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High Spatial Resolution Reconstruction of Underwater Acoustic Signal from Drawing Tower Grating with Long Cavity Based on GA-BP

机译:基于GA-BP的长腔绘制塔式光栅高空间分辨率重建水下声信号

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A method for reconstructing the underwater acoustic signals from a drawing tower grating (DTG) array hydrophone with a cavity length of 50 m is proposed to achieve a spatial resolution of 5 m without changing the hydrophone structure. The genetic algorithm and the backpropagation neural network (GA–BPNN) algorithm are used to create a model to reconstruct 10 sets of underwater acoustic signals with a sensing cavity length of 5 m from a DTG hydrophone with a cavity length of 50 m and achieve a 5 m spatial resolution. Results show that the sensor’s signal with a cavity length of 50 m can reconstruct the signals with a cavity length of 5 m, and the reconstructed signals’ mean absolute error and root mean square error of are between 0.0035–0.0470 and 0.0002–0.0082, respectively. Comparing the reconstructed signals by the GA–BP algorithm with the traditional BPNN algorithm reveals that the relative error of the BPNN algorithm is higher than that of the GA– BPNN algorithm. We can prove that the GA–BPNN algorithm has an excellent reconstruction performance for the hydrophone array system’s high spatial resolution with a large sensing cavity length.
机译:提出了一种从绘图塔栅光栅(DTG)阵列水槽具有50μm的腔体长度的水下声学信号的方法,以实现5μm的空间分辨率,而不改变水听器结构。遗传算法和BackPropagation神经网络(GA-BPNN)算法用于创建一个模型,以将10组水下声信号重构,感测腔长5米的传感空腔长度,腔长50米,实现a 5米空间分辨率。结果表明,传感器的腔长50米的信号可以重建具有5米的空腔长度的信号,并且重建的信号“平均绝对误差和均匀平方误差”分别在0.0035-0.0470和0.0002-0.0082之间。通过传统的BPNN算法比较GA-BP算法的重建信号揭示了BPNN算法的相对误差高于GA-BPNN算法的相对误差。我们可以证明GA-BPNN算法具有优异的重建性能,可为水听阵列系统的高空间分辨率具有大的传感腔长。

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