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https://dspace.nplg.gov.ge/handle/1234/5686Full metadata record
| DC Field | Value | Language |
|---|---|---|
| dc.contributor.author | Gogsadze, Robert | - |
| dc.date.accessioned | 2012-11-12T06:15:25Z | - |
| dc.date.available | 2012-11-12T06:15:25Z | - |
| dc.date.issued | 2004 | - |
| dc.identifier.isbn | 99940-35-47-9 | - |
| dc.identifier.uri | http://www.nplg.gov.ge/dspace/handle/1234/5686 | - |
| dc.description.abstract | The monograph deals with studying of the problem raised by Einstein – on the united nature of gravitational and electromagnetic fields. On the basis of generalization of Riemannian geometry and tensor analysis a system of differential equations relative to potentiality of gravitation and electromagnetic field (GEH) has been obtained which is not a generalization of Einstein and Maxwell equations. The systems of Einstein and Maxwell equations (for curved spaces), mentioned in the monograph, have been used for calculation of characteristic parameters (tensors of energy-pulse and current) of the matter according to the solution of GEH field differential equations. | en_US |
| dc.description.tableofcontents | INTRODUCTION; CHAPTER I. ELEMENTS OF NONHOLONOMIC GEOMETRY; 1.1. SOME MAIN ELEMENTS OF RIEMANNIAN GEOMETRY; 1.1.1. ELEMENTS OF TENSOR ALGEBRA [1]; 1.1.2. INTRODUCTION OF A METRIC [1]; 1.1.3. GEODESICAL LINE [1]; 1.1.4. COVARIANT DIFFERENTIATION [1]; 1.1.5. CURVATURE TENSOR AND TENSOR OF RICHI [1]; 1.2. SOME MAIN ELEMENTS OF GEOMETRY OF NONHOLONOMIC TRANSFORMERS; 1.2.1. NONHOLONOMIC TRANSFORMATIONS NONHOLONOMIC TENSOR ALGEBRA [2,3]; 1.2.2. ELEMENTS OF NONHOLONOMIC TENSORANALYSIS [3,5]; 1.2.3. EH GROUP OF NONHOLONOMIC TRANSFORMATIONS [3,5]; REFERENCES TO CHAPTER I; CHAPTER II. ELEMENTS OF RELATIVISTIC KINEMATICS; 2.1. SOME ASPECTS OF DIFFERENTIAL EQUATIONS IN PARTIAL DERIVATIVES OF FIRST ORDER; 2.1.1. LINEAR DIFFERENTIAL EQUATIONS IN PARTIAL DERIVATIVES OF FIRST ORDER; 2.1.2. CAUCHI PROBLEM FOR QUASI-LINEAR DIFFERENTIAL EQUATION IN PARTIAL DERIVATIVES OF FIRST ORDER; 2.1.3. THE CAUCHI PROBLEM FOR NON-LINEAR DIFFERENTIAL EQUATION IN PARTIAL DERIVATIVES OF FIRST ORDER; 2.2. KINEMATICS OF NONHOLONOMIC TRANSFORMATIONS; 2.2.1. DIVISION OF METRICS INTO TIME AND SPACE PARTS; 2.2.2. DETERMINATION OF INFINITESIMALS INTERVAL OF TIME AND INFINITELY SMALL DISTANCE; 2.2.3. VELOCITY AND ACCELERATION; 2.3. KINEMATICS OF HOLONOMIC TRANSFORMATIONS; 2.3.1. TIME AND DISTANCE IN THREE-DIMENSIONAL SPACE; 2.3.2. SPEED AND ACCELERATION OF MOVING POINT; 2.4. TRANSFORMATION LAWS; 2.4.1. TRANSFORMATION OF COORDINATES; 2.4.2. TRANSFORMATION OF COORDINATES DIVIDED INTO TIME AND SPACE PARTS; REFERENCES TO CHAPTER II; CHAPTER III. ELEMENTS OF RELATIVISTIC DYNAMICS OF MATERIAL BODY; 3.1. THE LAW OF MATERIAL BODY MOTION; 3.1.1. THE LAW OF UNCHARGED MATERIAL BODY MOTION; 3.1.2. THE LAW OF CHARGED BODY MOTION [1]; 3.2. CONSERVATION LAWS; 3.2.1. CONSERVATION LAWS FOR UNCHARGED MATERIAL BODY; 3.2.2. CONSERVATION LAWS FOR A CHARGED MATERIAL BODY; 3.3. SOME COMMENTS; 3.3.1. BEHAVIOUR OF DYNAMIC CHARACTERISTICS OF A MATERIAL BODY WITH RESPECT TO HOLONOMIC TRANSFORMATIONS; REFERENCES TO CHAPTER III; CHAPTER IV. EQUATIONS OF GRAVITATIONAL- ELECTROMAGNETIC (GEH) FIELD; 4.1. THE ACTION FUNCTION AND THE SYSTEM OF EQUATIONS OF GEH FIELD; 4.1.1. THE ACTION FUNCTION OF GEH FIELD; 4.1.2. SYSTEM OF EQUATIONS RELETIVE TO AND; 4.2. CHARACTERISTICS OF THE MATERIAL WORLD; 4.2.1. ENERGY-MOMENTUM TENSOR OF THE MATTER; 4.2.2. ELECTRIC CURRENT DENSITY; 4.2.3. MATERIAL BODY; REFERENCES TO CHAPTER IV; CHAPTER V. GEH FIELD OF THE CENTRAL SYMMETRY; 5.1. SYSTEM OF EQUATIONS OF GEH FIELD OF CENTRAL SYMMETRY AND ITS GENERAL SOLUTION; 5.1.1. ACTION FUNCTION AND SYSTEM OF EQUATIONS OF GEH FIELD OF CENTRAL SYMMETRY; 5.1.2. ASYMPTOTIC BEHAVIOR OF AND INDICES WHEN; 5.1.3. STRUCTURE OF PARAMETERS AND IN THE VICINITIES OF THE CENTRAL POINT; 5.2. KINEMATICS IN GEH FIELD OF CENTRAL SYMMETRY; 5.2.1. DISTANCE BETWEEN TWO POINTS [4]; 5.2.2 TIME [4]; 5.3. ENERGY AND CHARGE DENSITIES OF GEH FIELD OF CENTRAL SYMMETRY; 5.3.1. ENERGY DENSITY [5]; 5.3.2. ELECTRIC CHARGE DENSITY [5]; 5.4. MOTION OF MATERIAL BODY IN GEH FIELD OF CENTRAL SYMMETRY; 5.4.1. MOTION OF UNCHARGED BODY WITH NON-ZERO MASS IN GEH FIELD OF CENTRAL SYMMETRY; 5.4.2. LIGHT BEAM PROPAGATION IN GEH FIELD OF CENTRAL SYMMETRY; 5.4.3. MOTION OF A CHARGED MATERIAL BODY IN GEH FIELD OF CENTRAL SYMMETRY; REFERENCES TO CHAPTER V; CHAPTER VI. SOME APPLICATIONS OF THEORY OF GEH FIELD OF CENTRAL SYMMETRY; 6.1. APPLICATION OF THE THEORY OF GEH FIELD OF CENTRAL SYMMETRY IN ASTROPHYSICS; 6.1.1. STATIC MODEL OF THE SUN; 6.1.2. MASS DENSITY AND DENSITY OF ELECTRICAL CHARGE OF THE SUN; 6.1.3. MOTION OF PLANETS; 6.1.4. PROPAGATION OF THE LIGHT - BEAM NEAR THE SUN; 6.2. THE ATOMIC NUCLEUS; 6.2.1. STRUCTURE OF ATOMIC NUCLEUS; 6.2.2.THE FORCE, INFLUENCING ON THE NUCLEON INSIDE THE HEAVY NUCLEUS; 6.2.3. THE NUCLEAR POTENTIAL IN HEAVY NUCLEI; 6.3. THE STATIONARY GEH FIELD OF AXIAL SYMMETRY, REPRESENTING A MODEL OF SPHERICAL BODY WITH MAGNETIC MOMENT; 6.3.1. PROTON STATISTICAL MODEL; 6.3.2. POTENTIAL OF STATIONARY GEH FIELD OF AXIAL SYMMETRY; 6.3.3. DENSITY OF ELECTRIC CURRENT. MAGNETIC MOMENT OF THE CURRENT; 6.3.4. MOMENT OF MOMENTUM; 6.3.5. GYRO-MAGNETIC RELATION OF PROTON; REFERENCES TO CHAPTER VI; APPENDIX; TABLES. | - |
| dc.format.extent | 242 გვ. | - |
| dc.language.iso | en | en_US |
| dc.publisher | საქართველოს პარლამენტის ეროვნული ბიბლიოთეკა | en_US |
| dc.subject | ველთა თეორია | en_US |
| dc.title | Initials of unified field theory | en_US |
| dc.type | Book | en_US |
| dc.rights.holder | საქართველოს პარლამენტის ეროვნული ბიბლიოთეკა | en_US |
| Appears in Collections: | წიგნადი ფონდი | |
Files in This Item:
| File | Description | Size | Format | |
|---|---|---|---|---|
| Gogsadze_Robert_part I.pdf | 769.59 kB | Adobe PDF |  View/Open | |
| part II.pdf | 625.28 kB | Adobe PDF |  View/Open |
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