1993
DOI: 10.1016/0375-9474(93)90041-u
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Excitation energy dependence of charge odd-even effects in the fission of 238U close to the fission barrier

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Cited by 50 publications
(48 citation statements)
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“…As there exists a clear decrease of the even-odd effect with increasing excitation energy at saddle [23,24] and a prediction for an increasing energy release between saddle and scission with the Coulomb parameter [5,10], it is conventionally assumed that the decrease in even-odd effect with the fissility or with the Coulomb parameter is due to the increase in dissipated energy from saddle to scission. However, figures 1 and 3 show that the global even-odd effect is correlated also with other parameters which are not directly connected to the energy dissipated between saddle and scission; the fissility x and the average asymmetry < a > of the fragment distribution.…”
Section: Global Even-odd Staggering and Dissipated Energymentioning
confidence: 99%
“…As there exists a clear decrease of the even-odd effect with increasing excitation energy at saddle [23,24] and a prediction for an increasing energy release between saddle and scission with the Coulomb parameter [5,10], it is conventionally assumed that the decrease in even-odd effect with the fissility or with the Coulomb parameter is due to the increase in dissipated energy from saddle to scission. However, figures 1 and 3 show that the global even-odd effect is correlated also with other parameters which are not directly connected to the energy dissipated between saddle and scission; the fissility x and the average asymmetry < a > of the fragment distribution.…”
Section: Global Even-odd Staggering and Dissipated Energymentioning
confidence: 99%
“…(16). Such an approach assumes that the series expansions of the overlap and Hamiltonian kernels converge rapidly.…”
Section: B Reduction Of the Symmetric Moment Expansion To A Schrödinmentioning
confidence: 99%
“…However, there are some experimental indications that pairs are broken during the fission process. For instance, manifestations of proton pair breaking are observed in 238 U and 239 U nuclei for an excitation energy of 2.3 MeV above the barrier: first the proton odd-even effect observed in the fragment mass distributions decreases exponentially for an excitation energy slightly higher than 2.3 MeV [16] and then the total kinetic energy drops suddenly [17,18]. Some theoretical calculations have studied the dissipation during the fission process, most of them are based on a semi-classical formalism such as Focker-Plank equations [19][20][21], or Hamiltonian equations with one body dissipation and two-body viscosity [22,23], or Langevin equations [24,25].…”
Section: Introductionmentioning
confidence: 99%
“…The bremsstrahlung photons for inducing photofission have been attributed to a minimum threshold, such as approximately 5 -6 MeV [15] [16]. Ultra-intense lasers on the order of approximately 10 20 W/cm 2 have produced bremsstrahlung photons through the generation of laser initiated plasma.…”
Section: Background Of Photofissionmentioning
confidence: 99%