My first paper looking at the double slit experiment hypothesizes that the wave function could be the result of quantum entanglement. This conclusion was reached through an evaluation of the information from the original double slit experiment involving individual particles. In other words, I simply carried the original experiment one step further. Given that the hypothesis is based on information from the first experiment, it is a valid experimentally based hypothesis. The next step would be to try and experimentally validate the hypothesis. This paper outlines steps that can be added to the original double slit experiment that can be used as an initial evaluation toward proving, or disproving, my quantum entanglement hypothesis for the wave function of a particle as established in the original double slit experiment. My first paper is also posted on this blog.
The original double slit experiment is such that a single particle is independently sent toward double slits. The slits are monitored to see which one the particle goes through. The particle continues on hitting a screen leaving a dispersed particle pattern on the screen. The act of measuring the particle for the slit it travels through determines it position and in essence removes the wave function of the particle. This results in a particle only dispersion pattern on the screen. My experiment simply builds on this.
On the screen where the particle pattern has been determined, cut another double slit. This way after traveling through the first double slit and determining which slit the particle goes through, which removes the wave function, we can see if the particle still acts like a particle after traveling through the second double slit and hitting a screen behind the second double slit. The pattern on the screen after the second double slit will show us if the particle is still a particle after traveling through both double slits, or if at some point the particle obtained another wave function. If the particle obtains a second wave function the questions would be where did the wave function come from, and is it the “same” as the initial coherent particle from the original source?
It should be noted that there are multiple versions or variations that could be done with this experimental set up. For example, there could be two sets of double slits set up on the second screen after the initial set, one at each particle dispersal pattern to see if one or both of the particle dispersal patterns have the same pattern on the final screen. One additional parameter that I would add to the experiment at some point, a complete account, tracking and total count of all particles released from the source.
My initial hypothesis is that the measurement at the first set of double slits removes the wave function of the particle and that from this measurement point forward the only thing left is a particle. In my experimental setup we know that when the particle reaches the second set of double slits it is acting as a particle. This was established in the original double slit experiment. This means that there is only a particle reaching the second double slits, which is the exact same process for the first double slits. The difference is that there is no longer a guarantee of particle coherence that was established in the initial particle source. From this point forward there are only two basic things that can return a wave function to the particle, the second set of double slits, or the virtual field. But, not just any wave function can be returned, it has to be the wave function corresponding to the original coherence of the source. A return of the wave function would by necessity have to be associated with quantum mechanics. The question would be what quantum process could return a distinct or specific wave function to what is in essence a free particle. Furthermore, returning the particle to its original state established at the particle source would require energy. At this point the most likely source of this energy is the virtual field. However, removing this energy from the field would result in an energy drain from the field which in turn results in a number of other issues.
My hypothesis for this experiment is that it will show that the measurement done at the first set of double slits removes the wave function and creates a “wave-free” particle. Furthermore, the establishment of wave-free particles does not result in a significant change to current quantum physics. Rather, it simply adds another characteristic to be used and evaluated as physics moves forward. The wave function is still a part of many aspects of particle interactions thus keeping relevant parts of quantum physics intact. Having a wave-free particle is not that much different many other aspects associated with the standard model of particles.
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