Abstract :
The propagation of bottom and oceanographic variability through to the variability of acoustic transmissions and reverberation is evaluated with a simple adiabatic model interacting with Gaussian distributed uncertainty in a narrow frequency band. Results show that there is significant sensitivity of time series and reverberation uncertainty to different types of environmental uncertainty. For propagation over uncertain bottoms, it is shown that it is that later part of the time series, corresponding to the highest angle energy reflecting most often off the surface and bottom, that is most sensitive to bottom uncertainty. This implies that the larger reverberation contributions from the highest grazing angles with the largest scattering strength is also the most uncertain. Conversely, it is the lowest angle arrivals which are most sensitive to uncertainty in the sound-speed profile. These behaviors are predicted analytically by the theory [K.D. LePage, in "Impact of Littoral Environmental Variability on Acoustic Predictions and Sonar Performance," Kluwer, 2002, pp. 353-360]
Keywords :
Gaussian distribution; acoustic wave scattering; reverberation; seafloor phenomena; underwater acoustic propagation; Gaussian distributed uncertainty; acoustic propagation; acoustic scattering; environmental uncertainty; oceanographic variability; reverberation sensitivity; seabed variability; Acoustic propagation; Acoustic scattering; Acoustic waveguides; Frequency; Oceans; Reverberation; Sea floor; Sonar; Statistics; Uncertainty; Acoustic propagation; acoustic scattering; statistics;