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Bibliography - School of Physics - University of Melbourne

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7.4. EXPERIMENT 83<br />

Figure 7.4: The apparatus for the observation <strong>of</strong> the photoelectric effect.<br />

• Roll the light shield <strong>of</strong> the photocell (black tube) back and rotate the cell until the<br />

line is centred on the aperture <strong>of</strong> the photodiode. Tighten the locking screws on the<br />

photocell and grating.<br />

• Place the transmission filter on the front <strong>of</strong> the photocell to allow 100% <strong>of</strong> the light<br />

to enter the photodiode. If you have chosen the yellow or the green spectral lines<br />

remember to use the appropriate filters. Connect the voltmeter to the output <strong>of</strong> the<br />

photocell and switch the photocell on. Zero the photocell by pushing the red discharge<br />

button.<br />

Question 7.1 Record the stopping potential after a minute or so. Is it necessary to measure<br />

the stopping potential for all transmission filters? If not, why not?<br />

There are two effects that make the measurement <strong>of</strong> stopping time t s difficult. The first is the<br />

swiftness <strong>of</strong> the electron buildup - it is simply not viable to accurately measure time-spans<br />

<strong>of</strong> less than about a second by hand with a stopwatch. The second is the inaccuracy <strong>of</strong> the<br />

end-point. Note how the stopping potential is not constant, but instead fluctuates constantly.<br />

Certainly, in the act <strong>of</strong> measuring the stopping potential, it is difficult to tell when the final<br />

point is reached - and your choice <strong>of</strong> end-point will markedly affect the results. Instead, if<br />

we assume that the build-up is linear, we can instead choose some arbitrary factor κ 3 with<br />

which to multiply the stopping voltage, and then measure the time taken to reach κV 0 , which<br />

will be κt s . The factor κ needs to be small enough that the end-point is now well defined, yet<br />

3 0 < κ ≤ 1.

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