TY - JOUR
T1 - On the Causes of Pulsing in Continuous Turbidity Currents
AU - Kostaschuk, Ray
AU - Nasr-Azadani, Mohamad M.
AU - Meiburg, Eckart
AU - Wei, Taoyuan
AU - Chen, Zhongyuan
AU - Negretti, Maria Eletta
AU - Best, Jim
AU - Peakall, Jeff
AU - Parsons, Daniel R.
N1 - Funding Information:
Data supporting Figures 2 and 3 are available in supporting information Movies S1 and S2. Data supporting Figures 6 and 7 are available in supporting information Tables S1 and S2. This work was supported by the Program Fluid-mediated Particle Transport in Geophysical Flows held at the Kavli Institute for Theoretical Physics, University of California Santa Barbara, to R. K., M. N.-A., and E. M. (National Science Foundation [USA] Grant PHY11-25915). Natural Sciences and Engineering Research Council of Canada Grant RGPIN/1906-2009 to R. K.; National Science Foundation (USA) grants CBET-0854338, CBET-1067847, OCE-1061300, and CBET-1335148 to E. M.; a Dorothy Hodgkin Postgraduate Award to T. W.; National Natural Science Foundation of China (41406096), State Key Laboratory of Estuarine and Coastal Research at East China Normal University (ECNU; SKLEC-2011RCDW02), and Project 111 of ECNU grants to Z. C.; Labex OSUG@2020 (Investissements d’avenir ANR10 LABX56) support for E. N.; Natural Environment Research Council NERC Grant NER/B/S/2000/ 00189 to J. B. and J. P., and NE/F020511/ 1 to J. P. and D. P.; Jack and Richard Threet Chair in Sedimentary Geology to J. B. Special thanks to Bruce Sutherland, University of Alberta, for pointing out the link between the laboratory experiments and DNS.
Funding Information:
Data supporting Figures and are available in supporting information Movies S1 and S2. Data supporting Figures and are available in supporting information Tables?S1 and S2. This work was supported by the Program Fluid-mediated Particle Transport in Geophysical Flows held at the Kavli Institute for Theoretical Physics, University of California Santa Barbara, to R.?K., M.?N.-A., and E.?M. (National Science Foundation [USA] Grant PHY11-25915). Natural Sciences and Engineering Research Council of Canada Grant RGPIN/1906-2009 to R.?K.; National Science Foundation (USA) grants CBET-0854338, CBET-1067847, OCE-1061300, and CBET-1335148 to E.?M.; a Dorothy Hodgkin Postgraduate Award to T.?W.; National Natural Science Foundation of China (41406096), State Key Laboratory of Estuarine and Coastal Research at East China Normal University (ECNU; SKLEC-2011RCDW02), and Project 111 of ECNU grants to Z.?C.; Labex OSUG@2020 (Investissements d'avenir ANR10 LABX56) support for E.?N.; Natural Environment Research Council NERC Grant NER/B/S/2000/00189 to J.?B. and J.?P., and NE/F020511/1 to J.?P. and D.?P.; Jack and Richard Threet Chair in Sedimentary Geology to J.?B. Special thanks to Bruce Sutherland, University of Alberta, for pointing out the link between the laboratory experiments and DNS.
Publisher Copyright:
©2018. American Geophysical Union. All Rights Reserved.
PY - 2018/11
Y1 - 2018/11
N2 - Velocity pulsing has previously been observed in continuous turbidity currents in lakes and reservoirs, even though the input flow is steady. Several different mechanisms have been ascribed to the generation of these fluctuations, including Rayleigh-Taylor (RT) instabilities that are related to surface lobes along the plunge line where the river enters the receiving water body and interfacial waves such as Kelvin-Helmholtz instabilities. However, the understanding of velocity pulsing in turbidity currents remains limited. Herein we undertake a stability analysis for inclined flows and compare it against laboratory experiments, direct numerical simulations, and field data from Lillooet Lake, Canada, and Xiaolangdi Reservoir, China, thus enabling an improved understanding of the formative mechanisms for velocity pulsing. Both RT and Kelvin-Helmholtz instabilities are shown to be prevalent in turbidity currents depending on initial conditions and topography, with plunge line lobes and higher bulk Richardson numbers favoring RT instabilities. Other interfacial wave instabilities (Holmboe and Taylor-Caulfield) may also be present. While this is the most detailed analysis of velocity pulsing conducted to date, the differences in spatial scales between field, direct numerical simulations, and experiments and the potential complexity of multiple processes acting in field examples indicate that further work is required. In particular, there is a need for simultaneous field measurements at multiple locations within a given system to quantify the spatiotemporal evolution of such pulsing.
AB - Velocity pulsing has previously been observed in continuous turbidity currents in lakes and reservoirs, even though the input flow is steady. Several different mechanisms have been ascribed to the generation of these fluctuations, including Rayleigh-Taylor (RT) instabilities that are related to surface lobes along the plunge line where the river enters the receiving water body and interfacial waves such as Kelvin-Helmholtz instabilities. However, the understanding of velocity pulsing in turbidity currents remains limited. Herein we undertake a stability analysis for inclined flows and compare it against laboratory experiments, direct numerical simulations, and field data from Lillooet Lake, Canada, and Xiaolangdi Reservoir, China, thus enabling an improved understanding of the formative mechanisms for velocity pulsing. Both RT and Kelvin-Helmholtz instabilities are shown to be prevalent in turbidity currents depending on initial conditions and topography, with plunge line lobes and higher bulk Richardson numbers favoring RT instabilities. Other interfacial wave instabilities (Holmboe and Taylor-Caulfield) may also be present. While this is the most detailed analysis of velocity pulsing conducted to date, the differences in spatial scales between field, direct numerical simulations, and experiments and the potential complexity of multiple processes acting in field examples indicate that further work is required. In particular, there is a need for simultaneous field measurements at multiple locations within a given system to quantify the spatiotemporal evolution of such pulsing.
KW - Rayleigh-Taylor and Kelvin-Helmholtz instabilities
KW - laboratory and field experiments
KW - numerical
KW - velocity pulsing in continuous turbidity currents
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U2 - 10.1029/2018JF004719
DO - 10.1029/2018JF004719
M3 - Article
AN - SCOPUS:85056193285
SN - 2169-9003
VL - 123
SP - 2827
EP - 2843
JO - Journal of Geophysical Research: Earth Surface
JF - Journal of Geophysical Research: Earth Surface
IS - 11
ER -