Statistical fluctuations for the fission process on its decent from saddle to scission

Abstract

We reconsider the importance of statistical fluctuations for fission dynamics beyond the saddle in the light of recent evaluations of transport coefficients for average motion. The size of these fluctuations are estimated by means of the Kramers-Ingold solution for the inverted oscillator, which allows for an inclusion of quantum effects.

12 pages, Latex, 5 Postscript figures; submitted to PRC e-mail: [email protected] www home page: http://www.physik.tu-muenchen.de/tumphy/e/T36/hofmann.html

References in corpus (2)

• Transport coefficients for shape degrees in terms of Cassini ovaloids
• A self-consistent treatment of the dynamics of stable and unstable collective modes

Cited by in corpus (6)

• Inverted Oscillator
• Memory effects on descent from nuclear fission barrier
• Non-Markovian large amplitude motion and nuclear fission
• Quantum inverted harmonic potential
• Non-Hermitian inverted Harmonic Oscillator-Type Hamiltonians Generated from Supersymmetry with Reflections
• Non-Markovian diffusion over potential barrier in the presence of periodic time modulation