“Ferent energy–momentum equation for a Matter particle and a Dark Matter particle:”
Adrian Ferent
The energy–momentum relation, or relativistic energy in terms of momentum is the relativistic equation relating total energy, relativistic energy to invariant mass, the rest mass and momentum.
The energy–momentum relation is the extension of mass–energy equivalence for bodies or systems with non-zero momentum.
It can be written as the following equation:
Einstein mass-energy equivalence equation E=mc^2 is wrong because does not contains Dark Matter
‘The Ferent factor is the Lorentz factor where the speed of the photon is replaced by the Dark photon speed”
Adrian Ferent
“Ferent’s Dark Matter mass-energy equivalence equation: E = mdvp^2”
Adrian Ferent
Because elementary particles contain Dark Matter:
“The particle energy E, is the sum of Matter energy and Dark Matter energy:
E = Em + Ed”
Adrian Ferent
”Ferent’s mass–energy equivalence equation: E=mc^2 + mdvp^2 “
Adrian Ferent
Mass–energy equivalence equation E=mc^2: anything having Mass has an equivalent amount of Energy and vice versa.
“Two important walls:
The Ferent wall: here at time t = 1.294 × 10^(-86) s were created Dark Matter, Dark Photons and Gravitons.
The Planck wall: here at time t = 5.391 × 10^(-44) s were created Matter and Photons”
Adrian Ferent
“The elementary particles contain Dark Matter”
Adrian Ferent
“Ferent equation for elementary particles:”
Adrian Ferent
“The electron is composed of a photon and a Dark Matter electron”
Adrian Ferent
“I discovered Dark Matter in electron and positron collision”
Adrian Ferent
DMe is the Dark Matter inside the electron
DMp is the Dark Matter inside the positron
That is why at particle accelerators the scientists do not understand what they collide, because they do not understand what the electron is!
What will happen with the electron at the speed of light?
Not the infinite mass and energy how you learned from your professors!
“The electron at the speed of light it will be broken down into high energy photon and Dark Matter electron”
Adrian Ferent
“We do not see Dark Matter energy because at light speed the Dark Matter electron energy is not released”
Adrian Ferent
“We do not see Dark Matter energy because at light speed the Dark Matter energy is not released”
Adrian Ferent
In the case of Dark Matter, the Lorentz factor is replaced by the Ferent factor:
The relativistic momentum is the definition of momentum with the mass replaced by the relativistic mass.
The combination pdvp, the relativistic momentum for Dark Matter and Dark photon speed:
This means:
The energy–momentum relation for Dark Matter particle:
Total energy is the sum of rest energy and kinetic energy, while invariant mass is mass measured in a center-of-momentum frame.
Using the energy–momentum relation for each particle:
The energy–momentum relation for Matter particle:
The energy–momentum relation for Dark Matter particle:
This means:
“Ferent energy–momentum equation for a Matter particle and a Dark Matter particle:”
Adrian Ferent
622. I am the first who discovered Ferent energy–momentum equation for a Matter particle and a Dark Matter particle
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