Solitons in nuclear time-dependent density functional theory

Abstract

The soliton existence in sub-atomic many-nucleon systems is discussed. In many nucleon dynamics represented by the nuclear time-dependent density functional formalism, much attention is paid to energy and mass dependence of the soliton existence. In conclusion, the existence of nuclear soliton is clarified if the temperature of nuclear system is from 10 to 30 MeV. With respect to the mass dependence ${}^4$He and ${}^{16}$O are suggested to be the candidates for the self-bound states exhibiting the property of nuclear soliton.

[Invited] submitted to "Frontiers in Physics"

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Cited by in corpus (3)

• Inertial energy dissipation in nuclear dynamics
• Numerical scheme based on the spectral method for calculating nonlinear hyperbolic evolution equations
• On Lorentz-invariant 2D equations admitting long-lived localized solutions with a nontrivial structure