Abstract:
The effect of the carrier mobility dependence on the electric field strength, $\mu(F)$, on the propagation of waves of injected carriers in $n$- and $p$-type layers in the quasi-neutral drift mode has been studied. It is shown that consideration of the dependence $\mu(F)$ differently affects the motion of minority carriers in $n$- and $p$-type layers. The motion of an electron wave in the $p$-type base of a $p^+$–$p$–$n^+$ structure is slowed down, and that of a hole wave in the $n$-base of a $p^+$–$p$–$n^+$ structure is speeded up. The results obtained supplement the previously suggested classical description of the propagation of a wave of minority carriers, which disregarded the effect of $\mu(F)$ dependences. The results of an analytical calculation are confirmed using a numerical experiment.