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¡+1: Mass scale



In the graph the 5 Dimotions of Mass and its 3 planes of existence in the galatom, as well as its entangled relationships with the key Universal constants. The graph is from wikipedia’s 5 fundamental properties of mass, showing the homology between 5D and classic science:

Mass’ 5 Ðimotions are thus self-evident and entangle according to the ‘Rashomon Effect’ mas with all the scales of the Galatom.

2 Dimotion: Locomotion

From bottom up, we observe first the Compton wavelength, which is a quantum mechanical property of a particle,equal to the wavelength of a photon whose energy is the same as the mass (mass-energy equivalence) of that particle.

The standard Compton wavelength, λ, of a particle is given by λ=h/mc.

And it relates to the speed of a mass, as follows. V=s/ð, where ð is the cyclical frequency of information or mass parameter (E=mc2+e=hƒ->Mass=h/c2 ƒ.

As mass is the frequency of rotation of a cosmic time vortex:

Thus the more information a locomotion reproduces the slower it moves.

It is the only quantum property relevant, as mass effects are hardly sensed by particles except in magnetic fields that emerge from them, and then contribute to the mass of the system.

  • Now the beauty of the scalar Universe is that it is both, background independent in its last ‘perceived’ scale but not necesarilly the last of reality, the c-constant light space-time scale of Einstein’s work, as his theory of relativity is; but it is bakcground dependent at the quantum electromagnetic scale, meaning there is below the electromagnetic scale, the gravitational last scale of reality we no longer perceive (invisible gravitation, a curvature of spacetime). So it reconciles one of the many conundrums of physics and other sciences we shall resolve here.

4Ð:  Entropy. In the human scale, mass as entropy (Death of mass) is self-evident, E=mc²

3Ð Mass reproduction, is merely that frequency of repetitive cyclical motions as an accelerated time vortex. This is perceived as inertial mass – that is the resistence of the vortex to move which is proportional to its rotational speed, in the same manner a rotational vortex is more difficult to deform and move, it has more inward inertial in its ‘divergence and curl’.

Then the 2 key ¡+1 cosmological properties:

1D: G: its curvature, which in the ideal mass (a minimal cosmological hole), is the Schwarzschild radius, with a c-speed cuvature, which ‘finally’ converts lineal light into a ‘membrane’ that isolates the black hole.

It defines ultimately the amount of information stored in the frequency and length of that circle, which is maximal for the black hole, ‘mind’ of the galaxy defined by that radius.

5Ð. The mass then can be also considered an attractive force that is in-form-ative, social, gathering masses into bigger lumps of social matter. And so we have the standard gravitational parameter, GM.

In that regard the key concept of mass is to be the limit of the ‘5D metric’ of the galatom in the upper, ∆+1 plane. And as such its Metric equation is as simple as the ‘Planck Unit’ of mass, albeit written as a GM² expression (to get rid of unneeded √):


The galatom is a super organism, which must follow the same metric 5Ð equation:

$(c) x ð(h) = K… in all its scales to be able to act as a super organism in which energy and information can travel through its scales.

And that is indeed the case, so we have a ‘starting’ metric for all the mathematical physics involved within the galatom.

Next comes then to classify the possible ‘Ks’, that is the scales in which the galatom interacts, as a physical organism, in the 3 ∆±¡ scales of the galatom. And this gives us immediately in the Planck system of natural units, 2 super organisms, the charge:

Q²4̦πεo= h(ð) x $ (c)

And the mass:

GM²=h(ð) x $ (c)

With our ‘thermodynamic scale’ in between.

It is then interesting, following the Disomorphic method, in which we prioritize the scales in which perception is maximal, to fully grasp what as charge and a mass is to realize that actually the product of the charge or mass for its curvature is a better meaningful concept, GM and Ke.

Since the Thermodynamic metric is PV= NkT, whereas PV plays the role of GM/Ke and NkT the role of hc, which we do NOT measure directly in our scale. Thus the mass and charge have two components equivalent to a volume in space and an inward pressure motion or gradient in time (ST), which gives us a ‘vital space’ of energy for both species.

While in the other side of the ch metrics we find for thermodynamic systems, an obvious measure of ‘speed/kinetic energy’, temperature, on the ‘large scale’, playing the role of c and a unit of ‘information’ nK, which actually is the inverse parameter of entropy.

Since the human scale is one dominant for entropic, disordering information; hence unlike the spin units for the limiting ‘ordered’ charges and masses of the quantum and cosmological scale, our unit of information or informative time arrow is entropic (measured in gases). But if we were to consider the solid state, that entropy would be decreasing and so we would talk of the inverse procedure, of creation of information by reduction of temperature.

So those are the 3 scales of the galatom, whose equations will be studied in tehefourth line in more detail, as this is an easier verbal analysis of its organic structures.


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