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The Photoelectric Effect

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Photoelectric Effect demonstrates the wave-particle duality of light. Observed by Heinrich Hertz in 1887, when he noticed light from sparks would induce a current ... – PowerPoint PPT presentation

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Title: The Photoelectric Effect


1
The Photoelectric Effect
Shreyes Seshasai MIT Junior Lab, Fall 2006
2
Talk Outline
  • Introduction
  • Theory
  • Experiment Set-up and Data Collection
  • Results and Error Analysis
  • Conclusion

3
Introduction
  • Photoelectric Effect demonstrates the
    wave-particle duality of light
  • Observed by Heinrich Hertz in 1887, when he
    noticed light from sparks would induce a current
  • Einstein proposed the idea of light quanta in
    1905, with light consisting of discrete quanta of
    energy h?

4
The Theory behind the Effect
  • Light consists of quanta of energy, E h?
  • Metals have a specific work function, ?,
    corresponding to the minimum amount of energy
    required to excite an electron
  • If the energy of incident photons is greater than
    ?, electrons will be emitted with the difference
    in energy
  • This can be summarized by
  • K h? - ?
  • There is a one-to-one interaction between photons
    and electrons, so the intensity of the light
    doesnt affect energy of the emitted electron

5
Setting up the Experiment
  • Mercury Lamp emits a
  • specific spectrum
  • Filters are
  • 360.0 2.0 nm
  • 404.7 2.0 nm
  • 435.8 2.0 nm
  • 546.1 2.0 nm
  • 577.0 2.0 nm

Source The Photoelectric Effect, MIT 8.13 Lab
Guide. http//web.mit.edu/8.13/www/JLExperiments/J
LExp005.pdf
6
Data Collection
7
Data Collection (cont)
Note currents normalized to Dark Purple filter
8
Data Collection (cont)
Note currents normalized to Dark Purple filter
9
Analyzing the Data
  • Stoppage voltage determined in two ways
  • (a) by finding a linear approximation for the
    I vs V curve and determining when I 0
  • (b) by estimating where the current begins to
    rise

10
Calculating h and ?
  • Ee h? ?
  • Ee energy of the electron
  • h Plancks constant
  • ? the frequency of the incident photon
  • ? the work function of the metal

11
Results
12
Calculations
  • Solving for Plancks constant, h and the work
    function ?
  • (a) linear fit V -0.9191 2.119310-15 (?)
  • h 2.119310-15(1.610-19)
  • 3.4 2 10-34 J-s
  • ? 0.92 0.5 V
  • Taking into account the contact potential
    difference between the electrodes, ?A - ?C,, ?
    .92 3.4 4.3 0.5 V
  • (b) linear fit V -1.3566 3.175510-15 (?)
  • h 3.175510-15(1.610-19)
  • 5.1 2 10-34 J-s
  • ? 1.36 0.5 V
  • Corrected value ? 1.36 3.4 4.8 0.5 V

13
Error Analysis
  • Possible sources of error include
  • Systematic error with the machinery/filters
  • Induced current from external sources (very
    sensitive to wire movement)
  • For the work function, gases in the photocell
    interact with the cathode surface

14
Conclusion
  • Results for Planks constant are on the same
    order as the accepted value
  • 3.410-34 J-s and 5.110-34 J-s
  • (Accepted value h 6.62610-34 J-s)
  • Results for the work function
  • ? 4.3 0.5 V and 4.8 0.5 V
  • (Published values are ?C 2.3, ?A 5.7)1

1. The Photoelectric Effect, MIT 8.13 Lab Guide.
http//web.mit.edu/8.13/www/JLExperiments/JLExp005
.pdf
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