As a result of Cptbork's and my mutually developed thread, Bell's Theorem and Non-locality, the discussion seemingly reached an end point (I know, thank goodness, lol).
This thread is an off-shoot from that thread, as well as a new thread related to the evolution of the Infinite Spongy Universe model of Cosmology (ISU). You'll find this to be a long wordy post that most members shouldn't bother to read unless you have kept abreast of the development of the ISU cosmology over the years here at Sciforums, and are familiar with the current treatment of wave-particle duality that is unique to the model. For those of you who are up to speed, this post contains new material that I hope to incorporate into the model, but first would like to give those in the community that have followed along, a chance to weigh in, on topic. (That is said sincerely, but without knowing for sure that any member or lurker falls in the category of "up to speed").
Fleshing Out Wave-Particle Duality in the ISU
One notion that I am contemplating in regard to evolving the ISU model is that, given the model's (often posted) description of the nature of wave-particle duality, it works out that a particle's location and its momentum have a degree of overlap. That statement requires some further explanation because generally, location and momentum are considered separate measurable aspects of a given particle, not overlapping concepts. It is the general scientific consensus that we cannot measure precisely both the location and momentum of a given particle, and this addition supports that consensus, but expands it to say that neither location nor momentum can be precisely measured, given the ISU description of wave-particle duality.
To explain: Within the particle space, one portion of the constituent wave energy of the particle will have location, i.e. standing still or at rest relative to the particle boundary, by participating in momentary high density spots that have brief but finite durations. The other portion of the internal wave energy will be engaged in spherical expansion relative to the particle boundary, i.e. not standing still within the particle. The "waves in motion" portion are setting up for new high density wave intersection encounters, i.e. for participating in a batch of new high density spots that will subsequently form. And further, a portion of those new spots will form just outside of the currently existing particle boundary as they encounter inflowing wave energy. Those new "outside" spots, when netted out directionally, relative to the particle boundary, will represent motion of the particle; motion will be in the direction of the highest net energy density of new outside spots.
That is the new content. Given that description of the internal/external wave action associated with the presence of a particle, there is no clear complete location when location is defined as the internal location of the high density spots existent at a given instant, because those spots represent only a portion of the particles total energy. Correspondingly, there is no clear momentum when momentum is defined as the motion of the entire complex standing wave pattern, because there is always a portion of the energy associated with the standing wave pattern that is not moving with the pattern, i.e. the momentary high density spots. The particle both rests and moves depending on which portion of the internal wave energy composition you refer to.
Background on the nature of wave-particle duality from previous posts and threads:
Note that this is a description of quantum action at the micro level, but you must also be up to speed on the macro level which describes the decay of the dense state wave energy of a Big Crunch into the generally stable known particles in the mature big bang arena. Those are the particles that participate at the micro level, and that are involved in this discussion of particle location and momentum.
Rather than try to link to the pertinent previous threads and posts, some background here might be informative. At the micro level, wave-particles in the ISU have an internal composition that consists of the on-going wave action of a huge number of tiny foundational waves, within the particle space. Particles are composed of standing wave patterns, and the standing waves have two components, directionally inflowing wave energy (from surrounding particles and objects) and spherically out flowing wave energy (that leaves the particle space and becomes the inflowing wave energy component of surrounding particles and objects).
The internal wave action occurs as a result of the high number of tiny inflowing and out flowing waves that make up the complex standing wave pattern. The wave components are continually intersecting within the particle, and when they intersect, they form hypothetical high density spots because the wave energy of each individual wave is momentarily added together when the waves intersect. I say momentarily, because there is a time delay between the point of intersection and the point in time when the high density spot produces its subsequent spherically out flowing counterpart. That time delay is caused by a period of compression of the wave energy of each parent wave as they intersect, and each such intersection results in a new spherical wave out of the high density spot.
This thread is an off-shoot from that thread, as well as a new thread related to the evolution of the Infinite Spongy Universe model of Cosmology (ISU). You'll find this to be a long wordy post that most members shouldn't bother to read unless you have kept abreast of the development of the ISU cosmology over the years here at Sciforums, and are familiar with the current treatment of wave-particle duality that is unique to the model. For those of you who are up to speed, this post contains new material that I hope to incorporate into the model, but first would like to give those in the community that have followed along, a chance to weigh in, on topic. (That is said sincerely, but without knowing for sure that any member or lurker falls in the category of "up to speed").
Fleshing Out Wave-Particle Duality in the ISU
One notion that I am contemplating in regard to evolving the ISU model is that, given the model's (often posted) description of the nature of wave-particle duality, it works out that a particle's location and its momentum have a degree of overlap. That statement requires some further explanation because generally, location and momentum are considered separate measurable aspects of a given particle, not overlapping concepts. It is the general scientific consensus that we cannot measure precisely both the location and momentum of a given particle, and this addition supports that consensus, but expands it to say that neither location nor momentum can be precisely measured, given the ISU description of wave-particle duality.
To explain: Within the particle space, one portion of the constituent wave energy of the particle will have location, i.e. standing still or at rest relative to the particle boundary, by participating in momentary high density spots that have brief but finite durations. The other portion of the internal wave energy will be engaged in spherical expansion relative to the particle boundary, i.e. not standing still within the particle. The "waves in motion" portion are setting up for new high density wave intersection encounters, i.e. for participating in a batch of new high density spots that will subsequently form. And further, a portion of those new spots will form just outside of the currently existing particle boundary as they encounter inflowing wave energy. Those new "outside" spots, when netted out directionally, relative to the particle boundary, will represent motion of the particle; motion will be in the direction of the highest net energy density of new outside spots.
That is the new content. Given that description of the internal/external wave action associated with the presence of a particle, there is no clear complete location when location is defined as the internal location of the high density spots existent at a given instant, because those spots represent only a portion of the particles total energy. Correspondingly, there is no clear momentum when momentum is defined as the motion of the entire complex standing wave pattern, because there is always a portion of the energy associated with the standing wave pattern that is not moving with the pattern, i.e. the momentary high density spots. The particle both rests and moves depending on which portion of the internal wave energy composition you refer to.
Background on the nature of wave-particle duality from previous posts and threads:
Note that this is a description of quantum action at the micro level, but you must also be up to speed on the macro level which describes the decay of the dense state wave energy of a Big Crunch into the generally stable known particles in the mature big bang arena. Those are the particles that participate at the micro level, and that are involved in this discussion of particle location and momentum.
Rather than try to link to the pertinent previous threads and posts, some background here might be informative. At the micro level, wave-particles in the ISU have an internal composition that consists of the on-going wave action of a huge number of tiny foundational waves, within the particle space. Particles are composed of standing wave patterns, and the standing waves have two components, directionally inflowing wave energy (from surrounding particles and objects) and spherically out flowing wave energy (that leaves the particle space and becomes the inflowing wave energy component of surrounding particles and objects).
The internal wave action occurs as a result of the high number of tiny inflowing and out flowing waves that make up the complex standing wave pattern. The wave components are continually intersecting within the particle, and when they intersect, they form hypothetical high density spots because the wave energy of each individual wave is momentarily added together when the waves intersect. I say momentarily, because there is a time delay between the point of intersection and the point in time when the high density spot produces its subsequent spherically out flowing counterpart. That time delay is caused by a period of compression of the wave energy of each parent wave as they intersect, and each such intersection results in a new spherical wave out of the high density spot.