Abstract

As a mesoscale phenomenon of the ocean, the ocean front can directly affect the structural characteristics of sound speed profiles and further affect the acoustic propagation characteristics of the sea area. In this paper, we use the fuzzy C-means (FCM) algorithm to cluster the surface sound speed in the sea area of the Kuroshio Extension (KE) and detect the frontal zone of Kuroshio Extension (KEF). At the same time, the sound speed profile (SSP) is used instead of the temperature profile to establish the model of the sound speed field in the front area of the Kuroshio Extension and to improve the theoretical model of the ocean front. Compared with the actual ocean front calculated by reanalysis data, the root means square error (RSME) of the transmission loss (TL) calculated by the model is controlled below 6 dB, which proves the validity of the model. Finally, we propose the melt function in the model to forecast the depth change of the acoustic convergence area. Compared with the actual calculation result based on reanalysis data, the root means square error (RSME) of the depth forecasting after the frontal zone is 43.3 m. This reconstruction method does not rely on the high spatial resolution data of the whole sea depth and can be of referential significance to acoustic detection in the ocean front environment.

Highlights

  • Theoretical model of the ocean front is improved by replacing the temperature profile with the theoretical model of the ocean front is improved by replacing the temperature profile the sound speed profile (SSP), and the model of the sound speed field of the Kuroshio Extension front (KEF) is with the SSP, and the model of the sound speed field of the Kuroshio Extension front established quickly and effectively (Section 3.1)

  • We find that the position, width, and range of the KEF are different at different times

  • We found that when frequencies were different, the root means square error (RMSE) of transmission loss (TL) was close to the same in different seasons, and the seasonal difference of the RMSE caused by the change of frequency was not obvious

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Summary

Introduction

Publisher’s Note: MDPI stays neutral with regard to jurisdictional claims in published maps and institutional affiliations. When the horizontal gradients of temperature and salinity change, the ocean front appears in this area, which affects the structure of sound speed profile (SSP) [8], the acoustic propagation characteristics of the sea area [9], and the underwater detection [10]. In order to reduce the dependence of ocean front modeling on the data of the whole sea area and the whole sea depth, we only cluster the surface sound speed of the sea with the fuzzy C-means (FCM) algorithm, to obtain the position and range of the frontal zone.

Physical Oceanography and Data Introduction
Description of Ocean Front Characteristic Model
Sound speed distribution distribution of the 144
February
Introduction of Technical Route
Results and Discussion
Reconstruction Results of Ocean Front Sound Speed Field Model
Results of model
Smoothed Results
Effectiveness of Forecasting the Changes of Depth in Convergence Areas
Summary and Conclusions
Full Text
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