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Top Pages Related to: Kinetic Energy

  • => Einstein Mass-Energy Equivalence
  • ... rresponds to rest, nonexistence or vacuum), then in total it may move a distance:  (6) Because it performed no distance during . Therefore, this average velocity is given by:  (7) And its kinetic energy will be given by same standard classical equation (3): , because its change is smooth ...


  • => DUALITY OF TIME - 5.3.3.7  Method III (from the Definition of Momentum)
  • ... at the speed of light as a result of the instantaneous coupling between the geometrical points which constitutes the particle of mass (thus and in the inner time), and in the outer time the kinetic energy is generated as this mass moves gradually so its apparent velocity changes by , which ...


  • => DUALITY OF TIME - 5.3.4  Relativistic Energy-Momentum Relation
  • ... tential energy is released, in nuclear interactions for example, this means that it has been converted from the inner level of time where it behaves like mass into the outer level to become kinetic energy. In other words: the absorption and emission of energy or radiation, nuclear interact ...


  • => ULTIMATE SYMMETRY - III.2.2 Method I (abrupt change of speed in the inner time):
  • ... p;  (3.9)   The difference between the above two cases that result in equations 3.8 and 3.9 is demonstrated in Figure III.2, where in the first case the integration that gives the kinetic energy  is the area of the triangle below the gradual arrow (1), while in the second ca ...


  • => ULTIMATE SYMMETRY - III.2.6 Note III (the mass-energy duality):
  • ... energy, are some spatial and temporal superposition of these two primordial states of their metaphysical constituents, so some particles will be heavier than others, and some will have more kinetic energy. In any closed system, such as an isolated particle, atom, or even objects, the contr ...


  • => ULTIMATE SYMMETRY - III.2.7 Note IV (the effective mass):
  • ... se to , its instantaneous velocity is always zero: , at the actual time of measurement, and its mass will still be the same rest mass: , because it is only detected as a particle, while its kinetic energy will be given by its relativistic mass: , and then its total energy equivalence, with ...


  • => ULTIMATE SYMMETRY - III.2.8 Method III (the total relativistic energy):
  • ... nbsp;as a result of the instantaneous coupling between the geometrical points which constitute the particle of mass  (thus  and  in the inner time), and in the outer time the kinetic energy  is generated as this mass  moves gradually so its apparent velocity change ...


  • => ULTIMATE SYMMETRY - III.2.9 Method IV (complex momentum and energy-momentum relation)
  • ... nergy  is released, in nuclear interactions for example, this means that it has been released from the inner levels of time where it is captured as mass, into the outer level to become kinetic energy or radiation. In other words: the absorption and emission of energy or radiation, nuc ...


  • => DUALITY OF TIME - 1.3.7.1  Collapse of Wave Function
  • ... time, objects and particles are a mixture, or superposition, of these two primordial states of wave-particle duality, so some particles will be heavier than others, and some will have more kinetic energy than others. In any closed system, such as an isolated particle, atom, or even object ...


  • => DUALITY OF TIME - Contents
  • ... nd Aether 5.2.4  The Arrow of Time 5.3.1  Locality and the Speed of Light 5.3.2  Deriving Lorentz Factor 5.3.3  Deriving the Mass-Energy Relation 5.3.3.1  Classical Kinetic Energy (in the Normal Time) 5.3.3.2  Method I (Abrupt Change in the Inner Time) 5.3.3.3 ...


  • => ULTIMATE SYMMETRY - Contents
  • ... morphisms III.1.5 Deriving the Principles of Special and General Relativity III.1.6 Lorentz Transformations III.2 Space-Time Diffeomorphism and Mass-Energy Equivalence III.2.1 The classical kinetic energy (in the normal time): III.2.2 Method I (abrupt change of speed in the inner time): II ...


  • => Most Visited Pages
  • ... AI ANSWERS - - Photo Gallery - DUALITY OF TIME - 1.3.7  Quantum Mechanics - The Single Monad Model of the Cosmos and Duality of Time Theory - DUALITY OF TIME - 5.3.3.1  Classical Kinetic Energy (in the Normal Time) - TIME CHEST - Conclusion - TIME CHEST - Book Title - ULTIMATE S ...


  • => DUALITY OF TIME - 5.3.3  Deriving the Mass-Energy Relation
  • ... gives the relativistic (effective) mass equation and the relativistic energy equation 5.15, as will be explained further in section 3.2 and section 3.3.8. In normal classical mechanics, the kinetic energy is the work done in accelerating a particle during the infinitesimal time interval , ...


  • => DUALITY OF TIME - 5.3.3.5  Wave-Particle Duality
  • ... rticles are some spatial and temporal superposition of these two primordial states of their metaphysical constituents, so some particles will be heavier than others, and some will have more kinetic energy. In any closed system, such as an isolated particle, atom, or even objects, the contr ...


  • => THE DOT POSTULATE - Contents
  • ... ant Problem: 5.5.  Origin of Mass 6.  Deriving the Principles of Special and General Relativity: 6.1.  Lorentz Transformations: 6.2.  The Mass-Energy Equivalence Relation: The classical kinetic energy (in the normal time): Method I (abrupt change of speed in the inner time): Method II ...


  • => THE DOT POSTULATE - 6.2.  The Mass-Energy Equivalence Relation:
  • ... zero to . Otherwise, when we consider  to be real continuous in time, we will get the gradual change which produces the triangular integration with the factor of half that gives the normal kinetic energy . Based on this metaphysical behavior in the inner levels of time, we will provide in ...


  • => DUALITY OF TIME - 5.3.3.6  Effective Mass
  • ... very close to , at the time of measurement its instantaneous velocity is always zero: , and its mass will still be the same rest mass: , because it is only detected as a particle, while its kinetic energy will be given by its relativistic mass: , and then its total energy equivalence, with ...


  • => THE DOT POSTULATE - Method I (abrupt change of speed in the inner time):
  • ...        (11)   The difference between the above two cases that result in equations 9 and 11 is demonstrated in Figure 6.2.1, where in the first case the integration that gives the kinetic energy  is the area of the triangle below the gradual arrow (1), while in the second case i ...


  • => THE DOT POSTULATE - Note II (the mass-energy duality):
  • ... energy, are some spatial and temporal superposition of these two primordial states of their metaphysical constituents, so some particles will be heavier than others, and some will have more kinetic energy. In any closed system, such as an isolated particle, atom, or even objects, the contr ...


  • => THE DOT POSTULATE - Note III (the effective mass):
  • ... se to , its instantaneous velocity is always zero: , at the actual time of measurement, and its mass will still be the same rest mass: , because it is only detected as a particle, while its kinetic energy will be given by its relativistic mass: , and then its total energy equivalence, with ...


  • => THE DOT POSTULATE - Method III (the total relativistic energy):
  • ... ed of creation  as a result of the instantaneous coupling between the geometrical points which constitute the particle of mass  (thus  and  in the inner time), and in the outer time the kinetic energy  is generated as this mass  moves gradually so its apparent velocity changes by , w ...


  • => THE DOT POSTULATE - Method IV (complex momentum and energy-momentum relation)
  • ... al energy  is released, in nuclear interactions for example, this means that it has been released from the inner levels of time where it is captured as mass, into the outer level to become kinetic energy or radiation. In other words: the absorption and emission of energy or radiation, nuc ...



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    • ... ear interactions, or even the acceleration and deceleration of mass, are simply conversions between the inner and outer levels of time, or space and time, respectively. Eight centuries ago, IBN AL-ARABI described this amazing observation by saying: “Space is rigid time, and time is liqui ...


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    • ... rbolic numbers, which is why the contribution of the imaginary term appears here as negative in equation 20. As we discussed in section 5.3, when we do not realize the discrete structure of space-time geometry that results from this genuinely-complex nature of time, the Duality of Time The ...


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    • ... Symmetry =>:

    • ... e described in sections 5.1 and 6.1 above (or Figures: 5 and 6.1), energy and momentum will be also complex and hyperbolic. This significant conclusion, that is a result of the new discrete symmetry, will introduce an essential modification on the relativistic energy-momentum equation whic ...


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