2006
DOI: 10.1121/1.2130961
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Ocean acoustic hurricane classification

Abstract: Theoretical and empirical evidence are combined to show that underwater acoustic sensing techniques may be valuable for measuring the wind speed and determining the destructive power of a hurricane. This is done by first developing a model for the acoustic intensity and mutual intensity in an ocean waveguide due to a hurricane and then determining the relationship between local wind speed and underwater acoustic intensity. From this it is shown that it should be feasible to accurately measure the local wind sp… Show more

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Cited by 37 publications
(20 citation statements)
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References 51 publications
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“…The far more accurate method for quantifying hurricane destructive power achieved in situ through the direct wind speed measurements of specialized hurricane‐hunting aircraft is prohibitively expensive for routine use outside of the North Atlantic and the Gulf of Mexico [ Holland , 1993; Federal Coordinator for Meteorological Services and Supporting Research (FCMSSR) , 2003; Wilson and Makris , 2006].…”
Section: Introductionmentioning
confidence: 99%
“…The far more accurate method for quantifying hurricane destructive power achieved in situ through the direct wind speed measurements of specialized hurricane‐hunting aircraft is prohibitively expensive for routine use outside of the North Atlantic and the Gulf of Mexico [ Holland , 1993; Federal Coordinator for Meteorological Services and Supporting Research (FCMSSR) , 2003; Wilson and Makris , 2006].…”
Section: Introductionmentioning
confidence: 99%
“…A detailed overview of the stateof-art and a desirability of additional measurements of strong winds may be found in Ref. 7, which also contains extensive references to previous studies exploring the relation between ambient underwater acoustic noise and wind strength. In that article, Wilson and Makris 7 investigated the possibility of measuring by acoustic means hurricane location and corresponding wind speed.…”
mentioning
confidence: 99%
“…Each Monte-Carlo realization employs a different sound speed profile measured during the OAWRS 2006 experiment [24] every 500 m [33,34] along the propagation path. SL is the whale call source level [1], T is the time duration,f is the center frequency of baleen whale vocalizations relevant for target detection, BW 1/3 is the one-third octave bandwidth centered at frequencyf , DT is the detection threshold, AG is the array gain given whale acoustic parameters, L is the spatial distance between the two omni-directional receiver with spatial coherence, α is the waveguide propagation factor [35], β is the constant baseline ambient noise intensity, and n is the power law coefficient of wind-speed-dependent ambient noise. The parameter values for SL are given in the form of mean ± standard deviation.…”
Section: Detection Of Scattered Returns From Herring Shoals and The Smentioning
confidence: 99%
“…where Φ re f = 1 µPa is the reference acoustic pressure in water, v is the wind speed, n is the power law coefficient of wind-speed-dependent ambient noise, α is the waveguide propagation factor [35], and β is the constant baseline ambient noise intensity. The coefficients n, α, and β given in Table 1 are empirically determined [2] by least-square fitting between the measured and the modeled ambient noise levels as a function of measured wind speed during the OAWRS 2006 experiment [22] ( Figure A1).…”
Section: Detection Of Scattered Returns From Herring Shoals and The Smentioning
confidence: 99%