Statistical formalism for particle emission
Annotatsiya
A simple transparent formalism is presented for following the ensemble averaged evolution of an excited system as it statistically emits particles. The formalism provides spectra and multiplicities for the emitted particles. It permits consideration of large numbers of emitted particle species, including those of medium mass, and a large number of excited states. The time developments of temperature, mass, charge, Coulomb barrier, and recoil velocity are investigated with regard to their influence on multiplicity and spectra. Emission of resonant states is limited to those with decay rates, $\frac{\ensuremath{\hbar}}{\ensuremath{\Gamma}}$, slow compared with emission rates which are readily calculable with the formalism.NUCLEAR REACTIONS Developed ensemble averaged formalism for statistical decay of excited nuclear system. Time evolution of nuclear temperature, mass, charge, Coulomb barrier, recoil velocity; emission of light, medium mass particle stable, unstable composite fragments; multiplicities, energy spectra calculated.