Surface manifestations of internal waves investigated by a subsurface buoyant Jet: 1. The mechanism of internal-wave generation
In a large test reservoir with artificial temperature stratification at the Institute of Applied Physics, Russian Academy of Sciences, we have performed a major laboratory simulation of the nonstationary dynamics of buoyant turbulent jets generated by wastewater flows from underwater collector diffu...
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Published in | Izvestiya. Atmospheric and oceanic physics Vol. 45; no. 6; pp. 779 - 790 |
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Main Authors | , , , , , , |
Format | Journal Article |
Language | English |
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Dordrecht
SP MAIK Nauka/Interperiodica
01.12.2009
Springer Nature B.V |
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Abstract | In a large test reservoir with artificial temperature stratification at the Institute of Applied Physics, Russian Academy of Sciences, we have performed a major laboratory simulation of the nonstationary dynamics of buoyant turbulent jets generated by wastewater flows from underwater collector diffusers. The interaction of buoyant jets with the pycnocline leads to an active generation of internal waves. An analysis of the dependence of wave amplitude on the control parameter proportional to the rate of liquid flow from the collector diffuser has indicated that this dependence is adequately described by a function that is characteristic for the presence in the Hopf bifurcation system, which occurs for a soft actuation mode of self-oscillations of the globally instable mode. To check the conditions for the actuation of the globally instable mode, we have performed an auxiliary experiment in a small reservoir with a salt stratification formulated similar to the experiment in the big reservoir. Using the particle image velocimetry (PIV) method, we have measured the velocity field in the buoyant jet and constructed the profiles of transverse velocity in several sections. When the jet approaches the pycnocline, a counterflow is generated at the edges. A stability analysis for the resulting profiles of flow velocities performed by the method of normal modes has revealed that, for the jet portions with counterflow, the condition of absolute instability by the Briggs criterion for axisymmetric jet oscillations is satisfied, which testifies to the fact that the globally instable mode is actuated. The estimates for oscillation frequencies of the globally instable mode are well consistent quantitatively with the measured spectrum of jet oscillations. |
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AbstractList | In a large test reservoir with artificial temperature stratification at the Institute of Applied Physics, Russian Academy of Sciences, we have performed a major laboratory simulation of the nonstationary dynamics of buoyant turbulent jets generated by wastewater flows from underwater collector diffusers. The interaction of buoyant jets with the pycnocline leads to an active generation of internal waves. An analysis of the dependence of wave amplitude on the control parameter proportional to the rate of liquid flow from the collector diffuser has indicated that this dependence is adequately described by a function that is characteristic for the presence in the Hopf bifurcation system, which occurs for a soft actuation mode of self-oscillations of the globally instable mode. To check the conditions for the actuation of the globally instable mode, we have performed an auxiliary experiment in a small reservoir with a salt stratification formulated similar to the experiment in the big reservoir. Using the particle image velocimetry (PIV) method, we have measured the velocity field in the buoyant jet and constructed the profiles of transverse velocity in several sections. When the jet approaches the pycnocline, a counterflow is generated at the edges. A stability analysis for the resulting profiles of flow velocities performed by the method of normal modes has revealed that, for the jet portions with counterflow, the condition of absolute instability by the Briggs criterion for axisymmetric jet oscillations is satisfied, which testifies to the fact that the globally instable mode is actuated. The estimates for oscillation frequencies of the globally instable mode are well consistent quantitatively with the measured spectrum of jet oscillations.[PUBLICATION ABSTRACT] In a large test reservoir with artificial temperature stratification at the Institute of Applied Physics, Russian Academy of Sciences, we have performed a major laboratory simulation of the nonstationary dynamics of buoyant turbulent jets generated by wastewater flows from underwater collector diffusers. The interaction of buoyant jets with the pycnocline leads to an active generation of internal waves. An analysis of the dependence of wave amplitude on the control parameter proportional to the rate of liquid flow from the collector diffuser has indicated that this dependence is adequately described by a function that is characteristic for the presence in the Hopf bifurcation system, which occurs for a soft actuation mode of self-oscillations of the globally instable mode. To check the conditions for the actuation of the globally instable mode, we have performed an auxiliary experiment in a small reservoir with a salt stratification formulated similar to the experiment in the big reservoir. Using the particle image velocimetry (PIV) method, we have measured the velocity field in the buoyant jet and constructed the profiles of transverse velocity in several sections. When the jet approaches the pycnocline, a counterflow is generated at the edges. A stability analysis for the resulting profiles of flow velocities performed by the method of normal modes has revealed that, for the jet portions with counterflow, the condition of absolute instability by the Briggs criterion for axisymmetric jet oscillations is satisfied, which testifies to the fact that the globally instable mode is actuated. The estimates for oscillation frequencies of the globally instable mode are well consistent quantitatively with the measured spectrum of jet oscillations. |
Author | Ezhova, E. V. Kazakov, V. I. Bondur, V. G. Troitskaya, Yu. I. Grebenyuk, Yu. V. Sergeev, D. A. Soustova, I. A. |
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Cites_doi | 10.1146/annurev.fl.22.010190.002353 10.1029/2005GL022390 10.1017/S0022112008002310 10.1146/annurev.fl.23.010191.001401 10.1017/S0022112093003313 10.1017/S0022112061000305 10.1017/S0022112061000317 10.1007/s00348-007-0283-5 10.1063/1.866720 10.1146/annurev.fl.07.010175.001155 10.1017/S0022112066001526 10.1017/S0022112058000276 10.1115/1.2201647 10.1134/S0001437009050014 10.2514/6.1986-1882 10.7551/mitpress/2675.001.0001 |
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Keywords | Oceanic Physic Instable Mode Buoyancy Frequency Internal Wave Particle Image Velocimetry |
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References | Bondur, Keeler, Gibson (CR4) 2005; 32 Howard (CR17) 1961; 10 Bondur, Zhurbas, Grebenyuk (CR5) 2006; 46 CR14 Briggs (CR25) 1964 Miles (CR16) 1961; 10 CR10 Karlikov, Trushina (CR9) 1998; 361 Stuart (CR19) 1958; 4 Monkewitz (CR23) 1990; 9 Andronov, Vitt, Khaikin (CR18) 1981 Huerre, Monkewitz (CR20) 1990; 22 Friedman (CR11) 2006; 128 Bondur (CR1) 2004 Monkewitz, Huerre, Chomaz (CR24) 1993; 251 CR2 Williamson, Srinarayana, Armsfield (CR13) 2008; 608 CR3 Friedman, Vadokoot, Meyer, Carey (CR12) 2007; 42 CR6 Monkewitz (CR26) 1988; 31 Adrian (CR22) 1991; 23 Koh, Brooks (CR7) 1975; 8 CR21 Arabadzhi, Bogatyrev, Bakhanov, Talanov, Pelinovskii (CR15) 1999 Turner (CR8) 1966; 26 J. W. Miles (6075_CR16) 1961; 10 P. A. Monkewitz (6075_CR23) 1990; 9 J. S. Turner (6075_CR8) 1966; 26 V. V. Arabadzhi (6075_CR15) 1999 L. N. Howard (6075_CR17) 1961; 10 V. Bondur (6075_CR4) 2005; 32 P. A. Monkewitz (6075_CR24) 1993; 251 V. G. Bondur (6075_CR1) 2004 N. Williamson (6075_CR13) 2008; 608 V. G. Bondur (6075_CR5) 2006; 46 R. J. Adrian (6075_CR22) 1991; 23 6075_CR6 P. Huerre (6075_CR20) 1990; 22 6075_CR21 P. A. Monkewitz (6075_CR26) 1988; 31 6075_CR2 6075_CR3 V. P. Karlikov (6075_CR9) 1998; 361 P. D. Friedman (6075_CR12) 2007; 42 6075_CR14 A. A. Andronov (6075_CR18) 1981 R. J. Briggs (6075_CR25) 1964 6075_CR10 J. T. Stuart (6075_CR19) 1958; 4 P. D. Friedman (6075_CR11) 2006; 128 C. Y. Koh (6075_CR7) 1975; 8 |
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Williamson – volume-title: Vibration Theory year: 1981 ident: 6075_CR18 contributor: fullname: A. A. Andronov |
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StartPage | 779 |
SubjectTerms | Buoyancy Climatology Earth and Environmental Science Earth Sciences Flow profiles Flow velocity Geophysics/Geodesy Internal waves Reservoirs Stability analysis Surface roughness Wave power |
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Title | Surface manifestations of internal waves investigated by a subsurface buoyant Jet: 1. The mechanism of internal-wave generation |
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