We study in this paper a non-equilibrium Fermi-edge problem where the system under investigation is a single electron reservoir putting under an AC electric field. We show that the electron Green’s function and other correlation functions in the problem can be solved and expressed exactly in terms of a well-defined integral. The qualitative behaviors of the solution is studied and compared with...

τ e , τ h electron & hole minority carrier lifetimes respectively L e , L h electron & hole minority carrier diffusion lengths respectively µ e , µ h electron & hole mobilities respectively (cm 2 /V-sec) D e , D h electron & hole diffusivities respectively (cm 2 /sec) n e , n h the electron & hole concentrations respectively n e0 , n h0 electron & hole concentrations in thermal equilibrium n i ...

The electron transfer kinetics of mixed-valence systems is studied via solving the eigen-structure of the two-state non-adiabatic diffusion operator for a wide range of electronic coupling constants and energy bias constants. The calculated spectral structure consists of three branches in the eigen-diagram, a real branch corresponding to exponential or multi-exponential decay and two symmetric ...