You have to give flavor and color to the Planck constant

ciencias (40)in #steemstem • 7 years ago

This work in a few words identifies the chiral mass as the fifth dimension of space, not with the traditional scalar concept of the quantity of mass, but as an elementary mass with a chiral vectorial sense, a concept that at the same time serves to explain the dual character of matter and Light.

Introduction

We assume the amount of scalar mass involved in the Planck constant, the mass identified in this paper as the Planck Mass, not because it has anything to do with the known Planck mass of the Planck units, the mass of this exercise is called the Planck Mass precisely by which is equivalent in terms of the amount of energy according to the Einstein equation, of a particle that represents the Planck constant. This mass is using only two fundamental constants such as: the Planck constant and the speed of the Light in the vacuum

Mp = Planck Mass

h = Count of Planck

c = Speed of Light

The aim of this work is that through the fifth dimension and the dual character of matter and light in nuclear physics, it can be linked to Quantum Mechanics and General Relativity.

Theme Development.

This Planck Mass of equation number one (1), until now is a simple scalar quantity that does not make sense but in the universe if it would always have it. Then we propose that this mass is involved in the content of the energy that forms an active filament that rotates at the speed of the Light in one or the other direction around a determined one, as described in Fig.1. That filament of energy has a length "h" of energy, equivalent to the amount of energy that the Planck constant has.

h = Planck constant
ħ = Reduced Planck Constant

Red = Electric LoadPositive
Blue = Negative Electric Charge

Fig. 1 Planck particle.

This whole spin electromagnetic filament, in addition to having its anti-filament or anti Planck, would form in space an annular particle that would have three faces, two of these would be parallel, flat and circular, where the strong nuclear force of said particle would be located , the third convex face would be the side face where the residual nuclear force would be located. Fig.1

Now we are going to refer to Fig.2 where what we are going to identify in this work is described as the particle of Dirac, which would exist formed by a filament of energy whose length would be precisely half the length of the Planck filament. By this a particle would be formed whose radius of energy or spin would be half-full also much shorter than the whole spin of the Planck particle, would also be counted with a respective antiparticle or anti-Dirac.

Fig.2 Dirac particle.

This same particle of Dirac in Fig.2 would be like the elementary constituent particle of the fermions and has three faces, which have a lot of analogy with the notion of color in three aspects related to the strong interaction of the Quarks, one face up, another face down and a side face, faces that when two identical particles are found are coupled in such a way forming the flow tubes.

Going to Fig.3 where it is illustrated that if a group of identical Dirac particles are organized by their parallel flat faces where the strong nuclear force is located, they will be formed as coupled stacks of those particles aligned in the direction of a spin axis or magnetic field.

They would then form a kind of flow tubes that would increase the extension of the lateral convex faces, but this would not happen to the area of the flat faces, which continue to be equally small but with a higher concentration of strong force, this due to the vectorial sum of forces or charges in the same direction and direction of the narrow flow tube of those same flat faces.

Fig.3 Flow tubes.

In this order of ideas, the flow tubes would have a certain electric charge coupled laterally and a color charge coupled at their ends. This color loading of the tips of the flow tube would be contrary to the tips of the tube. That charge of color would have an asymptotic freedom.

Then, the Quarks would be integrated by three of these flow tubes, which would remain laterally coupled by a residual force forming triplets, ie in a group of three flow tubes located in a plane. Then the Quarks would not be spherical but more or less would form a straight prism (Orthopedic) of polyhedral shape of six (6) faces formed by sticking three tubes of flow. Two parallel faces of these six represent the color charge, while the remaining four will be strong residual force. The Quarks "Up" would have two side and unequal tubes of positive electric charge coupled residual and laterally to a central flow tube that although negative, is identical in mass and scalar energy to one of the side tubes as illustrated in Fig.4 . The flow tube located at the extreme right of Fig.4 and Fig.5 represents the electric charge of the "Up" and "Down" quarks.

Fig.4 Outline of the faces and spatial form of a Quarks "UP"

The Quarks "Down" would be integrated according to Fig. 5 by a central tube that although positive, is identical in mass and scalar energy to one of the two negative side tubes. The difference between both Quarks would be: the electric charge and the mass or total energy of the respective Quarks. The two flow tubes located to the left of the Quarks of Fig.4 and Fig.5 are equal in mass and energy but of opposite sign in the electric charge. In addition, the importance of comparing these two figures lies in being able to identify that the flow tube at the far right of the

Quarks "Up" is twice the electric charge of the Quarks right "Down" but, otherwise.

Fig.5 Outline of the faces and spatial shape of a Quarks "Down"

From this moment on in this work to refer to the Quarks "Up" and "Down" forming nucleons, we want to identify them by simple bar of the colors "Green" and "Orange" respectively, that is to the Quarks "Up" by a bar Green and the Quarks "Down" by an orange bar. Each bar would then have 6 faces of different properties.

Definitely we want to understand and specify that a Quarks is like a 6 sided orthohedron, two of them parallel with different properties, would be the color charges where the respective quarks would join to form the nucleons, then a nucleon would be made up of 3 orthohedrons that together would form a prism of triangular bases and with 3 non-parallel and rectangular faces, corresponding to each Quarks.

Fig.6 shows schemas of the shape and shape that the Proton and neutron nucleons could have, as simple prisms with triangular bases that correspond to their two parallel faces.

Fig.6 Outline of the faces and proposed spatial shape of the Nucleons

Each nucleon would then have a total of 5 faces, two of them triangular and parallel that are the bases of the straight prisms that represent each nucleon and the remaining 3 faces, they would be quadrangular and not parallel to each other. Fig.6 In one of the two triangular faces of each nucleon is located the respective electrical charge of the nucleon.