Quantum time scales in alpha tunneling
arXiv:0806.1903 · doi:10.1209/0295-5075/85/20006
Abstract
The theoretical treatment of alpha decay by Gamow is revisited by investigating the quantum time scales in tunneling. The time spent by an alpha particle in front of the barrier and traversing it before escape is evaluated using microscopic alpha nucleus potentials. The half-life of a nucleus is shown to correspond to the time spent by the alpha knocking in front of the barrier. Calculations for medium and super heavy nuclei show that from a multitude of available tunneling time definitions, the transmission dwell time gives the bulk of the lifetime of the decaying state, in most cases.
LaTex, 1 figure, new comments and references added
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- Different manifestations of S-matrix poles
- Time in dissipative tunneling: subtleties and applications
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- Tunneling times and bremsstrahlung in alpha decay
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- Wheeler-DeWitt equation and the late gravitational collapse: effects of factor ordering and the tunneling scenario
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- Quantum Gravity Corrections to the Mean Field Theory of Nucleons
- Three body dwell time