Deep adaptive temporal network (DAT-Net): an effective deep learning model for parameter estimation of radar multipath interference signals

IF 1.7 4区 工程技术 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC
Kang Yan, Weidong Jin, Yingkun Huang, Pucha Song, Zhenhua Li
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引用次数: 1

Abstract

Abstract Accurate parameter estimation in radar systems is critically hindered by multipath interference, a challenge that is amplified in complex and dynamic environments. Traditional methods for parameter estimation, which concentrate on single parameters and rely on statistical assumptions, often struggle in such scenarios. To address this, the deep adaptive temporal network (DAT-Net), an innovative deep learning model designed to handle the inherent complexities and non-stationarity of time series data, is proposed. In more detail, DAT-Net integrates both the pruned exact linear time method for effective time series segmentation and the exponential scaling-based importance evaluation algorithm for dynamic learning of importance weights. These methods enable the model to adapt to shifts in data distribution and provide a robust solution for parameter estimation. In addition, DAT-Net demonstrates the capability to comprehend inherent nonlinearities in radar multipath interference signals, thereby facilitating the modeling of intricate patterns within the data. Extensive validation experiments conducted across parameter estimation tasks and demonstrates the robust applicability and efficiency of the proposed DAT-Net model. The architecture yield root mean squared error scores as low as 0.0051 for single-parameter estimation and 0.0152 for multiple-parameter estimation.

Abstract Image

深度自适应时间网络(DAT-Net):一种有效的雷达多径干扰信号参数估计的深度学习模型
多径干扰严重阻碍雷达系统参数的准确估计,在复杂和动态环境中,这一挑战被放大。传统的参数估计方法集中在单个参数上,依赖于统计假设,在这种情况下往往会遇到困难。为了解决这个问题,提出了深度自适应时态网络(DAT-Net),这是一种创新的深度学习模型,旨在处理时间序列数据的固有复杂性和非平稳性。更详细地说,DAT-Net集成了用于有效时间序列分割的修剪精确线性时间方法和用于动态学习重要性权重的基于指数缩放的重要性评估算法。这些方法使模型能够适应数据分布的变化,并为参数估计提供了一个鲁棒的解决方案。此外,DAT-Net展示了理解雷达多径干扰信号中固有非线性的能力,从而促进了数据中复杂模式的建模。在参数估计任务中进行了广泛的验证实验,并证明了所提出的DAT-Net模型的鲁棒适用性和效率。该体系结构产生的均方根误差分数低至0.0051单参数估计和0.0152多参数估计。
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来源期刊
Eurasip Journal on Advances in Signal Processing
Eurasip Journal on Advances in Signal Processing ENGINEERING, ELECTRICAL & ELECTRONIC-
CiteScore
3.40
自引率
10.50%
发文量
109
审稿时长
3-8 weeks
期刊介绍: The aim of the EURASIP Journal on Advances in Signal Processing is to highlight the theoretical and practical aspects of signal processing in new and emerging technologies. The journal is directed as much at the practicing engineer as at the academic researcher. Authors of articles with novel contributions to the theory and/or practice of signal processing are welcome to submit their articles for consideration.
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