Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.

This report describes a mathematical model for the ambient noise in the ocean caused by merchant ships. This kind of noise dominates in a frequency range in which many initial detections are made by modern sonar equipment and hence an understanding of it is of considerable interest. A stochastic mod...

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Main Author: McCabe,Bernard J
Other Authors: WAGNER (DANIEL H) ASSOCIATES PAOLI PA
Format: Text
Language:English
Published: 1976
Subjects:
Online Access:http://www.dtic.mil/docs/citations/ADA035358
http://oai.dtic.mil/oai/oai?&verb=getRecord&metadataPrefix=html&identifier=ADA035358
id ftdtic:ADA035358
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spelling ftdtic:ADA035358 2023-05-15T17:34:11+02:00 Ambient Noise Effects in the Modeling of Detection by a Field of Sensors. McCabe,Bernard J WAGNER (DANIEL H) ASSOCIATES PAOLI PA 1976-11-05 text/html http://www.dtic.mil/docs/citations/ADA035358 http://oai.dtic.mil/oai/oai?&verb=getRecord&metadataPrefix=html&identifier=ADA035358 en eng http://www.dtic.mil/docs/citations/ADA035358 APPROVED FOR PUBLIC RELEASE DTIC AND NTIS Acoustic Detection and Detectors Acoustics *ACOUSTIC DETECTION *AMBIENT NOISE *OCEAN SURVEILLANCE MATHEMATICAL MODELS SPATIAL DISTRIBUTION STOCHASTIC PROCESSES WAVE PROPAGATION MERCHANT VESSELS NORTH ATLANTIC OCEAN NORWEGIAN SEA MARKOV PROCESSES UNDERWATER SOUND SONAR SIGNALS WUNR274254 PE65152N Text 1976 ftdtic 2016-02-20T12:10:32Z This report describes a mathematical model for the ambient noise in the ocean caused by merchant ships. This kind of noise dominates in a frequency range in which many initial detections are made by modern sonar equipment and hence an understanding of it is of considerable interest. A stochastic model for ambient noise is defined and its main properties are explored. The ambient noise process is a function both of time and of space, and it is shown to be a stationary stochastic process as a function of either of these variables. Its characteristic function is calculated as are its first two moments. It is shown that the ambient noise process as a function of time has approximately an exponential autocovariance function and it may be satisfactorily modeled as a Gauss-Markov process. Further, it is shown that the correlation between the ambient noise at two points depends to a good approximation only on the propagation loss function and on the distance between these two points (and not materially on the density or loudness of the noise field). Finally, an effective and practical method for modeling the multidimensional detection process is presented. (Author) Text North Atlantic Norwegian Sea Defense Technical Information Center: DTIC Technical Reports database Norwegian Sea
institution Open Polar
collection Defense Technical Information Center: DTIC Technical Reports database
op_collection_id ftdtic
language English
topic Acoustic Detection and Detectors
Acoustics
*ACOUSTIC DETECTION
*AMBIENT NOISE
*OCEAN SURVEILLANCE
MATHEMATICAL MODELS
SPATIAL DISTRIBUTION
STOCHASTIC PROCESSES
WAVE PROPAGATION
MERCHANT VESSELS
NORTH ATLANTIC OCEAN
NORWEGIAN SEA
MARKOV PROCESSES
UNDERWATER SOUND
SONAR SIGNALS
WUNR274254
PE65152N
spellingShingle Acoustic Detection and Detectors
Acoustics
*ACOUSTIC DETECTION
*AMBIENT NOISE
*OCEAN SURVEILLANCE
MATHEMATICAL MODELS
SPATIAL DISTRIBUTION
STOCHASTIC PROCESSES
WAVE PROPAGATION
MERCHANT VESSELS
NORTH ATLANTIC OCEAN
NORWEGIAN SEA
MARKOV PROCESSES
UNDERWATER SOUND
SONAR SIGNALS
WUNR274254
PE65152N
McCabe,Bernard J
Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.
topic_facet Acoustic Detection and Detectors
Acoustics
*ACOUSTIC DETECTION
*AMBIENT NOISE
*OCEAN SURVEILLANCE
MATHEMATICAL MODELS
SPATIAL DISTRIBUTION
STOCHASTIC PROCESSES
WAVE PROPAGATION
MERCHANT VESSELS
NORTH ATLANTIC OCEAN
NORWEGIAN SEA
MARKOV PROCESSES
UNDERWATER SOUND
SONAR SIGNALS
WUNR274254
PE65152N
description This report describes a mathematical model for the ambient noise in the ocean caused by merchant ships. This kind of noise dominates in a frequency range in which many initial detections are made by modern sonar equipment and hence an understanding of it is of considerable interest. A stochastic model for ambient noise is defined and its main properties are explored. The ambient noise process is a function both of time and of space, and it is shown to be a stationary stochastic process as a function of either of these variables. Its characteristic function is calculated as are its first two moments. It is shown that the ambient noise process as a function of time has approximately an exponential autocovariance function and it may be satisfactorily modeled as a Gauss-Markov process. Further, it is shown that the correlation between the ambient noise at two points depends to a good approximation only on the propagation loss function and on the distance between these two points (and not materially on the density or loudness of the noise field). Finally, an effective and practical method for modeling the multidimensional detection process is presented. (Author)
author2 WAGNER (DANIEL H) ASSOCIATES PAOLI PA
format Text
author McCabe,Bernard J
author_facet McCabe,Bernard J
author_sort McCabe,Bernard J
title Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.
title_short Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.
title_full Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.
title_fullStr Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.
title_full_unstemmed Ambient Noise Effects in the Modeling of Detection by a Field of Sensors.
title_sort ambient noise effects in the modeling of detection by a field of sensors.
publishDate 1976
url http://www.dtic.mil/docs/citations/ADA035358
http://oai.dtic.mil/oai/oai?&verb=getRecord&metadataPrefix=html&identifier=ADA035358
geographic Norwegian Sea
geographic_facet Norwegian Sea
genre North Atlantic
Norwegian Sea
genre_facet North Atlantic
Norwegian Sea
op_source DTIC AND NTIS
op_relation http://www.dtic.mil/docs/citations/ADA035358
op_rights APPROVED FOR PUBLIC RELEASE
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