|NEWTON EINSTEIN KIEKENS GRAVITATION|
The Higgs field - Part 2
Is this all?
Letís start over again and have a better look. One vacuum marble in the Earth disappears. The hole leaved behind is filled in by outside vacuum marbles, which leave behind still more still smaller holes. The volume of the hole displaces spherically to the outside and finally reaches a mass m1 standing still 100 meters above the Earth surface. Mass m1 is dragged by the falling-into-the-hole vacuum and undergoes a tiny displacement ds1 towards the Earth. That is, mass m1 stands still with respect to the falling-into-the-hole vacuum marble sea and keeps standing still. The displacement of the vacuum equals the displacement of the masses floating in it. Take Earth acceleration at 10 m/s over these 100 meters and take rotational effects (centrifugal force due to Earth rotation) to be negligible. Constant disappearance of space marbles in matter causes ongoing displacement of vacuum and everything in it at a constant pace, embodying a constant velocity dv1. When the source of gravitation suddenly would disappear, acquired displacement would remain but further displacement would stop; there would be no remaining velocity. Acceleration then appears only when approaching (or receding from) the gravitational source makes you to enter regions of larger (smaller) displacements.
The presented view still does account for the four effects mentioned, but it would do so only for the first moment of gravitational action. As used in the radius of the Higgs boson, at the Earth surface in the first second 5 meter of vacuum sinks through the surface into the Earth, dragging along with it all matter in it. In the 2nd second another 5 meter passes the Earth surface, displacing all matter another 5 meter. A 3rd second gives a 3rd displacement of 5 meter. Total displacement 15 meters in 3 seconds. And so on.
If this was all, observed facts would not be met. Observed is, when initial at rest at 100 m above the Earth surface, the gravitational field causes a displacement of 5 meter in the first second, 15 meters in the 2nd second and 25 meters in the 3rd second, total displacement 45 m in 3 sec (rounding a = 9.81 m/s at the Earth surface to 10; s = a / 2 * t = 10 / 2 * t). When gravitation suddenly disappears, acquired velocity remains: 10 m/s at the end of the first second, 20 at the end of the 2nd and 30 m/s at the end of the 3rd second.
Newtonís law of gravitation is the simplest solution for a 2-mass system. The Newtonian gravitational law presented so far resembles a conveyor belt, displacing only at constant pace. It is no force. We are now going to install F = ma, the second law of Newton.
One vacuum marble in the Earth had disappeared - a state transition from all possible Higgs fields, all neatly filled, to one specific Higgs field with a hole in it. We marked that ongoing displacement of vacuum and everything in it embodies a constant velocity, as far as observations at dragged-by objects are concerned. At that moment the wavefunction of mass m1 standing still with respect to the dragging-by and falling-into-the-Earth vacuum, is indistinguishable from the wavefunction of mass m1 standing still to a vacuum moving with a constant downward velocity of the displacement divided by the time dt1 this had taken, dv1 = ds1/dt1 with respect to the Earth, without taking into account vacuum marble displacements. So these two wavefunctions superpose. This superposition has to be taken at every point in spacetime where marble displacement takes place.
When it comes to observation - the first characteristics of m1ís motion becoming apparent - in half of the cases it will turn out to be a displacement only, leaving behind no remnant velocity, and in the other half a velocity increment remains. When gravitation suddenly would disappear, half of the tiny velocities ds1/dt1 would remain.
When the hole-wave has passed by the environment of m1 and rearrangement of vacuum marbles in the masses and subsequently in the vacuum around them, has been completed, the superposition of all possible Higgs fields is restored again, all its fields neatly filled.
Look what happens when a second vacuum marble disappears in the Earth. Imagine a second mass m2 just next to m1 at the beginning of the second time interval dt2. Mass m2 is standing still with respect to the Earth, while m1 has velocity dv1. The time intervals are all equal. Then the second marble disappears. Suppose its hole reaches mass m2 precisely at the beginning of dt2. Mass m2 displaces over ds2 (which equals ds1 here), along with its environmental vacuum and all that is in it, including m1 with its velocity dv1. Ongoing displacement of vacuum embodies a constant velocity of m2. The wavefunction of “mass m2 dragged by the displacing vacuum” equals the wavefunction of m2 standing still with respect to the vacuum that moves with the corresponding velocity dv2 (which equals dv1 in this case), without invoking any marble displacement. When it comes to observation in half the cases it will turn out to be a velocity ds2/dt2 remaining, in the other half no velocity remains. At the end of dt2 mass m1 has velocity dv1 + dv2 (= 2 dv1) and mass m2 has velocity dv2.
Or m1 and m2 had both displaced without acquiring a velocity. Or m1 has dv1 and m2 has v=0. Or the other way around, m2 dv2 and m1 v=0.
Leading to an average velocity for m1 of (dv1 + dv2) / 2 = dv1 and dv2 /2 for m2.
In this way velocity builds up as observed and in case the source of gravity would cease, the acquired velocities will remain.
We completed the Newtonian gravitational field with Newton dynamics given by F = ma. But masses and their acquired velocities undergo SR (special relativistic) effects. When the vacuum marble field sags in, it drags along all that is in it and that traverses it, including light rays. As a result the light paths bow and the light is red or blue shifted and in doing so, they trace out the curved GR (general relativistic) coordinate system. Space IS distorted by vacuum disappearing in matter. But the subsequent rearranging while sagging in, shell after shell, restores flat Euclid space. Events that are simultaneous in the GR coordinate system can have (very) different time coordinates in the background Euclid grid. But the GR coordinate system and the background Euclid grid occupy precisely the same 4-dimensional space.
Suppose, a light ray passes by the Earth and is deflected by the Earth gravitational field. The deflection according to GR is twice the deflection according to Newton. This is confirmed by observation. In this page we keep the results of GR, half of the deflection angle is provided by the gravitation law of Newton, the other half by the effects of SR.
Consider what is left when you remove SR from GR by c approaching infinity. As far as I understand a kind of empty theory remains. That is, you only get the Newtonian gravitation in matrix form (tensor form). All extraordinary effects like the slowing down of time in strong gravitational fields will have disappeared. So I expect, SR in Newtonian gravitation also will double the angle of deflection.
The light ray pattern simulates curved space. GR's equations are right, of course, but the curvature is an electromagnetic illusion, an optical illusion. The background matrix, the background grid of vacuum marbles, is a flat uncurved Minkowski space. Rearrangement of vacuum marbles always returns to Minkowski space. The contribution of gravity to the overall curvature is zero.
Observations indicate that the overall curvature of the universe is zero, depicted in = 1.
A proposition that the expansion of the universe works the same as proposed in this storyline and doesn't contribute to curvature either, is at the end of paragraph The gravitational field and the expansional field of page 2 of THE EXPANSION OF THE UNIVERSE. That paragraph starts with a kind of video of the mechanism described in this paragraph.
Vacuum marble absorption causes local negative curvature (too little volume inside while space around remained the same). Subsequent rearrangement restores flat space.
All of space filled with marbles, at different rates disappearing at mass centers as through a drain - a stream pattern arises: gravitation. All objects in it are dragged by it, along with their velocities. If this is true, then fluid equations in flat spacetime should be equivalent to the tensors of curved space.
In accepted GR, the most complicated curvature possible that still is isotropic, has an embedding space (minimum of flat space containing the curved space) of at least 7 dimensions. While in the view proposed here the embedding space always is a 4-dimensional Euclid spacetime. It most probably are the boundary conditions of GR that have to be put far more stringent to fit in with this view.
White hole in a sink drain arxiv.org/abs/1010.1701 Does this describe something like that?
Time dilates in strong gravitational fields, causing slower reactions and lesser vacuum marble absorptions and thus weaker field.
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