Young's Light-Double Slit Experiment: Is There a Minimum Ratio?

In summary, the intensity of the light does not affect the shape of the interference pattern in Young's Light-double slit experiment. The key factors are the wavelength of the light, the size of the slits, and the distance between the slits. The best way to create small slits for the experiment is by cutting them with a razor blade on a painted microscope slide. Whether or not a photon will interfere with itself in a similar manner to the standard model depends on how the photon is produced, such as through a broad cone of light or a narrow laser beam. Overall, the interference pattern can still be observed with a single photon at a time, regardless of the intensity of the light source. More information can be found on Wikipedia and YouTube.
  • #1
horazonblade
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I have a question about Young's Light-double slit experiment, is there a minimum ratio between the intensity of the light and the size of the slit or the distance in between the slits to alter the results? For example, if a wall has two open doors into the same empty, standard room and a photon is fired from the center of a wall into the right open doorway, will it still interfere with itself in a manner similar to the standard model for the experiment?

Thanks!
 
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  • #2
horazonblade said:
I have a question about Young's Light-double slit experiment, is there a minimum ratio between the intensity of the light and the size of the slit or the distance in between the slits to alter the results? For example, if a wall has two open doors into the same empty, standard room and a photon is fired from the center of a wall into the right open doorway, will it still interfere with itself in a manner similar to the standard model for the experiment?
Thanks!

The slits have to be not too much larger than the wavelength of the light. Usually the experiment is done with light of a particular wavelength within the visible spectrum (somewhere between 400 and 750 nanometers). The separation between slits also has to be small. If you make two small holes let's say 1mm wide by hand on a piece of cardboard and try to see interference you'll be disapointed. In order to do the experiment you don't need to shoot one photon at a time. You can illuminate the slits with a laser pointer which will give you a single wavelenght. You could search the web to see what is the best way to make the small slits. I think you might be able to make them by cutting two small lines with a razor blade on a painted microscope slide. With respect to the intensity of the light, it does not affect the shape of the interference pattern. Only the wavelength, slit size and separation affect it. You might be able to find more information in Wikipedia.
 
  • #3
horazonblade said:
if a wall has two open doors into the same empty, standard room and a photon is fired from the center of a wall into the right open doorway, will it still interfere with itself in a manner similar to the standard model for the experiment?

It depends on how you produce the photon.

If you use a light source that radiates a broad cone of light that covers both doors, you'll get an interference pattern, at least in principle. Actually observing the pattern is difficult because for large apertures the spacing between maxima and minima becomes very small. If you then decrease the intensity of the source so it emits only one photon at a time, in a random direction inside the cone, you still get interference.

On the other hand, if you use a source that emits a narrow beam like a laser and aim it through the center of one door, you obviously won't get any interference. If you decrease the intensity so the beam contains only one photon at a time, there' still no interference.
 
  • #4
jtbell said:
If you decrease the intensity so the beam contains only one photon at a time, there' still no interference.

I thought one of the complexities of the issue is that a single photon shot through one hole of a double slit results in a hit pattern that over time reflects a pattern of self interference?
 
  • #5
Here's a video of a double slit experiment with a laser pointer. You can find anything on Youtube.

 
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  • #6
horazonblade said:
I thought one of the complexities of the issue is that a single photon shot through one hole of a double slit results in a hit pattern that over time reflects a pattern of self interference?
Again, as jtbell explained, it depends on how you produce the photons. If your beam covers both slits, then you'll get an interference pattern (eventually) even if you turn down the intensity so that only a single photon is passing through the slits at any time.
 

FAQ: Young's Light-Double Slit Experiment: Is There a Minimum Ratio?

What is Young's Light-Double Slit Experiment?

Young's Light-Double Slit experiment is a famous experiment in physics that demonstrates the wave nature of light. It involves passing a beam of light through two parallel slits and observing the interference pattern that is formed on a screen behind the slits.

How does the experiment show the wave nature of light?

The interference pattern that is observed on the screen is a result of the light waves from the two slits interfering with each other. This pattern can only be explained by the wave theory of light, as particles of light would not produce such an interference pattern.

What is the minimum ratio in Young's Light-Double Slit experiment?

The minimum ratio refers to the distance between the two slits compared to the wavelength of the light being used. This ratio is important in determining the size and shape of the interference pattern that is produced.

Why is the minimum ratio important in the experiment?

The minimum ratio is important because it affects the size and shape of the interference pattern. If the ratio is too small, the pattern will be too spread out and difficult to observe. If the ratio is too large, the pattern will be too narrow and may not be visible.

How can the minimum ratio be calculated in Young's Light-Double Slit experiment?

The minimum ratio can be calculated by dividing the distance between the two slits by the wavelength of the light being used. This will give the ratio of the distance to the size of the interference pattern, which should be kept within a certain range for optimal observation.

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