Yasmina Zaky, Nicolas Fortino, Benoit Miramond, Jean-Yves Dauvignac
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引用次数: 0
摘要
本研究利用在无噪声数据上训练的卷积神经网络(CNN),利用物体的电磁特征对其进行分类。应用奇异性扩展法(SEM)建立了一个紧凑的模型,该模型能准确地表示物体的超宽带散射场(SF),不受其方向和观测角度的影响。为了进行分类,我们使用了与噪声抑制 SEM 技术相关的 CNN,根据不同物体的特征参数对其进行分类。为了验证这种方法,我们比较了分类器在对 SF 进行 SEM 预处理和未进行 SEM 预处理的情况下,针对不同噪声水平和训练集中不存在的物体大小的性能。此外,我们还提出了一种程序,可根据与每个复杂自然共振相关的残差来确定接收天线的方向和物体的方位。这种使用预处理 SEM 数据的分类程序前景广阔且易于训练,尤其是在对训练集中未包含的物体尺寸进行泛化时。
Shape and orientation classification of objects based on their electromagnetic signatures using convolutional neural networks
This study addresses the classification of objects using their electromagnetic signatures with convolutional neural networks (CNNs) trained on noiseless data. The singularity expansion method (SEM) was applied to establish a compact model that accurately represents the ultra-wideband scattered field (SF) of an object, independently of its orientation and observation angle. To perform the classification, we used a CNN associated with a noise-robust SEM technique to classify different objects based on their characteristic parameters. To validate this approach, we compared the performance of the classifier with and without SEM pre-processing of the SF for different noise levels and for object sizes not present in the training set. Moreover, we propose a procedure that determines the direction of the receiving antenna and orientation of an object based on the residues associated with each complex natural resonance. This classification procedure using pre-processed SEM data is promising and easy to train, especially when generalizing to object sizes not included in the training set.
期刊介绍:
An interdisciplinary journal combining mathematical and experimental papers on inverse problems with theoretical, numerical and practical approaches to their solution.
As well as applied mathematicians, physical scientists and engineers, the readership includes those working in geophysics, radar, optics, biology, acoustics, communication theory, signal processing and imaging, among others.
The emphasis is on publishing original contributions to methods of solving mathematical, physical and applied problems. To be publishable in this journal, papers must meet the highest standards of scientific quality, contain significant and original new science and should present substantial advancement in the field. Due to the broad scope of the journal, we require that authors provide sufficient introductory material to appeal to the wide readership and that articles which are not explicitly applied include a discussion of possible applications.