2013
DOI: 10.1016/j.csr.2013.02.009
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Generation and evolution of mode-two internal waves in the South China Sea

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Cited by 47 publications
(61 citation statements)
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References 16 publications
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“…For example, Helfrich and Melville (1986), Vlasenko and Alpers (2005), and Liu et al (2013) suggested that mode-2 ISWs can emerge after mode-1 ISWs pass over a continental slope or a ridge. Stastna and Peltier (2005) found that mode-2 ISWs could be generated by resonant interaction of a depth-independent velocity field with topography, for example, by the interaction of the barotropic tide with a ridge (Vlasenko and Alpers 2005;Xie et al 2010;Ramp et al 2012).…”
Section: B Backgroundmentioning
confidence: 97%
“…For example, Helfrich and Melville (1986), Vlasenko and Alpers (2005), and Liu et al (2013) suggested that mode-2 ISWs can emerge after mode-1 ISWs pass over a continental slope or a ridge. Stastna and Peltier (2005) found that mode-2 ISWs could be generated by resonant interaction of a depth-independent velocity field with topography, for example, by the interaction of the barotropic tide with a ridge (Vlasenko and Alpers 2005;Xie et al 2010;Ramp et al 2012).…”
Section: B Backgroundmentioning
confidence: 97%
“…This process apparently is consistent with the SCS observation cases [16] that mode-2 IWs usually followed mode-1 IWs in summer. Liu et al [17] pointed out that when background environment changes at the shelf break, like density, shear as well as depth, the incident mode-1 waves may radiate out and disintegrate into higher modes Figure 4(a) clearly shows that the temperature of Section A is less than that of Section B (about 1 degree Celsius), and Section B is likely to be on the closed isotherm of 25 degrees Celsius. And close isotherm is a feature of eddy.…”
Section: Generation Mechanism Of Mode-2 Iwmentioning
confidence: 95%
“…The background environmental coefficients of the KdV-type equations were also used to illustrate the mode-2 ISWs observed by both in situ and satellite observations (Dong et al, 2016;Yang et al, 2009), and it is shown that the variability of background stratification and/or current increases the relative importance of wave nonlinearity to wave dispersion of mode-2 waves and thus favors the evolution of mode-2 ISWs. Theoretical analysis and numerical simulations are also performed to investigate the generation (Lamb & Warn-Varnas, 2015;Liu et al, 2013;Xie, Pan, et al, 2015) or shoaling dynamics (Guo & Chen, 2012) of mode-2 ISWs in the northern SCS. Using a modal decomposition theory from deep water to shallow water, Liu et al (2013) propose that the generation of mode-2 ISWs on the shelf region is due to the disintegration of shoaling mode-1 solitons from the deep ocean, a mechanism similar to that proposed by Helfrich and Melville (1986).…”
Section: Introductionmentioning
confidence: 99%
“…Theoretical analysis and numerical simulations are also performed to investigate the generation (Lamb & Warn-Varnas, 2015;Liu et al, 2013;Xie, Pan, et al, 2015) or shoaling dynamics (Guo & Chen, 2012) of mode-2 ISWs in the northern SCS. Using a modal decomposition theory from deep water to shallow water, Liu et al (2013) propose that the generation of mode-2 ISWs on the shelf region is due to the disintegration of shoaling mode-1 solitons from the deep ocean, a mechanism similar to that proposed by Helfrich and Melville (1986). Lamb and Warn-Varnas (2015) show that the interaction of a shoaling mode-1 ISW with a 200-m-high bump at~700 m over the continental slope can result in the generation of many mode-2 internal waves.…”
Section: Introductionmentioning
confidence: 99%