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Photoelectric Effect. Lenard 1902: Studied energy of the photoelectrons with intensity of light. He could increase the intensity thousand fold. 1.Noticed.

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Presentation on theme: "Photoelectric Effect. Lenard 1902: Studied energy of the photoelectrons with intensity of light. He could increase the intensity thousand fold. 1.Noticed."— Presentation transcript:

1 Photoelectric Effect

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4 Lenard 1902: Studied energy of the photoelectrons with intensity of light. He could increase the intensity thousand fold. 1.Noticed a well defined minimum voltage Vstop to stop the current in the circuit. Vstop was independent of the intensity of light.

5 Current vs Voltage

6 2. Increasing the intensity of light would increase the current 3. He performed the experiment with various coloured lights and found the maximum energy of the electrons did depend on the frequency of light. Qualitatively he obtained more the frequency more the energy.

7 Objections with wave theory 1. Kinetic energy (K) of the photo-electron should increase with intensity of the beam. But K max was found to be independent of the intensity of the falling light.

8 2. Effect should occur for any frequency of light provided only that light is intense enough to eject the electron. But a cut-off frequency was observed below which photoelectrons were not ejected (no matter how intense was beam).

9 3. Energy in the classical theory is uniformly distributed over the wave front. If light is feeble, there should be a time lag between the light striking the plate and ejection of photoelectrons. Ejection is instant, t < 10 sec - 9

10 Einstein equation

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12 Compton effect

13 Partial transfer of photon energy Before Scattering After Scattering

14 Electron Energy

15 Photon Energy

16 Conservation of momentum along initial photon direction Conservation of momentum along the direction perpendicular to direction of incident photon Combining above two

17 Energy conservation

18 Compton wavelength Compton shift = 2.4 pm ~

19 Pair Production

20 Pair production Nucleaus θ θ In empty space momentum and energy cannot be simultaneously conserved

21 Pair production Compton scattering


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