1981
DOI: 10.1007/bf02462442
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Relationship between eddy viscosity of seawater and eddy diffusivity of suspended particles

Abstract: A method is described to calculate the relationship (/3) between the eddy diffusivity of suspended particles and the eddy viscosity of the fluid. The data were obtained while making suspended sediment concentration measurements near the seabed on the British continental shelf./3 was calculated for 0.5~ size fractions and varies inversely with the suspended sediment concentration. The values were used successfully to calculate suspended sediment transport rates for separate sand fractions through a spring tidal… Show more

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Cited by 27 publications
(18 citation statements)
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References 8 publications
(5 reference statements)
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“…The second columns of Figures and show the eddy viscosity, νt=trueu'w'¯·utrue¯/∂z1 (Trowbridge & Madsen, ), which is a measure of the effectiveness of vertical turbulent mixing of momentum and is a fundamental parameter used in modeling the mean flow. Furthermore, the turbulent diffusivity, which can be used to model sediment suspension and mixing of ecologically significant chemicals, is expected to be comparable to the eddy viscosity (Lees, ). A few negative eddy viscosities were observed.…”
Section: Resultsmentioning
confidence: 99%
“…The second columns of Figures and show the eddy viscosity, νt=trueu'w'¯·utrue¯/∂z1 (Trowbridge & Madsen, ), which is a measure of the effectiveness of vertical turbulent mixing of momentum and is a fundamental parameter used in modeling the mean flow. Furthermore, the turbulent diffusivity, which can be used to model sediment suspension and mixing of ecologically significant chemicals, is expected to be comparable to the eddy viscosity (Lees, ). A few negative eddy viscosities were observed.…”
Section: Resultsmentioning
confidence: 99%
“…1 < p < 0.5. Van Rijn (1985) presented evidence that P increases from values less than 1 to values greater than 1 with increasing (u*!ws)' Lees (1981) made measurements of profiles of velocity and concentration in the sea from which she obtained values of p generally in the range 1 < P < 10. The value increased with grain size and decreased with concentration.…”
Section: Constantmentioning
confidence: 97%
“…Swart (1976) cites workers who have found /l to be less than one, and others with p greater than one. This stage of the interpretation is considered in more detail in Lees (1982). The method of computation assumes, of course, that the Karman-Prandtl and Rouse equations are the best representatives of the velocity and concentration profiles.…”
Section: Tidally Dominated Sediment Transportmentioning
confidence: 98%