrons generated by dim
illumination is the same as that generated
by bright illumination so, NO
DEPENDANCE ON LIGHT INTENSITY
(electrons have the same speed)
• It is a contradiction if compared to
basic wave theory
• (classically energy is proportional to wave
amplitude squared)
Proof
• Stopping potential applied to the anode:
(reverse potential to prevent
electrophotons to reach the anode)
• KE = ½ mv2
= eVs
• It was shown that Vs is directly
proportional to the maximum kinetic
energy of the photoelectrons and does
not depend on Intensity (same V when
intensity changes)
Previous results used by
Einstein
• Planck had showed that radiation is
emitted in pulses of energy hf
• E = hf
Einstein explanations
-
Some energy is needed
to release the electron
(the work function φ)…
…and some energy is
given to the electron as
kinetic energy.
Photon Energy = work function + kinetic energy of electron
Photoelectric Effect: Vstop vs. Frequency
stopeV hf φ= −
min0stopV hf φ= ⇒ =
Slope = h = Planck’s constant
hfmin
−φ
Photoelectric Effect: Vstop vs. Frequency
stopeV hf φ= −
min0stopV hf φ= ⇒ =
Slope = h = Planck’s constant
hfmin
−φ

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Quantum and nuclear physics clil photoelectric

  • 2. Unespected results • The emission of electrons depends on frequency • energy of electrons generated by dim illumination is the same as that generated by bright illumination so, NO DEPENDANCE ON LIGHT INTENSITY (electrons have the same speed) • It is a contradiction if compared to basic wave theory • (classically energy is proportional to wave amplitude squared)
  • 3. Proof • Stopping potential applied to the anode: (reverse potential to prevent electrophotons to reach the anode) • KE = ½ mv2 = eVs • It was shown that Vs is directly proportional to the maximum kinetic energy of the photoelectrons and does not depend on Intensity (same V when intensity changes)
  • 4. Previous results used by Einstein • Planck had showed that radiation is emitted in pulses of energy hf • E = hf
  • 5. Einstein explanations - Some energy is needed to release the electron (the work function φ)… …and some energy is given to the electron as kinetic energy. Photon Energy = work function + kinetic energy of electron
  • 6. Photoelectric Effect: Vstop vs. Frequency stopeV hf φ= − min0stopV hf φ= ⇒ = Slope = h = Planck’s constant hfmin −φ
  • 7. Photoelectric Effect: Vstop vs. Frequency stopeV hf φ= − min0stopV hf φ= ⇒ = Slope = h = Planck’s constant hfmin −φ

Editor's Notes

  1. Hertz 1887 illuminated a zinc strip with an ultraviolet spark (can be the sun) -> conduction Only when negatively charged 1897 -> electrons Effect due to frequency not to intensity!