I cannot stand the notion that light is both a particle and a wave. Tis a particle, and here's the proof.
All this is is merely looking at what we have known about light in a different way.
Let us start with a sun in empty space, that has just been created. It is emitting light in all directions. Since it has just been created, anyone at a distance could not see it, because (according to the classical explanation) the light has not traveled to the observer.
Let us instead consider this: the light is not travelling at the speed of light, instead what propagates from the sun is the "sphere of interaction." Within this sphere, all the energy the sun produces travels at an infinite speed (since we know now that light, since it lacks mass, does not experience time). This energy shall be called KA (which is roughly the japanese symbol for power, this label being used since energy is used for other things in formulas).
According to the classical definition, a star's luminosity decreases according to the distance squared. According to the proper definition (mine), the odds of this KA interacting with an observer (some other particle) decrease according to the distance squared.
The important implication is that KA is travelling infinitely fast within this orb, and it is more likely to be found interacting close to the source than far away. This is nothing more than luminosity reimagined.
Implications:
Let's shoot a particle of light, matter, anything at a double slit. (As we all know, these slits must be a specific distance apart (within the "wavelength") to produce the effect.) Since it is being shot "straight on," the odds of it being found outside this line are very small to nil. Within the line, you get close to 100%. Now then, when it reaches these slits, it has equal odds of interacting with either slit. Since KA travels infinitely fast, the one particle reaches both slits at the same time.
Once it reaches the slits, the whole thing starts over again. The odds of interaction are the same for both slits (as mentioned). Once the particle travels through the slits, it is once again traveling infinitely fast. It is the ODDS that cancel or amplify the light that is seen on the other side.
[An aside: The problem with viewing light as a wave is that there is no reason for the pattern seen to be stable. The pattern of amplification should vary, shimmer, waver. Because there is no reason for the wavelengths to continually line up.]
Final implication:
There is a metronome for the universe. While time may be relative, the time we experience is ticked off in a minimum unit of time. This is necessary for the odds to work. The odds must be computed using this metronome. Since a metronome ticks off the time, this is why the pattern does not waver. Because the odds keep getting calculated AT THE SAME TIME from both slits.
Wam, bam, this one's in the bag. Nobel prize please.
edit: Best implication: Faster than "light" travel should be entirely possible. It is not light that is slow, it is the zone of interaction. But we know from entanglement that there is another way for particles to interact with each other. We must find whatever medium their zone of interaction is using.
All this is is merely looking at what we have known about light in a different way.
Let us start with a sun in empty space, that has just been created. It is emitting light in all directions. Since it has just been created, anyone at a distance could not see it, because (according to the classical explanation) the light has not traveled to the observer.
Let us instead consider this: the light is not travelling at the speed of light, instead what propagates from the sun is the "sphere of interaction." Within this sphere, all the energy the sun produces travels at an infinite speed (since we know now that light, since it lacks mass, does not experience time). This energy shall be called KA (which is roughly the japanese symbol for power, this label being used since energy is used for other things in formulas).
According to the classical definition, a star's luminosity decreases according to the distance squared. According to the proper definition (mine), the odds of this KA interacting with an observer (some other particle) decrease according to the distance squared.
The important implication is that KA is travelling infinitely fast within this orb, and it is more likely to be found interacting close to the source than far away. This is nothing more than luminosity reimagined.
Implications:
Let's shoot a particle of light, matter, anything at a double slit. (As we all know, these slits must be a specific distance apart (within the "wavelength") to produce the effect.) Since it is being shot "straight on," the odds of it being found outside this line are very small to nil. Within the line, you get close to 100%. Now then, when it reaches these slits, it has equal odds of interacting with either slit. Since KA travels infinitely fast, the one particle reaches both slits at the same time.
Once it reaches the slits, the whole thing starts over again. The odds of interaction are the same for both slits (as mentioned). Once the particle travels through the slits, it is once again traveling infinitely fast. It is the ODDS that cancel or amplify the light that is seen on the other side.
[An aside: The problem with viewing light as a wave is that there is no reason for the pattern seen to be stable. The pattern of amplification should vary, shimmer, waver. Because there is no reason for the wavelengths to continually line up.]
Final implication:
There is a metronome for the universe. While time may be relative, the time we experience is ticked off in a minimum unit of time. This is necessary for the odds to work. The odds must be computed using this metronome. Since a metronome ticks off the time, this is why the pattern does not waver. Because the odds keep getting calculated AT THE SAME TIME from both slits.
Wam, bam, this one's in the bag. Nobel prize please.
edit: Best implication: Faster than "light" travel should be entirely possible. It is not light that is slow, it is the zone of interaction. But we know from entanglement that there is another way for particles to interact with each other. We must find whatever medium their zone of interaction is using.
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