Difference between revisions of "Noninvariant One-Way Velocity of Light and Particle Collisions"
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− | Recently pubblished space-time transformations between inertial systems (different from the Lorentz transormations) are reviewed. Energy and momentum are defined consistently with these new transformation laws. Formally they equal the usual relativistic expressions only in the privileged frame, but numerically they do so in all inertial frames. All the precise experimental data concerning thresholds for inelastic processes, particle masses, and so on, can thus be explained also within this new theoretical framework.[[Category:Scientific Paper]] | + | Recently pubblished space-time transformations between inertial systems (different from the Lorentz transormations) are reviewed. Energy and momentum are defined consistently with these new transformation laws. Formally they equal the usual relativistic expressions only in the privileged frame, but numerically they do so in all inertial frames. All the precise experimental data concerning thresholds for inelastic processes, particle masses, and so on, can thus be explained also within this new theoretical framework. |
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+ | [[Category:Scientific Paper|noninvariant one-way velocity light particle collisions]] | ||
[[Category:Relativity]] | [[Category:Relativity]] |
Revision as of 10:46, 1 January 2017
Scientific Paper | |
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Title | Noninvariant One-Way Velocity of Light and Particle Collisions |
Author(s) | Franco Selleri |
Keywords | Special relativity, Clock syncrhronization, Elementary particle collisions |
Published | 1996 |
Journal | Foundations of Physics Letters |
Volume | 9 |
Number | 1 |
No. of pages | 17 |
Pages | 43-60 |
Abstract
Recently pubblished space-time transformations between inertial systems (different from the Lorentz transormations) are reviewed. Energy and momentum are defined consistently with these new transformation laws. Formally they equal the usual relativistic expressions only in the privileged frame, but numerically they do so in all inertial frames. All the precise experimental data concerning thresholds for inelastic processes, particle masses, and so on, can thus be explained also within this new theoretical framework.