In this work, thanks to recognizing the photon mass, discover the reason why when applying the De Broglie equation to macroscopic bodies, since its mass is very large, the wavelength associated with any movement of a body, turns out to be so small that in them
It makes it impossible to appreciate its wave characteristics when really the wavelengths had to be too large at small speeds.
Referring to De Broglie's formula, which is well known, we describe it as an introduction to the following equations number one (1) and two (2):
Looking at De Broglie's formula, it is easy to see that as the mass of the bodies or their speed increases, the wavelength decreases considerably. This is because the mass of the macroscopic bodies is very large, so the wavelength associated with a linear moment is so small that in them if you study the movement of a body, then it becomes impossible to appreciate the wave characteristics of the movement in the larger bodies.
We begin the development of the theme by describing the particles of Dirac Fig.1, which are structural particles of half-integer spin from which all matter is constituted, such as Quaks and photons. These two particles of equivalent masses are kept in pairs and are of opposite electrical charges allowing the photons to be neutral in electrical charge and with integer spins.
Dirac Particles are two that make up a pair of opposite electrical charges as shown by the colors red and blue.
Red = Positive Electric Charge
Blue = Negative Electric Charge
When these pairs acquire a quantity of vacuum movement that is at the speed of light as in photons, they try to separate and form a dipole that constitutes an electric field perpendicular to the direction of propagation. This electric direction field always perpendicular to the direction of propagation, also generates a magnetic field perpendicular to it and maintains a helicity either clockwise or counterclockwise around the axis of propagation of the photon. This helicity is the circular polarization of the photon perceived by two-dimensional studies with wave characteristics. This helicity completes 360 degrees to the propagation displacement at a wavelength and corresponds to a wave frequency cycle. The degree of helicity of a couple of Dirac in their movement retains many relationships with the intensity and electromagnetic wavelength of the photon.
The energy and what is its equivalent in mass and the linear moment of a photon depend solely on its frequency or wavelength since they move in the vacuum at the speed of light and are related by the following three expressions (3 ), four (4) and five (5):
υ = Wave frequency of the photon
λ = Photon wavelength
c = Speed of Light
h = Const. from Planck
We want to highlight an important detail of equation number four (4) and is that the mass and, consequently, the amount of movement of a photon, independent of the speed, is directly proportional to the frequency of the wave.
It is all too evident that the power of any photon depends directly on the frequency of the wave simply on a temporal coherence. But in the laser beam the power, in addition to the frequency response for the temporal coherence, is also due to the number of photons and is directly proportional to the whole number of photons that have the same wavelength, that is, it results from spatial coherence. The relationship between the total power of a laser beam and the energy of a photon must be equal to an integer that is the number of monochromatic photons that make up the laser photon.
n = Number of Monochromatic Photons of the Laser
We see that considering the laser photon as a particle, the total amount of motion of a laser photon is much greater than the amount of movement that actually retains the relationship with the wavelength and the frequency of the elemental photon not amplified by the laser.
When a photon approaches an excited electron, this photon through its dipoles practically, electrically and magnetically starts a similar photon of the electron. This expression means that there is a lateral electromagnetic attraction between the photons.
When anybody moves in one direction at a speed also any and as De Broglie said, in its movement has an associated wave seen from the wave point of view. When a body initiates a relative movement, its mass and energy begins to organize in such a relative manner that it behaves like a laser beam of very high power in one direction, whose amount of movement is exaggerated but at the expense of a spatial amplification of the amount of movement of a laser at that specific speed in which the body travels precisely. The movement of the body whatever its mass, would be initially associated with a wavelength equal to the speed of light and with a minimum amount of movement already described in a previous work that is part of all this effort we are making "Mass, Amount of Movement and Minimum Energy of the Photon"
