Dynamical description of the moments of the energy distribution of fission fragments and scission of a fissile nucleus

Борунов, М. В.; Nadtochy, P. N.; Адеев, Г. Д.

doi:10.1134/s106377880711004x

Cited by 2 publications

(1 citation statement)

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“…One of the most promising tools for theoretical investigation of the nuclear dissipation is a dynamical model of fission based on the multi-dimensional Langevin equations [1] or recently developed Metropolis walk treatment [2,3]. During the last decade we performed investigations of different properties of fissioning nuclei in three-dimensional (3D) Langevin model [4][5][6][7] and a good description of experimental data was obtained [6,[8][9][10][11]. We have recently proposed a four-dimensional (4D) dynamical Langevin model featuring three shape and an orientation (K-mode, or tilting coordinate) degrees of freedom as collective coordinates [12][13][14].…”

Section: Introductionmentioning

confidence: 99%

Investigation of dissipation in the tilting degree of freedom from four-dimensional Langevin dynamics of heavy-ion-induced fission

Nadtochy¹,

Ryabov²,

Адеев³

2015

J. Phys. G: Nucl. Part. Phys.

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A four-dimensional dynamical model based on Langevin equations was applied to calculate a wide set of experimental observables for heavy fissioning compound nuclei. Three collective shape coordinates plus the tilting coordinate were considered dynamically from the ground state deformation to the scission into fission fragments. A modified one-body mechanism for nuclear dissipation with a reduction coefficient ks of the contribution from a ‘wall’ formula was used for shapes parameters. Different possibilities of deformation-dependent dissipation coefficient for the tilting coordinate ( ) were investigated. Presented results demonstrate that the influence of the ks and γK parameters on the calculated quantities can be selectively probed. The nuclear viscosity with respect to the nuclear shape parameters influences the , the fission fragment mass–energy distribution parameters, and the angular distribution of fission fragments. At the same time the viscosity coefficient γK affects the angular distribution of fission fragments only. The independence of anisotropy on the fission fragment mass is found at both Langevin calculations performed with deformation-dependent and constant γK coefficients.

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