On Superluminal Velocities: Difference between revisions
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In the present work we investigate the Dirac equation in two dimensions for free particles and we obtain sumluminal and superluminal velocities. Studying also the above equation with zero initial mass, for Caldirola-Montaldi (C.M.) and small-distance derivative (S.D.D.) model, we prove the existence of superluminal velocities. | In the present work we investigate the Dirac equation in two dimensions for free particles and we obtain sumluminal and superluminal velocities. Studying also the above equation with zero initial mass, for Caldirola-Montaldi (C.M.) and small-distance derivative (S.D.D.) model, we prove the existence of superluminal velocities. | ||
[[Category:Expansion Tectonics]] | [[Category:Scientific Paper|superluminal velocities]] | ||
[[Category:Expansion Tectonics|superluminal velocities]] | |||
Latest revision as of 21:46, 1 January 2017
| Scientific Paper | |
|---|---|
| Title | On Superluminal Velocities |
| Author(s) | Asterios Jannussis, S Baskoutas |
| Keywords | superluminal velocities, free particles, zero initial mass, small-distance derivative |
| Published | 1997 |
| Journal | None |
| Pages | 339-346 |
Abstract
In the present work we investigate the Dirac equation in two dimensions for free particles and we obtain sumluminal and superluminal velocities. Studying also the above equation with zero initial mass, for Caldirola-Montaldi (C.M.) and small-distance derivative (S.D.D.) model, we prove the existence of superluminal velocities.