Quote:
Originally Posted by N0B0DY A "fall" and its direction is dependent upon other massive objects. Even ToeQuest Member "RascalPuff"'s repellent gravity requires an applied force. So unless I missed this reference somewhere, I can't really see how your mechanics can be applied to your given scenarios. |
I suppose I've been putting off your question deliberately. Apologies. I'll admit that I'm not sure about the
cause of universal fall. Theologically speaking I might say, "Because Adam and Eve ate the forbidden fruit." But scientifically and philosophically, that isn't very satisfying.
Nor have I ignored the missing cause. The problem is that being unable to observe objects in the fourth dimension, I am forced largely to go on conjecture (not that that has stopped me up until now!!). My gut has taken me down a road that does not require "other massive objects" but I'm not sure what it requires in its place. Perhaps someone out there has some suggestions that will help. Here is what my gut says:
Thus far I have described this falling motion as a long line of descent. I have done this to simplify the concept. I have given no clear indications that the line of descent might be curved. I'll do so now. The crazy thing is, I don't believe this curve is a wide sweeping curve that circumscribes vast stretches of 4-space. On the contrary, I suspect the Present Point's line of descent through 4-space is the slightest of orbits--a miniscule, but exceedingly rapid, undulation which effects the entire hyperplane.
What is the cause of this "miniscule, but exceedingly rapid, undulation?" I'm not sure yet. I do recognize that this missing piece is the Achilles heel of this theory. I'm still thinking about it. Please let me know if you have suggestions.
Now I have promised for three nights to get out some ideas about the Standard Model. Sorry for the delay, but I only have so much time I can spend on the computer. Let me try to crank something out on this subject. It won't be pretty, but hopefully it will get the point across.
See the attached chart with quantities associated with the Standard Model for reference.
The basic particles, called generation one, consist of the electron, the electron neutrino, the positron, the electron antineutrino, the up quark, the down quark, the anti-up antiquark, and the anti-down antiquark. Of these particles, the electron, the up-quark and the down-quark constitute over 99 percent of observable matter. Quarks are always bundled together in groups of two or three, with the most common configuration being two up quarks and one down quark (the proton), or two down-quarks and one up quark (the neutron).
Generations two and three of these particles are generated by smashing electron and quark bundles together in particle accelerators. When the particles collide, they give rise to jets of particles, some of which are much more massive, highly unstable particles, appearing identical to the original particles in every respect but mass. Almost as soon as the particles appear they vanish they vanish and equilibrium is restored with everyday electrons and quark bundles.
The curious thing about the standard model of particle physics is the way we describe what is happening when these more massive particles arise from the energetic collisions. We general say that the original particles annihilate or disappear in a jet of particles. We say that some of the particles in the jet eddy forward in time and some backward in time. We also say that more massive particles arise from the jet, but that they are unstable and quickly annihilate to be replace by generation one particles.
A cartoon I saw two years ago humorously describes how we think of these collisions: In frame one, two tomatoes smash together. In frame two, a spray of pineapples, starfruit, and papaya, etc. arise from the place where the tomatoes collided. In frame three, the jet of exotic fruits collapses together, and in frame four, the two restored tomatoes have bounce off each other and are headed in different directions.
Such a description comes directly from a three-space perspective.
Let's consider it from a 4-space perspective (but again we'll have to use Flatland and 3-space as our model and modify a bit).
In this case, Flatland exists on the surface of a swimming pool. Floating on the surface of the pool is a tiny regular octahedron. The octahedron is constructed of spherical corner pieces made of foam and straws that represent the octahedron's edges. The octahedron floats on the surface on one of its triangular sides, with only a single point from each of the three corner pieces touching the water. Flatlanders viewing this configuration are convinced that what they observe are three points which are somehow bound together by an invisible force.
A child on the edge of the pool tosses another octahedron into the air and it descends upon the octahedron floating in the pool. As this happens, the force of the falling octahedron, causes the floating octahedron to break the surface, causing a larger portion of the corner pieces to be revealed to the Flatlanders. If the force of the falling octahedron were great enough, the Flatlander might perceive even more of the structure of the octahedron. His assumption might be that the thing he is observing disappears and is briefly replaced by a whole number of new and curious things (diverging and converging cross-sections of the straws, the momentary appearance of an irregular hexagon). Quite quickly, however, the octahedron would return to a state of equilibrium, and the Flatlanders would likely observe the restoration of the original particle(s).
This said, the Standard Model represents a three space interpretation of what happens to the particles. A four-space interpretation would suggest that there
are not three generations of particles, but that the so-called first generation particles, when pulled through the surface of the hyperplane, exhibit more mass. In other words, all three generations are really the same thing. What's more, some of the less common particles may represent the sliding along cross-sections of the straws. Reaching a bit farther, the search for the Higgs boson in the Large Hadron Collider, may indeed present evidence of something new (i.e. the irregular hexagon), but it can also be interpreted (perhaps more simply) as part of 4d matter's greater structure (the part that does not currently rest on the surface of the hyperplane.
If the 4d interpretation is valid, then the standard model must be rewritten because 4d structure implies that what we thought were independent and fundamental particles, are really part of a larger 4-dimensional structure.
I believe a bright mathematician might be able to determine if these things might be provable. Given the evidence from colliders world-wide, we know the energies that we have applied in particle colliders. We also know what some of the more common results of those collisions have been. By looking at the evidence, and considering this problem from a 4d perspective, we might learn some astonishing things about the nature of the hyperplane, it's motion, the nature of fundamental matter (is it 4d or not?), and the property of time.