einstein-cartan-evans unified field theory · faraday law of induction ' = 0 gauss law 2 0 0 0...

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Footer Area Einstein-Cartan-Evans Unified Field Theory An Overview by Horst Eckardt

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Page 1: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Einstein-Cartan-Evans

Unified Field Theory

An Overview byHorst Eckardt

Page 2: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Einstein-Cartan-Evans(ECE)Unified Field Theory

� Einstein

� (1879-1955)

� Cartan

� (1869-1951)

� Evans

� (1950)

Page 3: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Milestones of Modern Physics

� 1915 % Einstein General Relativity

� 1920-30 % Quantum Mechanics

� 1940+ % Quantum Field Theory

� 2003 % Einstein-Cartan-Evans Theory

Page 4: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Einstein’s and Cartans’ Concepts

Einstein (1915)RiemannianCurvature

Cartan(ca. 1922)Torsion

Gravitation Elektromagnetismus

Page 5: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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3 Axioms of ECE Theory

� Vector potential proportional to Cartan tetrade (a: tangent space)

� Aa=A(0)qa

� Electromagnetic field proportional to torsion

� Fa=A(0)Ta

� Energy momentum density proportional to scalar curvature (Einstein)

� R=-kTe-m

Page 6: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Electromagnetic Sector of ECETheory

AAB

ùAA

E

-L=

F+-FL-M

M-= 0w

tù x

Law Maxwell-Ampère1

Law Coulomb

Induction of LawFaraday

Law Gauss' = 0

02

0

0

0

JE

B

E

j'=0jB

E

B

m

e

r

e

re

r

=M

M-CL

=·L

==M

M+CL

==·L

tc

t

mm

x

Page 7: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Spin Connection Resonance

� Electric field (A=0):

� E=-(L+ù)Ö

� Coulomb Law:

� Resonance equation for potential

� ÄÖ+ù@LÖ+(L@ù)Ö = -ñ/g0

� Equation for forced resonances in Ö

Page 8: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Example of Resonance Amplified Potential

Page 9: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Gravitational Sector of ECE Theory

� Same field equations with

� E -> g (gravitational field)

� B -> h (gravito-magnetic field)

� Ö -> gravitational scalar potential

� A -> gravitational vector potential

� Newtonian theory: only Poisson equation

Known fromNewtonian theory

Page 10: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Consequences of ECE field equations of Dynamics

� Conservation of angular momentum explanis spiral galaxies

� Galaxies grow by mass production in the center (resonance mechanism)

� No dark matter

� No black holes (no evet horizon), only massive stars

Page 11: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Quantum Mechanical Sector ofECE Theory

� ECE wave equation + axiom 3 (R=-kT)

� Assume R=const.

� -> Dirac equation

� -> Schrödinger equation + quantum chemistry

� BUT: Wave functions are deterministic!

Page 12: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Quantum Field Theory

� Lamb shift: impact of vacuumfluctuations on atomic spectra

� ECE theory can explain Lamb shift straightforwardly

� No QED and QCD required

Page 13: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Chemistry, Solid State Physics, Biophysics

� Nearly all chemistry follows from Coulumb law

� New polarization effects possible (non- linear optics)

� Resonant structures possible (new)G Energy and information transfer

Page 14: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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Achievments of ECE Theory

� Explanation of electromagnetism on geometrical basis

� Unification with geometrical theory of gravitation (Einstein)

� Quantum mechanics and nuclear forces derived from ECE theory

� -> Unification of all forces of nature

� -> Basis for novel applications

Page 15: Einstein-Cartan-Evans Unified Field Theory · Faraday Law of Induction ' = 0 Gauss Law 2 0 0 0 0 J E B E j'=0 Bj E B m e r e r e r = M M LC-L•= == M M LC+ L•== ct t m m x

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AIAS: Alpha Institute for Advanced Study

� Virtual global instituteG interdisciplinary groupGabout 60 engineers and scientists worldwide

� Mission:Development of Grand Unified Field Theory (GUFT) and applications in electrodynamics and dynanics

� President: Myron W. EvansGWrote over 750 papers, 50 reviews and booksGDiscoverer of B(3) field 1992 (non-Abelian

electrodynamics)GScientific work on Unified Field Theory since 2003,

published in 6 monographs