Analytical approximations of the empirical laws governing noise intensity distribution in the short-wave range

Details Analytical approximations of the empirical laws governing noise intensity distribution in the short-wave range Analytical approximations of the empirical laws governing noise intensity distribution in the short-wave range

Dec 1975

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1975ge%26ae..15.1016p&link_type=abstract

Geomagnetizm i Aeronomiia, vol. 15, Nov.-Dec. 1975, p. 1016-1020. In Russian.

Computer Science

Communication Theory, Ionospheric Propagation, Radio Reception, Short Wave Radio Transmission, Signal To Noise Ratios, Adaptive Control, Algorithms, Noise Spectra, Rayleigh Distribution

Scientific paper

The integral functions describing the distribution of noise intensity in the short-wave range are approximated by models incorporating Rayleigh, Nakagami (1960), logarithmic, and exponential-hyperbolic distributions. Results are compared with experimental data on the integral laws of noise distribution in the region of small quantiles. It is shown that construction of an adaptive algorithm for weak signals in noise of fairly arbitrary form is possible.

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