2 2 M ay 2 01 2 Direct observation of Lévy flight of holes in bulk n - InP
نویسنده
چکیده
We study the photoluminescence spectra excited at an edge side of n-InP slabs and observed from the broadside. In a moderately doped sample the intensity drops off as a power-law function of the distance from the excitation — up to several millimeters — with no change in the spectral shape.The hole distribution is described by a stationary Lévy-flight process over more than two orders of magnitude in both the distance and hole concentration. For heavily-doped samples, the power law is truncated by free-carrier absorption. Our experiments are near-perfectly described by the Biberman-Holstein transport equation with parameters found from independent optical experiments.
منابع مشابه
Direct observation of Lévy flights of holes in bulk n-doped InP
We study the photoluminescence spectra excited at an edge side of n-InP slabs and observed from the broadside. In a moderately doped sample the intensity drops off as a power-law function of the distance from the excitation—up to several millimeters—with no change in the spectral shape. The hole distribution is described by a stationary Lévy-flight process over more than two orders of magnitude...
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متن کاملPhoton assisted Lévy flights of minority carriers in n-InP
We study the photoluminescence spectra of n-doped InP bulk wafers, both in the reflection and the transmission geometries relative to the excitation beam. From the observed spectra we estimate the spatial distribution of minority carriers allowing for the spectral filtering due to reabsorption of luminescence in the wafer. This distribution unambiguously demonstrates a non-exponential drop-off ...
متن کاملLÉVY FLIGHT OF HOLES IN InP SEMICONDUCTOR SCINTILLATOR
High radiative efficiency in moderately doped n-InP results in the transport of holes dominated by photon-assisted hopping, when radiative hole recombination at one spot produces a photon, whose interband absorption generates another hole, possibly far away. Due to “heavy tails” in the hop probability, this is a random walk with divergent diffusivity (process known as the Lévy flight). Our key ...
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تاریخ انتشار 2012