criticisms of the einstein field equation - Alpha Institute for Advanced ...

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R 2 323 = 2 sin2 ϑ G M c 2 r R 2 332 = −R 2 323 R 3 003 = G M 2 G M − c 2 r R 3 030 = −R 3 003 c 4 r 4 G M R 3 113 = − r2 (2 G M − c2 r) R 3 131 = −R 3 113 R 3 2 G M 223 = − c2 r R 3 232 = −R 3 223 Ricci Tensor ———— all elements zero Ricci Scalar Rsc = 0 Bianchi identity (Ricci cyclic equation Rκ [µνσ] = 0) ———— o.k. Einstein Tensor ———— all elements zero Hodge Dual of Bianchi Identity ———— (see charge and current densities) 4.4. EXACT SOLUTIONS OF THE EINSTEIN FIELD EQUATION 148
CHAPTER 4. VIOLATION OF THE DUAL BIANCHI IDENTITY . . . 0 i0 Scalar Charge Density (-R i ) ρ = 0 i µj Current Density Class 1 (-R µ ) J1 = 0 J2 = 0 J3 = 0 i µj Current Density Class 2 (-R µ ) J1 = 0 J2 = 0 J3 = 0 i µj Current Density Class 3 (-R µ ) J1 = 0 J2 = 0 J3 = 0 4.4.3 General Crothers metric This is a general spherical symmetric metric with a general function C(r). It does not describe a vacuum in general since Ricci and Einstein tensors are different from zero. Coordinates x = ⎛ ⎜ ⎝ t r ϑ ϕ ⎞ ⎟ ⎠ 149
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CRITICISMS OF THE EINSTEIN FIELD EQ
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Preface This monograph evolved out
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PREFACE in which the structure of t
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Contents 1 Introduction 5 2 A Revie
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CONTENTS 4.4.38 Perfect spherical f
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Chapter 1 Introduction by Myron W.
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CHAPTER 1. INTRODUCTION dynamics, d
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Chapter 2 A Review of Einstein Cart
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CHAPTER 2. A REVIEW OF EINSTEIN CAR
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Bibliography [1] M. W. Evans, “Ge
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Chapter 3 Fundamental Errors in the
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CHAPTER 3. FUNDAMENTAL ERRORS IN TH
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Current Density J 2 , J 3 CHAPTER 4
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CHAPTER 4. VIOLATION OF THE DUAL BI
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Current Density J 1 CHAPTER 4. VIOL
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Charge Density ρ CHAPTER 4. VIOLAT
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Current Density J 3 Charge Density
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Current Density J 1 Current Density
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Charge Density ρ Current Density J
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Metric CHAPTER 4. VIOLATION OF THE
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R 0 201 = CHAPTER 4. VIOLATION OF T
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R 1 003 = − CHAPTER 4. VIOLATION
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R 1 301 = R 1 302 = R 1 303 = R 1 3
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R 3 001 = CHAPTER 4. VIOLATION OF T
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G 12 = G 13 = CHAPTER 4. VIOLATION
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Bibliography [1] M. W. Evans, "Gene
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Chapter 5 Einstein’s Great Contri
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