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**Oops, I accidentally solved quantum uncertainty.**

I've been studying and reading about quantum uncertainty. I've also been learning about the quantum vacuum (zero point field) by reading this paper:

http://www.arxiv.org/abs/physics/0205086

Now I unfortunately have opened Pandora's box. In short, I've figured out the two slit experiment. What will my parents say to their friends. "Yes, little Eric's doing OK. He got a job at McDonald's. You know the economy isn't what it used to be. Oh, and he just figured out quantum uncertainty. How's your Billy doing?"

Actually I'm a little older than I've let on but I actually do feel like I have an answer to the Heisenberg Uncertainty riddle. That a person could actually think that is a little bit frightening in itself. But I've chosen to expose myself so I will.

First, I'd like to say this paper about "Connectivity", by L.J.Nickisch and Jules Mollere, is brilliant. To me it opens up new possibilities to reexamine famous conundrums in physics. While I don't understand much of the math I do understand the concept and how it adds another level of abstraction about inertia and spin that is much needed. Perhaps one day connectivity will explain magnetic fields emanating from charges moving in a conductor rather than just through the quantum vacuum. I'm sure they are very closely related.

Connectivity has started me thinking about one of the oldest conundrums in physics - the two slit electron thought experiment that originated the quantum uncertainty principle. Just to refresh: the experiment has a source of electrons shot out one at a time going in a spread path to a plate with two slits in it. There is a detector on a wall behind this that registers the place the electron hits on the wall after coming through one of the slits. With both slits open, even though only one electron comes out at a time, the detector registers an interference pattern that would happen if the electrons exhibited a wave like pattern. With one slit closed the detector exhibits a normal probability pattern with no interference. One more thing to note: the detector makes a "click" whenever it detects an electron. So the electron is exhibiting both particle and wave properties. Finally, if a light source illuminates which slit the electron came through then the detector exhibits a particle like probability exactly like combining the effects of blocking off one slit at a time. I don't need to reiterate the uncertainty principle except to say that it says what we are observing is related to Planck's constant.

Obviously an electron can be singled out to be an individual particle, so how can an electron exhibit wavelike properties as well as particle properties and why would electromagnetic radiation cause wavelike properties to revert to particle characteristics? I think Connectivity has the answer.

In the case where the electrons come through both slits and exhibits interference pattern on the detector:

When an electron comes from the source at an undetermined angle it moves at a finite velocity in the direction toward the wall. While it does this it also has Zitterbewegung lateral movement at the speed of light. This is its spin at one level lower of abstraction. This Zitterbewegung wander causes the particle to exchange energy continuously with the ZPF. Just as any mass (in the classical sense) distorts the ZPF because of energy interchange the electron distorts the ZPF. But in this particular case, because the electron is just a point charge, the effect on the ZPF is non-random and homogeneous along the path. There is a ZPF path taken by the electron that now has lower energy density on exactly the path taken by an individual electron. This can be interpreted as an energy gradient to either side along this path. There is a trough of energy left behind in the path and a higher energy ridge on either side in the ZPF. After enough electrons have carved out separate individual paths going through one or the other slit an interference pattern develops where the two slit paths intersect. Because watching single electrons is the rare event where one is watching interactions on the quantum level with the ZPF it means the quantum level of the ZPF is important and has an effect we can see. The disturbance remains in the ZPF at the quantum level.

In the case where the electrons come through just one slit there is no interference pattern because there are none of the intersections of path observed as when two slits are open.

In the case where illuminating the electrons cause them to act as particles rather than waves: In this particular case a bath of radiation is randomizing the ZPF so that the quantum level paths are no longer discernable to the electron and there is no longer the effect of compression and rarefaction in energy that the ZPF had previously.

I'd be interested in any comments.

Eric Habegger

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