International audienceTransport coefficients, such as the collective potential, inertia, friction and diffusion tensors, that are required in any dynamical description of the fission process are reviewed. These are mandatory when solving e.g. the Langevin equation that allows to follow the time evolution of a deformed, hot rotating nucleus from its formation in a heavy-ion collision up to the scission instability. The present study is carried out using a new shape parametrization which we have developed and which is based on a Fourier expansion of the nuclear shape functio
The description of deep inelastic reactions and fast fission as stochastic processes requires the nu...
The dynamics of fission of excited nuclei has been studied by solving four-dimensional Langevin equa...
A four-dimensional deformation space adapted to describe the fission dynamics of hot, rotating nucle...
International audienceTransport coefficients, such as the collective potential, inertia, friction an...
International audiencen innovative parametrization of nuclear shapes, based on a Fourier expansion o...
A stochastic approach based on four-dimensional Langevin fission dynamics is applied to the calculat...
The fission of highly excited compound nuclei formed in heavy ion induced fusion reactions has emerg...
The Langevin dynamical description of fission observables is inspired by the random evolution of sha...
International audienceThe availability of realistic potential energy landscapes in restricted deform...
A dynamical approach to the treatment of fission fragment angular distribution is developed. The app...
Antisolitons traveling on the surface of a nucleus are shown to generate highly deformed shapes. The...
The four-dimensional Langevin model was applied to calculate a wide set of experimental observables ...
We propose a new, rapidly convergent, the so-called Fourier over Spheroid (FoS), shape parametrizati...
In order to study the influence of fluctuations on various phenomena linked to heavy ion collisions,...
We have extended the Langevin equations to 4 dimensions (4D) by allowing the independent deformation...
The description of deep inelastic reactions and fast fission as stochastic processes requires the nu...
The dynamics of fission of excited nuclei has been studied by solving four-dimensional Langevin equa...
A four-dimensional deformation space adapted to describe the fission dynamics of hot, rotating nucle...
International audienceTransport coefficients, such as the collective potential, inertia, friction an...
International audiencen innovative parametrization of nuclear shapes, based on a Fourier expansion o...
A stochastic approach based on four-dimensional Langevin fission dynamics is applied to the calculat...
The fission of highly excited compound nuclei formed in heavy ion induced fusion reactions has emerg...
The Langevin dynamical description of fission observables is inspired by the random evolution of sha...
International audienceThe availability of realistic potential energy landscapes in restricted deform...
A dynamical approach to the treatment of fission fragment angular distribution is developed. The app...
Antisolitons traveling on the surface of a nucleus are shown to generate highly deformed shapes. The...
The four-dimensional Langevin model was applied to calculate a wide set of experimental observables ...
We propose a new, rapidly convergent, the so-called Fourier over Spheroid (FoS), shape parametrizati...
In order to study the influence of fluctuations on various phenomena linked to heavy ion collisions,...
We have extended the Langevin equations to 4 dimensions (4D) by allowing the independent deformation...
The description of deep inelastic reactions and fast fission as stochastic processes requires the nu...
The dynamics of fission of excited nuclei has been studied by solving four-dimensional Langevin equa...
A four-dimensional deformation space adapted to describe the fission dynamics of hot, rotating nucle...