1959
DOI: 10.1109/jrproc.1959.287283
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A Theory of Active Sonar Detection

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Cited by 56 publications
(19 citation statements)
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“…For example, the formula for v s ðs; gÞ, as given in (3), is also termed as the uncertainty function [14] or as the Doppler autocorrelation function [15]. In this paper, the ambiguity function (AF) is calculated using jv s ðs; gÞj 2 , as it corresponds to the output power of the correlator [16] (or the matched filter). The AF has a number of important properties, among others, the total volume under the normalized magnitude-squared narrowband ambiguity function, is unity [6].…”
Section: Analysis Toolsmentioning
confidence: 99%
See 1 more Smart Citation
“…For example, the formula for v s ðs; gÞ, as given in (3), is also termed as the uncertainty function [14] or as the Doppler autocorrelation function [15]. In this paper, the ambiguity function (AF) is calculated using jv s ðs; gÞj 2 , as it corresponds to the output power of the correlator [16] (or the matched filter). The AF has a number of important properties, among others, the total volume under the normalized magnitude-squared narrowband ambiguity function, is unity [6].…”
Section: Analysis Toolsmentioning
confidence: 99%
“…Another tool based on the ambiguity function is the Q-function that provides a means to estimate the reverberation level of arbitrary signal designs. In [16] it is brought out that if the propagation losses for reverberation and target reflections are identical, then the reverberation level can be calculated by integrating the product of jv s ðs; gÞj 2 and the reverberation distribution function over the range and Doppler. However, under the extended assumption about the reverberation distribution function, namely that all the scatterers are stationary, uniformly distributed over the range and having a constant target strength [2,16], the expected reverberation levels can be calculated via the Q-function, given as [2,18] …”
Section: Analysis Toolsmentioning
confidence: 99%
“…The return signal g(t) will be delayed by a factor x = 2R/c so that g(t) = f(t-t). Here R is the distance between the transmitter and reflector, and c is the propagation speed of the signal [25], [26], [27].…”
Section: Wideband Derivationmentioning
confidence: 99%
“…In addition to the writings of Woodward (1953), Lerner (1958), and Price and Green (1960) already mentioned, the reader should also refer to a paper by Siebert (1956), a paper by Stewart and Westerfield (1959), and a report by Green (1963 …”
Section: Suggestions For Further Readingmentioning
confidence: 99%