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Waves induced by a submerged moving dipole in a two-layer fluidof finite depth 被引量:9

Waves induced by a submerged moving dipole in a two-layer fluidof finite depth
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摘要 The waves induced by a moving dipole in a two-fluid system are analytically and experimentally investigated. The velocity potential of a dipole moving horizontally in the lower layer of a two-layer fluid with finite depth is derived by superposing Greens functions of sources (or sinks). The far-field waves are studied by using the method of stationary phase. The effects of two resulting modes, i.e. the surface- and internal-wave modes, on both the surface divergence field and the interfacial elevation are analyzed. A laboratory study on the internal waves generated by a moving sphere in a two-layer fluid is conducted in a towing tank under the same conditions as in the theoretical approach. The qualitative consistency between the present theory and the laboratory study is examined and confirmed. The waves induced by a moving dipole in a two-fluid system are analytically and experimentally investigated. The velocity potential of a dipole moving horizontally in the lower layer of a two-layer fluid with finite depth is derived by superposing Greens functions of sources (or sinks). The far-field waves are studied by using the method of stationary phase. The effects of two resulting modes, i.e. the surface- and internal-wave modes, on both the surface divergence field and the interfacial elevation are analyzed. A laboratory study on the internal waves generated by a moving sphere in a two-layer fluid is conducted in a towing tank under the same conditions as in the theoretical approach. The qualitative consistency between the present theory and the laboratory study is examined and confirmed.
出处 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2005年第1期24-31,共8页 力学学报(英文版)
基金 The project supported by the National Natural Science Foundation of China(10172059) the National Laboratory on Hydrodynamics(51443030103QT0601)
关键词 Divergence field Internal wave Small density difference Greens function The method of stationary phase Divergence field Internal wave Small density difference Greens function The method of stationary phase
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