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What happens when light hits light? |
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| Dec29-12, 07:36 AM | #1 |
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What happens when light hits light?
As titled, lets say Source A is beaming light at Source B and Source B is doing the same to Source A, what is actually happening with the protons?
My guess is that light photon collides and slows down o.o? But that is based on a wild guess, can someone come up with another theory/explanation? (: |
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| Dec29-12, 09:19 AM | #2 |
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Photons do not bounce off each other. However, according to the wave description, they could interfere.The result of this would depend, according to the wave theory, on their difference in phase. However, things aren't as simple as this implies because interference is known to take place even with single photons. If one imagines two photons "colliding" in the way you describe, and further imagines similar "collisions" many times, the outcomes would not be expected to be always the same. However, I think the average behaviour (taken over many such collisions) is the same as is predicted by wave theory.
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| Dec29-12, 10:10 AM | #3 |
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Note that the ''interference" is the same as if two water waves crossed. At the time of crossing, two "highs" and two "lows" sum while a "high" and a "low" cancel. After they have passed through one another, they will not have changed.
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| Dec29-12, 10:16 AM | #4 |
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What happens when light hits light?
If,say, two automobiles headlights are pointed at each other. what happens?? Each is illuminated, right?
You know light is an electromagnetic wave, right? So its behavior is characterized by Maxwell's equations. If you mean monochromatic light sources, like that produced in theory via a laser, I'm not sure exactly what happens... in theory they can destructively interfere....but I do know that all electromagnetic waves travel at c in a vacuum. Photons don't slow down. You might also achieve some unique results in fiber optic cables between a pair of 'identical' light sources. In general as noted already, wave interference via superposition should describe the interactions...see the diagram here for an illustration of constructive and destructive wave interference: http://en.wikipedia.org/wiki/Interfe...ve_propagation) and check the additional diagrams for different interference patterns. |
| Dec29-12, 05:08 PM | #5 |
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I always thought they actually do get changed after the interaction as well, at least their trajectory seem to change in double-slit experiments. |
| Dec30-12, 01:43 AM | #6 |
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To answer your question though, since the wave function represents the probability density, then we find that the interference is associated with regions of greater or lesser intensity in the rate of photons being detected depending upon the kind of interference. In other words, the interference describes regions of darkness or brightness. I think it's just easier to think of this in the classical model, where light is simply a wave. Now the electromagnetic field that describes light has a phase associated with it. So when two waves combine, the relative phase difference between the waves in time and space gives rise to the interference. |
| Dec30-12, 08:08 AM | #7 |
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But in open space, say when you turn on a light bulb, each emergent photon [wave packets of energy] follows a path [a geodesic] and none 'disappear'. |
| Dec30-12, 03:35 PM | #8 |
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The effect of interference is essentially how the statistics of a single photon passing through a system give a probability distribution of where it will be found. |
| Dec30-12, 08:33 PM | #9 |
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Take vertically polarized light for example, double slit wave-like interference is then supposed to impact photons only over their vertical oscillation frequency, their amplitude in the vertical plane should either increase or decrease, yet the effect we measure is that their trajectory would be bent horizontally, forming spacing between the pattern fringes. I think, maybe not, maybe vertically polarized light does not actually produce the pattern with horizontally spaced double slit? |
| Dec30-12, 08:40 PM | #10 |
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| Dec30-12, 08:46 PM | #11 |
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| Dec30-12, 09:20 PM | #12 |
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http://www.ibsen.dk/phasemasks/techn...tion-influence These guys say it influences visibility and some angles in the pattern. They also say this: "importance of the polarization characteristics is that only parallel oriented polarization modes interfere...", whatever is that supposed to mean. |
| Dec30-12, 09:46 PM | #13 |
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| Dec30-12, 10:05 PM | #14 |
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| Dec30-12, 10:37 PM | #15 |
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Recognitions:
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If you use different sources to create two-photon-interference, it is necessary that you make these two modes indistinguishable, so they have exactly the same spectral, spatial and temporal properties (to be more exact, it is enough to make emission and detection events caused by these two light fields indistinguishable, but that is nitpicking). In other words, you rather have more complicated interference properties for modes which are occupied by more than one photon, rather than two individual photons interfering. |
| Dec30-12, 11:53 PM | #16 |
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I don't see what to be careful about, two independent light beams can either interfere or not. Sure, no slit is different thing than two slits, but it's supposed to be the same mechanics relating to their wave property and the principle of wave superposition. Right? So anyway, are you saying two independent light beams can not interfere unless they are both polarized perpendicularly the same plane, for example both vertically polarized? Or can two independent light beams interfere where one is vertically and the other horizontally polarized? |
| Dec31-12, 02:22 AM | #17 |
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Recognitions:
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Interference does not affect light propagation. It's just superposition in action. You literally add the electromagnetic field of one beam with electromagnetic field of another.
You don't need to drag up any quantum mechanics here. So long as we are not looking at entanglement, electromagnetic field IS the wave-function of photons. This, by the way, points out the fact that while wave-function need not be observable, it does not mean it has to be non-observable. For a single photon, its wave function is a measurable field. The electromagnetic field. |
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