  Some time ago the possibility of classical (without Gamow tunneling)
universal description of radioactive nuclei decay was demonstrated. Such
possibility is basis on the classical interpretation of Bohmian Psi-field
reality in Bohmian-Chetaev mechanics and the hypothesis for the presence of
dissipative forces, generated from the Gryzinski translational precession of
the charged particles spin, in Langevin- Kramers diffusion mechanism. In this
paper is present an unified model of proton, alpha decay, cluster radioactivity
and spontaneous fission half-life as explicit function which depends on the
total decay energy and kinetic energy, the number of protons and neutrons of
daughter product, the number of protons and neutrons of mother nuclei and from
a set) unknown digital parameters. The Half- lifes of the 573 nuclei taken from
NuDat database together with the recent experimental data from Oganessian
provide a basis for discovering the explicit form of the Kramers solution of
Langevin type equation in a framework of inverse problem with the help of the
Alexandrov dynamic auto-regularization method (FORTRAN program REGN-Dubna). The
procedure LCH in program REGN permitts to reduce the number of unknown digital
parameters from 137 to 79. The model describes 424 decays quantities with
deviation of order one in years power scale.
