Computer Science
Scientific paper
Jul 1992
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1992lara.conf..629a&link_type=abstract
In NASA. Langley Research Center, 16th International Laser Radar Conference, Part 2 p 629-632 (SEE N92-31013 21-35)
Computer Science
Doppler Radar, Estimates, Planetary Boundary Layer, Resolution Cell, Root-Mean-Square Errors, Signal To Noise Ratios, Computerized Simulation, Radial Velocity, Statistical Analysis, Velocity Errors
Scientific paper
When discussing the Doppler velocity estimators, it is of significant interest to analyze their behavior at a low number of Doppler periods n(sub D) = 2v(sub r)t(sub s)/lambda is approximately equal to 1 within the resolution cell t(sub s) (v(sub 4) is the radial velocity, lambda is the wavelength). Obviously, at n(sub D) is approximately less than 1 the velocity error is essentially increased. The problem of low n(sub D) arises in the planetary boundary layer (PBL), where higher resolutions are usually required but the signal-to-noise ratio (SNR) is relatively high. In this work analytical expression for the relative root mean square (RMS) error of the PP Doppler estimator at low number of periods for a narrowband Doppler signal and arbitrary model of the noise correlation function is obtained. The results are correct at relatively high SNR. The analysis is supported by computer simulations at various SNR's.
Angelova M. D.
Stoyanov D. V.
Stoykova E. V.
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