2017
DOI: 10.1002/2017jc012690
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Seismic estimates of turbulent diffusivity and evidence of nonlinear internal wave forcing by geometric resonance in the South China Sea

Abstract: The Luzon Passage generates some of the largest amplitude internal waves in the global ocean as the result of coupling between strong tides, strong stratification, and topography. These internal waves propagate into the South China Sea (SCS) and develop into soliton‐like internal wave pulses that are observed by moored instruments and satellite backscatter data. Despite the observation of these waves, little is known of the mechanisms related to their evolution into nonlinear wave pulses. Using seismic data, w… Show more

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Cited by 15 publications
(23 citation statements)
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References 48 publications
(74 reference statements)
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“…The diapycnal diffusivity in m 2 s −1 , K q , is calculated using K q =Γε/N 2 (Osborn, 1980 these studies suggest a few crucial steps before calculating diffusivities. First, harmonic shot-generated noise may contaminate the spectra significantly, especially at the high wavenumbers in the turbulence subrange (Fortin et al, 2017;Holbrook et al, 2013). For the 50-m (i.e., k = 0.02 m -1 ) shot spacing of the seismic data, a notch filter centered at the prominent and harmonic spikes (k = n × 0.02 cpm, where n is any integer) can be applied to suppress the noise spikes.…”
Section: Diapycnal Diffusivity Calculationmentioning
confidence: 99%
“…The diapycnal diffusivity in m 2 s −1 , K q , is calculated using K q =Γε/N 2 (Osborn, 1980 these studies suggest a few crucial steps before calculating diffusivities. First, harmonic shot-generated noise may contaminate the spectra significantly, especially at the high wavenumbers in the turbulence subrange (Fortin et al, 2017;Holbrook et al, 2013). For the 50-m (i.e., k = 0.02 m -1 ) shot spacing of the seismic data, a notch filter centered at the prominent and harmonic spikes (k = n × 0.02 cpm, where n is any integer) can be applied to suppress the noise spikes.…”
Section: Diapycnal Diffusivity Calculationmentioning
confidence: 99%
“…For seismic data, it is important to determine how well the actual amplitude and shape of the true reflection are recovered through the denoising process. In particular, the amplitude information is a key parameter for acquiring the data slope spectrum, which calculates slope spectra directly from the seismic data (Holbrook et al, 2013;Fortin et al, 2017). Therefore, we extracted seismic traces from the denoised section and ground truth and compared the extracted traces, as shown in Fig.…”
Section: Experiments Using Training Datasetmentioning
confidence: 99%
“…It is difficult to apply various noise attenuation methods to SO data because analyzing the internal wave and turbulent subranges of the water column requires the horizontal wavenumber spectrum (Klymak and Moum, 2007) of the seismic data, which is liable to be damaged by data processing. Therefore, minimized noise attenuation processes have been applied to SO data, and for this reason, studies calculating the wavenumber spectrum by using SO data such as those by Holbrook et al (2013) and Fortin et al (2016Fortin et al ( , 2017 have only applied bandpass and notch filters to remove random and harmonic noise. However, when the sparker is used as a seismic source, the bandpass filter alone is not sufficient to attenuate random noise, resulting in great difficulties in analyzing the wavenumber spectrum.…”
Section: Introductionmentioning
confidence: 99%
“…Seismic exploration acquires data continuously in the horizontal direction; thus, it has the advantage of generating data with improved horizontal resolution relative to that obtained by conventional probebased oceanographic methods (Dagnino et al, 2016). Therefore, SO is used to image the structure of water layers (Tsuji et al, 2005;Sheen et al, 2012;Piété et al, 2013;Moon et al, 2017) and provide quantitative information, such as the physical properties (i.e., temperature, salinity) (Papenberg et al, 2010;Blacic et al, 2016;Dagnino et al, 2016;Jun et al, 2019) or the spectral distribution of the internal waves and turbulence (Sheen et al, 2009;Holbrook et al, 2013;Fortin et al, 2016) after analysis where temperature or salinity contrasts produce clear seismic reflections.…”
Section: Introductionmentioning
confidence: 99%
“…However, the noise attenuation method not only removes noise but also potentially alters important seismic signals (Jun et al, 2014). Especially for SO data, careful processing is essential to recover the actual shape of the water column reflections (Fortin et al, 2016), which contain internal wave and turbulence information. It is difficult to apply various noise attenuation methods to SO data because analyzing the internal wave and turbulent subranges of the water column requires the horizontal wavenumber spectrum (Klymak and Moum, 2007) of the seismic data, which is liable to be damaged by data processing.…”
Section: Introductionmentioning
confidence: 99%