Detection of a random process with the use of a δ-doped Schottky diode

The problem of finding the mean value and variance of the output process that occur in the course of noninertial detection of a random stationary process with the use of a δ-doped Schottky diode has been studied with the feedback taken into account. The dependences of the output parameters on the in...

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Bibliographic Details
Published in:Journal of communications technology & electronics 2013-02, Vol.58 (2), p.178-184
Main Author: Klyuev, A. V.
Format: Article
Language:English
Subjects:
Approximation
Communications Engineering
Detectors
Electronics
Engineering
Gaussian
Inertia
Mathematical analysis
Networks
Physical Processes in Electron Devices
Random processes
Schottky diodes
Variance
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Summary:The problem of finding the mean value and variance of the output process that occur in the course of noninertial detection of a random stationary process with the use of a δ-doped Schottky diode has been studied with the feedback taken into account. The dependences of the output parameters on the input parameters have been obtained within a Gaussian approximation. The effect of the inertia of the detecting system using the δ-doped Schottky diode on the simple statistical characteristics of the output process have been analyzed.
ISSN:1064-2269
1555-6557
DOI:10.1134/S1064226913010063