深海和季节对气枪信号在海洋中长距离传播的影响

T. V. Tronstad, J. Hovem
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引用次数: 4

摘要

海洋地震勘探使用气枪或气枪阵列在海底深处产生高能量、短时间的声波脉冲,但一些地震/声波能量仍留在水柱中,可以传播到相当远的距离。这可能会对海洋生物造成干扰,有证据表明,这种噪音会对鱼类的行为产生反应,导致捕获量减少。这导致了石油业和渔业之间严重的利益冲突。这里提出的工作的最终目标是能够估计地震调查的最小距离,以避免对鱼类行为和鱼类捕捞产生重大负面影响。我们开发了一种基于射线理论的传播模型,可以处理与距离相关的测深和与深度相关的声速剖面。本文简要介绍了该模型及其功能,然后介绍了几个相关的例子,这些例子是在不同地理位置和季节的典型声速剖面上通过距离相关的测深传播的。主要结论是海底测深、海底地声特性和海洋条件对地震噪声的传播有显著影响。由测深和/或声速剖面引起的声音聚焦可能会产生具有热点的区域,这些区域的声级明显高于正常预期。圆柱和球形传播的常用范围相关声音传播方法,例如- 10log(r)和- 20log(r),也与模拟结果进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bathymetric and seasonal effects on the propagation of airgun signals to long distances in the ocean
Marine seismic exploration uses air guns or air gun arrays to generate high energy, short duration acoustic pulses deep into the ocean floor but some of the seismic/acoustic energy remains in the water column and can propagate to considerably distances. This may cause disturbance to marine life and there is evidence that this noise can cause reactions on the behavior of fish resulting in reduced catches. This has resulted in severe conflict of interest between the petroleum and the fishing industry. The ultimate goal of the work that is presented here is to be able to estimate the minimum distance from a seismic survey to avoid significant negative effects on fish behavior and fish catch. We have developed a propagation model, based on ray theory that can deal with range dependent bathymetry and depth dependent sound speed profiles. This paper describes briefly the model and its capabilities, followed by the presentation of several relevant examples of propagation over range dependent bathymetry with typical sound speed profiles from different geographical locations and seasons. The main conclusion is that both the bathymetry, the geo-acoustic properties of the bottom and the oceanographic conditions have significant impact on the propagation of seismic noise. The focusing of sound, caused by the bathymetry and/or sound speed profile, may create regions with hot spots where the sound level is significantly higher than normally expected. Common range dependent sound propagation methods for cylindrical and spherical spreading, e.g. −10log(r) and −20log(r), are also compared to the modeled results.
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