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  4. Quantum physics explained by gravity and relativity
 
Zitierlink DOI
10.26092/elib/2669

Quantum physics explained by gravity and relativity

Veröffentlichungsdatum
2022-02-01
Autoren
Carmesin, Hans-Otto  
Zusammenfassung
Since Planck discovered quantization in 1900, the nature of quanta was a mystery. That problem is solved in this book. We derive the postulates of quantum physics from the equivalence principles, gravity and relativity, by analyzing the vacuum. We clarify various conundrums of quanta: We derive nonlocality. We find the origin of the Schrödinger equation. We find the origin of the probabilities of quanta. We find the basis of the Planck constant h. We find a generalized Schrödinger equation. We find the origin of quantum gravity. Using the concepts of space, time, gravity and vacuum, we discover how vacuum propagates at the velocity of light. We realize how that propagation causes quantization. We apply that propagation to the calculation of the density parameter ΩΛ of the vacuum of the universe. Our result is in precise accordance with observation, whereby we do not apply any fit. Invited to discover the nature of quanta are classes from grade 10 or higher, courses, research clubs, enthusiasts, observers, experimentalists, mathematicians, natural scientists, researchers …
Schlagwörter
Classical and Quantum Mechanics

; 

General Physics

; 

Density

; 

Gravitation

; 

Probability

; 

Quantization

; 

Quantum Gravity

; 

Quantum Mechanics

; 

Space-Time

; 

Field Theories

; 

Mechanics

; 

Physical Properties

; 

Quantum Field Theory
Verlag
Dr. Köster
Institution
andere Institution  
Dokumenttyp
Buch, Monographie
Serie(s)
Universe: Unified from Microcosm to Macrocosm  
Band
7
Seitenzahl
148
Zweitveröffentlichung
Ja
Dokumentversion
Published Version
Lizenz
Alle Rechte vorbehalten
Sprache
Englisch
Dateien
Lade...
Vorschaubild
Name

2022_Quantum_Physics_Explained_by_Gravity_and_Relativity_Carmesin_Deckblatt_pdfa1.pdf

Size

1.38 MB

Format

Adobe PDF

Checksum

(MD5):99dc38c7dd365866c903bec4dace2ee8

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