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西北太平洋中尺度涡合成结构及其对声传播的影响

Composed structure of mesoscale eddy in the Northwest Pacific Ocean and its influence on acoustic propagation
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摘要 中尺度涡普遍存在于大洋中并会对声传播产生影响。利用2000—2018年AVISO卫星高度计资料和Argo浮标资料,通过涡旋合成方法构建了西北太平洋黑潮延伸体和亲潮延伸体海域中尺度涡的多年平均三维结构,对其垂直温、盐异常和声速特征进行分析,并采用Bellhop射线声学模型对中尺度涡背景下的声传播进行了模拟仿真。结果表明:1)冷涡背景下,温度异常为负,盐度异常在上层为负,在下层为正,声速等值线抬升;暖涡背景下,温度异常为正,盐度异常在上层为正,在下层为负,声速等值线下沉。2)冷涡背景下,声传播会聚区向声源方向偏移,会聚区宽度缩小;暖涡背景下,会聚区远离声源,会聚区宽度增大。声会聚区宽度在黑潮延伸体海域较在亲潮延伸体海域更大,距离声源也更远。3)冷涡背景下,声传播的反转深度变浅,暖涡背景下,反转深度加深;在黑潮延伸体海域,反转深度总体随经度增大而变浅,在亲潮延伸体海域则相反,反转深度随经度增大而变深。 Mesoscale eddies widely exist in the ocean and affect the sound propagation.Using AVISO altimeter and Argo buoy data from 2000 to 2018,the multi-year average three-dimensional structure of mesoscale eddies in the Kuroshio and Oyashio extension regions in the Northwest Pacific Ocean was constructed by synthesis method,and the structural characteristics of temperature anomalies,salt anomalies and sound velocity were analyzed.The sound propagation in eddies is simulated by using Bellhop ray acoustic model.The results show that:(1)Under the background of the cold eddy,the temperature anomaly is negative,the salinity anomaly is negative in the upper layer and positive in the lower layer,and the sound velocity contour rises.Under the background of warm eddy,the temperature anomaly is positive,the salinity anomaly is positive in the upper layer and negative in the lower layer,and the sound velocity contour is sinking.(2)The cold eddies cause the convergence region to shift towards the sound source direction and the width of convergence zone to decrease;the warm eddies cause the convergence zone to move away from the sound source and increase its width.The convergence area in the Kuroshio extension region is wider than that in the Oyashio extension region,and is further away from the sound source.(3)The cold eddies make the convergence zone turning depth shallower,while the warm eddies make the convergence zone turning depth deeper.In the Kuroshio extension region,the inversion depth is shallower with the increase of longitude,but in the Oyashio extension region,the inversion depth is deeper with the increase of longitude.
作者 张旭东 丘仲锋 毛科峰 王鹏皓 ZHANG Xudong;QIU Zhongfeng;MAO Kefeng;WANG Penghao(School of Marine Sciences,Nanjing University of Information Science and Technology,Nanjing 210044,China;School of Meteorology and Oceanography,National University of Defense Technology,Nanjing 211102,China)
出处 《海洋学研究》 CSCD 北大核心 2024年第1期58-68,共11页 Journal of Marine Sciences
基金 国家自然科学基金项目(41976165)。
关键词 中尺度涡 西北太平洋 ARGO浮标 声传播 会聚区 mesoscale eddy Northwest Pacific Ocean Argo buoy sound propagation convergence zone
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  • 1菅永军,张杰,贾永君.海洋锋区的一种声速计算模式及其在声传播影响研究中的应用[J].海洋科学进展,2006,24(2):166-172. 被引量:15
  • 2Amante C, Eakins B W, 2009. ETOPO1 1 Arc-Minute Global Relief Model: Procedures, Data Sources and Analysis. NOAA Technical Memorandum NESDIS NGDC-24.1-19.
  • 3Baer R N, 1981. Propagation through a three-dimensional eddy including effects on an array J Aeoust Soc Am, 69: 70-75.
  • 4Bucker H P, 1994. A simple 3-D Gaussian beam sound propagation model for shallow water J Acoust Soc Am, 95: 2437-2440.
  • 5Carman J C, Robinson A R, 1994. Oceanographic, topographic, and sediment interactions in deep water acoustic propagation. Part ll: Gulf Stream simulations. J Acoust Soc Am, 95: 1363-1377.
  • 6CLS, 2002. Ssaho/Duacs User Handbook: (M )SLA and [M]ADT Near- Real Time and Delayed Time Products. 1-31.
  • 7Hall M V, Irving M A, 1989. Application of adiabatic mode theory to the calculation of horizontal refraction through a mesoscale ocean eddy J Acoust Soc Am, 86: 1465-1477.
  • 8Hamilton E L, 1950. Geoacoustic modeling of the sea floor J Acoust Soc Am, 68: 1313-1340.
  • 9Heathershaw A D, Streteh C E, Maskelli S J, 1991. Coupled ocean- acoustic model studies of sound propagation through a front J Acoust Soc Am, 89: 145-155.
  • 10Henrick R F, Burkom H S, 1983. The effect of range dependence on acoustic propagation in a convergence zone environment J Acoust Soc Am, 73: 173-182.

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