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- Title
Klein Paradox for the Bosonic Equation in the Presence of Minimal Length.
- Authors
Falek, M.; Merad, M.; Moumni, M.
- Abstract
We present an exact solution of the one-dimensional modified Klein Gordon and Duffin Kemmer Petiau (for spins 0 and 1) equations with a step potential in the presence of minimal length in the uncertainty relation, where the expressions of the new transmission and reflection coefficients are determined for all cases. As an application, the Klein paradox in the presence of minimal length is discussed for all equations.
- Subjects
KLEIN paradox; KLEIN-Gordon equation; QUANTUM mechanics; QUANTUM fluctuations; QUANTUM theory
- Publication
Foundations of Physics, 2015, Vol 45, Issue 5, p507
- ISSN
0015-9018
- Publication type
Article
- DOI
10.1007/s10701-015-9880-y