FOREWORD |
PREFACE TO RUSSIAN EDITION |
NOTATION |
CHAPTER 1. | THE WORLD AROUND AND BASIC PRINCIPLES OF ITS DESCRIPTIONS |
| 1.1. | Physical theory and description of a nature |
| 1.2. | World around and its description |
| 1.3. | Change of objects of the world around and its measure |
| 1.4. | Size of objects and its measure |
| 1.5. | Unhypothetical description of the world around |
CHAPTER 2. | THE BASIC PRINCIPLES OF THE MECHANICS |
| 2.1. | Movement of objects and its measure |
| 2.2. | Interaction and its description |
| 2.3. | Definition of force at different interactions |
| 2.4. | About dependence of force on acceleration |
| 2.5. | Force and energy |
CHAPTER 3. | THE BASIC PRINCIPLES OF THE DESCRIPTION OF THE CHARGED AND MAGNETIZED BODIES INTERACTIONS |
| 3.1. | Interaction of motionless charged bodies |
| 3.2. | Problems of the description of interactions of moving charged bodies |
| 3.3. | Change of force of interaction in case movement of charged body and magnet |
| 3.4. | Derivation of the Maxwell's equations from experimental bases |
| 3.5. | Differential equations for forces |
CHAPTER 4. | THE INTERACTION OF TWO MOVING CHARGED POINT BODIES |
| 4.1. | D'Alamber equation for point charge |
| 4.2. | Solutions of the D'Alamber equation |
| 4.3. | Interaction force of two bodies |
| 4.4. | Law of a relative movement of two objects |
| 4.5. | Integration of the law of a movement |
| 4.6. | Transition to classical mechanics and TR mechanics |
CHAPTER 5. | THE TRAJECTORIES OF TWO BODIES MOVEMENT |
| 5.1. | Classical trajectories |
| 5.2. | Time of movement on trajectory |
| 5.3. | Trajectory' at final velocity of interaction propagation |
| 5.4. | The hyperbolic trajectories |
| 5.5. | The parabolic-like and ellipse-like trajectories |
| 5.6. | The trajectories of repulsion and trajectories for full period |
| 5.7. | Asymptotic solutions |
CHAPTER 6. | THE FORCES OF INTERACTION OF VARIOUS BODIES ON MOVING CHARGED PARTICLE |
| 6.1. | Interaction of the charged rectangular plate on a particle |
| 6.2. | Particle movement velocity in the capacitor |
| 6.3. | Interaction force of the charged line segment and velocity of particle |
| 6.4. | . Force of moving charged particle action on magnet |
| 6.5. | Force of action of point magnet on a charged particle |
| 6.6. | Force of action of conductor with current on a charged particle |
| 6.7. | Simplified forces disregarding forms of the acting bodies |
CHAPTER 7. | APPLICATION OF THE METHOD OF FORCES FOR CALCULATION OF DIFFERENT INTERACTIONS |
| 7.1. | Energy of interaction, which depends on velocity |
| 7.2. | New integrals of movement |
| 7.3. | Method of velocity summation |
| 7.4. | Calculation of particles movement in accelerators |
| 7.5. | Calculation of results of the Bucherer's experiment |
CHAPTER 8. | APPROACH OF FORCES AND RELATIVISTIC METHOD |
| 8.1. | Ether. Theory of Relativity and Lorentz's transformations |
| 8.2. | Essence of transformations |
| 8.3. | Description of interaction of moving non-stationary systems of bodies with help of the transformations |
| 8.4. | About transformation of the wave equation |
| 8.5. | Aberration and Doppler's effect |
| 8.6. | Speed of light between moving bodies |
| 8.7. | Principle of the relativity and its meaning |
CHAPTER 9. | NEARLUMINAL MOVEMENTS INSIDE OF "BLACK HOLES" |
| 9.1. | Concept of a "black hole" as a ratio of parameters |
| 9.2. | Objects of micro- and macrocosm as "black holes" |
| 9.3. | Trajectory at a variation of radial velocity |
| 9.4. | Trajectory in case of different transversal velocities |
| 9.5. | Trajectory at change of interaction parameter |
| 9.6. | Multangular orbits |
CHAPTER 10. | SUPERLUMINAL MOTIONS |
| 10.1. | Examples of superluminal motions |
| 10.2. | Observation and interaction at superluminal velocities |
| 10.3. | Acceleration of particles bunches up to superluminal velocities |
| 10.4. | Multistage accelerators of superluminal particles |
| 10.5. | Acceleration of single particles up to superluminal velocities |
| 10.6. | Perspective of application of superluminal motions |
CHAPTER 11. | GRAVITATIONAL INTERACTIONS |
| 11.1. | Velocity of gravity propagation |
| 11.2. | Mercury perihelion precession |
| 11.3. | Interaction of many bodies |
| 11.4. | Exact solution of the axisyminetric many bodies problem |
| 11.5. | Trajectories of movement at interaction of several bodies |
| 11.6. | Central-symmetrical accretion |
DEFINITIONS OF THE BASIC CONCEPTS |
EPILOGUE |
REFERENCES |
APPENDIX 1. The program in MATHCAD environment of integration of the movement equations for ellipselike orbits |
APPENDIX 2. Initial parameters of trajectories and meaning in final calculated points |
APPENDIX 3. The program in MATHCAD environment of integration of the equations of nearluminal particle movement |
APPENDIX 4. Trajectories of movement inside the "black holes" |
APPENDIX 5. The dimensionless periods of orbits and their radiuses of pericenters |