2019
DOI: 10.1007/s11802-019-3943-1
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Laboratory Experiments on an Internal Solitary Wave over a Triangular Barrier

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Cited by 7 publications
(3 citation statements)
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“…After reaching the maximum breaking depth, the vorticity continues to increase and starts to decrease slowly after the pycnocline reaches the initial equilibrium position. This development trend is similar to that of [16] on the interaction between internal waves and triangular obstacles.…”
Section: Distribution Of Vorticity Probability Density Distributionsupporting
confidence: 81%
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“…After reaching the maximum breaking depth, the vorticity continues to increase and starts to decrease slowly after the pycnocline reaches the initial equilibrium position. This development trend is similar to that of [16] on the interaction between internal waves and triangular obstacles.…”
Section: Distribution Of Vorticity Probability Density Distributionsupporting
confidence: 81%
“…As wave forcing continues to increase further, boluses are no longer able to form. Through evolution of interfacial internal solitary waves on a triangular barrier, Mu et al [16] found that wave instability creates dissipation of energy as it is transmitted from waves to turbulence. Rate of ISW energy dissipation, maximum turbulent dissipation and buoyancy diffusivity linearly increase with an increase in incident wave energy.…”
Section: Introductionmentioning
confidence: 99%
“…laboratory observations of internal interfacial waves following the bow of a model ship -dead water phenomenon -towed on the surface of two-or three layer had been reported [81,128], and lee waves in downstream of artificial seamount at the bottom by pulling that seamount horizontally [129]. Freely propagating interfacial waves also were generated by gravitational collapse of dam-break flows from the side of the tank [130,131,132]. It is also possible that a recirculation system with a control unit ensures constant flow rates run from two separated sources with different densities for each layer in order to keep an uniform and unchangeable stratified flow, while the wave propagation is forced by a fixed obstacle at the bottom [133].…”
Section: Laboratory Wave Modelingmentioning
confidence: 99%