The 2 slit experiment
Various other experiments (such as the photoelectric effect) had demonstrated that light interacts with matter only in discrete, "quantum"-sized packets called photons
If sunlight is replaced with a light source that is capable of producing just one photon at a time, and the screen is sensitive enough to detect a single photon, Young's experiment can, in theory, be performed one photon at a time -- with identical results.
If either slit is covered, the individual photons hitting the screen, over time, create a pattern with a single peak. But if both slits are left open, the pattern of photons hitting the screen, over time, again becomes a series of light and dark fringes. This result seems to both confirm and contradict the wave theory. On the one hand, the interference pattern confirms that light still behaves much like a wave, even though we send it one particle at a time. On the other hand, each time a photon with a certain energy is emitted, the screen detects a photon with the same energy. Under the Copenhagen Interpretation of quantum theory, an individual photon is seen as passing through both slits at once, and interfering with itself, producing the interference pattern.
The two slits must be close to each other (about 1000 times the wavelength of the source), otherwise the spacing of the interference fringes would be too narrow to discern the interference pattern.
A necessary condition for obtaining an interference pattern in a double-slit experiment concerns the difference in pathlength between two paths that light can take to reach a zone of constructive interference on the viewing screen. This difference must be the wavelength of the light that is used, or a multiple of this wavelength. If a beam of sunlight is let in, and that beam is allowed to fall immediately on the double slit, then the fact that the Sun is not a point source degrades the interference pattern. The light from a source that is not a point source behaves like the light of many point sources side by side. Each can create an interference pattern, but the interference patterns of each of the many-side-by-side sources does not coincide on the screen, so they average each other out, and no interference pattern is seen.
The presence of the first slit is necessary to ensure that the light reaching the double slit is light from a single point source. The path length from the single slit to the double slit is equally important for obtaining the interference pattern as the path from the double slit to the screen.
Newton's rings show that light does not have to be coherent in order to produce an interference pattern. Newton's rings can be readily obtained with plain sunlight.1 More rings are discernable if for example light from a Sodium lamp is used, since Sodium lamp light is only a narrow band of the spectrum. Light from a Sodium lamp is incoherent. Other examples of interference patterns from incoherent light are the colours of soap bubbles and of oil films on water.
The width of the slits is usually slightly smaller than the wavelength (λ
of the light, allowing the slits to be treated as point-sources of spherical waves, and reducing the effects of single slit diffraction on the results.
In general, interference patterns are clearer when monochromatic or near-monochromatic light is used. Laserlight is as monochromatic as light can be made, therefore laserlight is used to obtain an interference pattern.
If the two slits are illuminated by coherent waves, but with polarizations perpendicular with respect to each other, the interference pattern disappears.
Essentially photons exist in a superposition of themselves which means that in a two slit experiment with a single photon, the photon travels through both slits in a superposition and interferes with it self to produce the banded interference patterns, but if you actually measure which slit the photon travels through it is determined and there are no interference patters(that's pretty bizarre don't you think?) look into the Schrodingers cat thought experiment if you wish to get an insight about what this means.
The upshot of this of course is that we cannot know what position light or anything else in a wave is without measuring it and this collapses the wave function into a value, Before that it exists as a series of possible wave functions and interacts as such. Thus the posit that there is nothing deterministic about light, or anything that interacts in particle wave duality, such as electrons etc. at a fundemental level the interactions of matter cannot be determined, they are truly chaotic, in that we cannot predict what state they are in without opening the box to find out if the cat is alive or dead. When we do this the wave function decoheres and we get no insight into it's composition