=> DUALITY OF TIME - 3.2.5 Poincaré Group... ngitudinal and transverse masses, but this concept of mass was redefined in 1909 as the ratio of momentum to velocity, instead of the ratio of force to acceleration. However, the concept of relativistic mass is not used anymore in Relativity, but it is considered as an invariant quantity, ...
=> DUALITY OF TIME - Chapter III: Modern Physics and Cosmology... no general validity.†Born (2012) Special Relativity led to many peculiar consequences, many of which have been experimentally verified, including: length contraction, time dilation, relativistic mass, mass-energy equivalence, a cosmological speed limit and relativity of simultaneit ...
=> DUALITY OF TIME - 5.3.3.2 Method I (Abrupt Change in the Inner Time)... ation because it is an abrupt change, since the change in the outward time is zero, and here we consider , since the apparent velocity does not change in this case, but we will also discuss relativistic mass in section 3.3.4 below; thus we get: (5.9) The difference between the above two ca ...
=> DUALITY OF TIME - 5.3.3 Deriving the Mass-Energy Relation... rticle during the infinitesimal time interval , and it is given by the dot product of force and displacement : (5.5) Thus: (5.6) Now if we assume mass is constant, so that: (we will discuss relativistic mass further below), we will get: (5.7) Read Other Books: The Single Mona ...
=> ULTIMATE SYMMETRY - III.2.2 Method I (abrupt change of
speed in the inner time):... to zero and , respectively, and since the change in the outward time is zero, and here we also consider , since the apparent velocity does not change in this case, but we will also discuss relativistic mass in section III.2.5 below; thus we obtain: (3.9) The difference ...
=> ULTIMATE SYMMETRY - III.2.1 The classical kinetic energy
(in the normal time):... , and it is given by the dot product of force and displacement : (3.5) thus: (3.6) Now if we assume mass to be constant, so that: (and we will discuss relativistic mass further in section III.2.5 below), we will get: (3.7) So in th ...
=> ULTIMATE SYMMETRY - III.2 Space-Time Diffeomorphism and
Mass-Energy Equivalence... ngitudinal and transverse masses, but this concept of mass was redefined in 1909 as the ratio of momentum to velocity, instead of the ratio of force to acceleration. However, the concept of relativistic mass is not used anymore in Relativity, but it is considered as an invariant quantity, ...
=> ULTIMATE SYMMETRY - Contents... e): III.2.2 Method I (abrupt change of speed in the inner time): III.2.3 Method II (generating mass in the inner time): III.2.4 Note I (super-symmetry and pair production): III.2.5 Note II (relativistic mass): III.2.6 Note III (the mass-energy duality): III.2.7 Note IV (the effective mass) ...
=> THE DOT POSTULATE - The classical kinetic energy (in the normal time):... (8) Now if we assume mass to be constant, so that: (and we will discuss relativistic mass further in section 6.2.4 below), we will get: ...
=> TIME CHEST - 3.4.3 Space-Time Diffeomorphism and
Mass-Energy Equivalence... ngitudinal and transverse masses, but this concept of mass was redefined in 1909 as the ratio of momentum to velocity, instead of the ratio of force to acceleration. However, the concept of relativistic mass is not used anymore in Relativity, but it is considered as an invariant quantity, ...
=> THE DOT POSTULATE - Method I (abrupt change of speed in the inner time):... to zero and , respectively, and since the change in the outward time is zero, and here we also consider , since the apparent velocity does not change in this case, but we will also discuss relativistic mass in section 6.2.4 below; thus we obtain: ...
=> THE DOT POSTULATE - Contents... s-Energy Equivalence Relation: The classical kinetic energy (in the normal time): Method I (abrupt change of speed in the inner time): Method II (generating mass in the inner time): Note I (relativistic mass): Note II (the mass-energy duality): Note III (the effective mass): Method III (th ...
=> DUALITY OF TIME - 5.3.3.8 Relativistic Mass... ts Consequences on General Relativity and Quantum Mechanics ...
=> DUALITY OF TIME - 5.3.3.6 Effective Mass... rement 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 relation to an observer moving at a ...
=> DUALITY OF TIME - 5.3.3.4 Note on Relativistic Mass... quences on General Relativity and Quantum Mechanics ...
=> THE DOT POSTULATE - Note III (the effective mass):... s 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 relation to an observer moving at a ...
=> DUALITY OF TIME - Contents... bsp; Classical Kinetic Energy (in the Normal Time) 5.3.3.2 Method I (Abrupt Change in the Inner Time) 5.3.3.3 Method II (Generating Mass in the Inner Time) 5.3.3.4 Note on Relativistic Mass 5.3.3.5 Wave-Particle Duality 5.3.3.6 Effective Mass 5.3.3.7 Met ...
=> ULTIMATE SYMMETRY - III.2.7 Note IV (the effective mass):... s 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 relation to an observer moving at a ...
=> ULTIMATE SYMMETRY - III.2.5 Note II (relativistic mass):... te and Its Consequences on General Relativity and Quantum Mechanics ...
=> THE DOT POSTULATE - Note I (relativistic mass):... ty and Quantum Mechanics ...
=> Einstein Mass-Energy Equivalence... and Creation... more on this can be found here . Einstein's Mass-Energy Equivalence Note that if we want to consider mass to be variable with speed and distinguish between rest mass: , and relativistic mass: , according to the standard equation: (4) Then we can arrive to Einstein’s eq ...
The science of Time is a noble science, that reveals the secret of Eternity. Only the Elites of Sages may ever come to know this secret. It is called the First Age, or the Age of ages, from which time is emerging.
