中文摘要：

<正>The physical properties of a reliable acoustic path(RAP) are analysed and subsequently a weighted-subspacefitting matched field(WSF-MF) method for passive localization is presented by exploiting the properties of the RAP environment.The RAP is an important acoustic duct in the deep ocean,which occurs when the receiver is placed near the bottom where the sound velocity exceeds the maximum sound velocity in the vicinity of the surface.It is found that in the RAP environment the transmission loss is rather low and no blind zone of surveillance exists in a medium range. The ray theory is used to explain these phenomena.Furthermore,the analysis of the arrival structures shows that the source localization method based on arrival angle is feasible in this environment.However,the conventional methods suffer from the complicated and inaccurate estimation of the arrival angle.In this paper,a straightforward WSF-MF method is derived to exploit the information about the arrival angles indirectly.The method is to minimize the distance between the signal subspace and the spanned space by the array manifold in a finite range-depth space rather than the arrival-angle space.Simulations are performed to demonstrate the features of the method,and the results are explained by the arrival structures in the RAP environment.

英文摘要：

The physical properties of a reliable acoustic path （RAP） are analysed and subsequently a weighted-subspace~ fitting matched field （WSF-MF） method for passive localization is presented by exploiting the properties of the RAP environment. The RAP is an important acoustic duct in the deep ocean, which occurs when the receiver is placed near the bottom where the sound velocity exceeds the maximum sound velocity in the vicinity of the surface. It is found that in the RAP environment the transmission loss is rather low and no blind zone of surveillance exists in a medium range. The ray theory is used to explain these phenomena. Furthermore, the analysis of the arrival structures shows that the source localization method based on arrival angle is feasible in this environment. However, the conventional methods suffer from the complicated and inaccurate estimation of the arrival angle. In this paper, a straightforward WSF-MF method is derived to exploit the information about the arrival angles indirectly. The method is to minimize the distance between the signal subspace and the spanned space by the array manifold in a finite range-depth space rather than the arrival-angle space. Simulations are performed to demonstrate the features of the method, and the results are explained by the arrival structures in the RAP environment.