About Dark Matter and the Nature of Elementary Particles
On this website you can read in depth about a dark matter particle. The particle has no spatial dimensions (no length, no width and no height), it is a dimensional basic particle. Therefore it gets the following name: dimensional basic (db or ). The article first describes an outline of the observed conflicts within quantum mechanics. After that, the theory of the will be described, followed by the consequences for the photon, the electron, the quarks, the protons, neutrons, the more complex particles, the nature of electromagnetic fields and some cosmology.
The theory of the by Gerhard Jan Smit and Jelle Ebel van der Schoot † explains all forces.
The formula for the extent of curvature around a is:
In the formula: x,y,z are coordinates in spacetime [m], Kr = curvature [m-1].
DB Physics
Main article:
About Dark Matter and the Nature of Elementary Particles.pdf
De Corpore Fusco et Natura Particularum Primigenarum.pdf
De la Matière Noire et la Nature des Particules Élémentaires.pdf
О Темной Материи и Природе Элементарных Частиц.pdf
Over donkere materie en de aard van elementaire deeltjes.pdf
Sobre materia oscura y la naturaleza de las partículas elementales.pdf
Sulla Materia Oscura e la Natura delle Particelle Elementari.pdf
Über Dunkle Materie und die Natur der Elementarteilchen.pdf
Additions:
About gravitation in relation to curvature.pdf
Coding the dimensional basic.pdf
About the energy of the photon in relation to curvatures.pdf
About the refraction of light.pdf
About the nature of curvatures and their influence on space time.pdf
About Hawking radiation.pdf
What about dark energy and dark matter.pdf
About the apparent mass of the neutron and the proton.pdf
De mole simulata neutri et proti.pdf
Short memorandum about quantumfieldtheory.pdf
Positron Emission Tomography seen in a new light.pdf
About field lines in a magnetic field.pdf
Metric Science
Metric Science.pdf
Metrische Wetenschap.pdf
Program code (TXT):
dbmove.bas newton.cpp einstein.cpp
Dark Matter Particle
The Dark Matter Particle.pdf
The theory of the by Gerhard Jan Smit and Jelle Ebel van der Schoot † explains all forces.
The formula for the extent of curvature around a is:
In the formula: x,y,z are coordinates in spacetime [m], Kr = curvature [m-1].
Downloads
DB Physics
Main article:
About Dark Matter and the Nature of Elementary Particles.pdf
De Corpore Fusco et Natura Particularum Primigenarum.pdf
De la Matière Noire et la Nature des Particules Élémentaires.pdf
О Темной Материи и Природе Элементарных Частиц.pdf
Over donkere materie en de aard van elementaire deeltjes.pdf
Sobre materia oscura y la naturaleza de las partículas elementales.pdf
Sulla Materia Oscura e la Natura delle Particelle Elementari.pdf
Über Dunkle Materie und die Natur der Elementarteilchen.pdf
Additions:
About gravitation in relation to curvature.pdf
Coding the dimensional basic.pdf
About the energy of the photon in relation to curvatures.pdf
About the refraction of light.pdf
About the nature of curvatures and their influence on space time.pdf
About Hawking radiation.pdf
What about dark energy and dark matter.pdf
About the apparent mass of the neutron and the proton.pdf
De mole simulata neutri et proti.pdf
Short memorandum about quantumfieldtheory.pdf
Positron Emission Tomography seen in a new light.pdf
About field lines in a magnetic field.pdf
Metric Science
Metric Science.pdf
Metrische Wetenschap.pdf
Program code (TXT):
dbmove.bas newton.cpp einstein.cpp
Dark Matter Particle
The Dark Matter Particle.pdf
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