Green’s function retrieval in a field of random water waves
It has recently been demonstrated using a variety of wave types that cross-correlating time series of apparently random waves measured at two locations yields an estimate of the Green’s function that describes the wave field generated at one of those locations and measured at the other. This procedu...
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Published in | Wave motion Vol. 60; pp. 8 - 19 |
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Main Authors | , |
Format | Journal Article |
Language | English |
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Elsevier B.V
01.01.2016
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Abstract | It has recently been demonstrated using a variety of wave types that cross-correlating time series of apparently random waves measured at two locations yields an estimate of the Green’s function that describes the wave field generated at one of those locations and measured at the other. This procedure can be described as random wave interferometry. In this paper random surface gravity wave interferometry is described theoretically, demonstrated using numerical simulations, and investigated experimentally using both wavetank measurements and ocean wave measurements. Simulations and wavetank measurements are in good agreement with theoretical predictions, but the ocean-measurement-based cross correlations do not yield the predicted structure. Possible explanations are discussed.
•Water wave interferometry is described theoretically and investigated experimentally.•Simulations and wave tank measurements are in agreement with theoretical predictions.•Ocean-based measurements are not in agreement with theoretical predictions.•Probable reasons for failure of the ocean-measurement-based analysis are discussed. |
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AbstractList | It has recently been demonstrated using a variety of wave types that cross-correlating time series of apparently random waves measured at two locations yields an estimate of the Green's function that describes the wave field generated at one of those locations and measured at the other. This procedure can be described as random wave interferometry. In this paper random surface gravity wave interferometry is described theoretically, demonstrated using numerical simulations, and investigated experimentally using both wavetank measurements and ocean wave measurements. Simulations and wavetank measurements are in good agreement with theoretical predictions, but the ocean-measurement-based cross correlations do not yield the predicted structure. Possible explanations are discussed. It has recently been demonstrated using a variety of wave types that cross-correlating time series of apparently random waves measured at two locations yields an estimate of the Green’s function that describes the wave field generated at one of those locations and measured at the other. This procedure can be described as random wave interferometry. In this paper random surface gravity wave interferometry is described theoretically, demonstrated using numerical simulations, and investigated experimentally using both wavetank measurements and ocean wave measurements. Simulations and wavetank measurements are in good agreement with theoretical predictions, but the ocean-measurement-based cross correlations do not yield the predicted structure. Possible explanations are discussed. •Water wave interferometry is described theoretically and investigated experimentally.•Simulations and wave tank measurements are in agreement with theoretical predictions.•Ocean-based measurements are not in agreement with theoretical predictions.•Probable reasons for failure of the ocean-measurement-based analysis are discussed. |
Author | Brown, Michael G. Lu, Chuntao |
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CitedBy_id | crossref_primary_10_17721_1684_1565_2020_01_41_07_25_30 crossref_primary_10_1121_1_4972267 crossref_primary_10_1088_1742_2140_aa827b crossref_primary_10_1093_gji_ggw170 crossref_primary_10_1029_2021JC018375 |
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Keywords | Water waves Random wave interferometry Random wave field cross-correlations Green’s function retrieval |
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SubjectTerms | Computer simulation Estimates Gravity waves Green's functions Green’s function retrieval Interferometry Oceans Random wave field cross-correlations Random wave interferometry Time series Water waves Wave motion |
Title | Green’s function retrieval in a field of random water waves |
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