Mahmoud M. Qasaymeh, Ali A. Alqatawneh, Ahmad F. Aljaafreh
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In the proposed model, we employed a Neural Network (NN) with three layers consisting of an input layer that interprets the signal's fundamental patterns, a hidden layer to extract the correlation found in the time scene, and an output layer that utilizes a linear activation function to provide the flexibility required to address the dynamic relationship between channel gain and time delay. Without prior experience, leveraging a synthetic dataset rich in complex temporal variations and channel gain nuances, the NN architecture, characterized by multiple dense layers, effectively captures complex temporal relationships. Following rigorous training and validation utilizing the Mean-Square Error (MSE) loss function, the model significantly reduced loss, emphasizing its proficiency for an accurate delay and gain estimation. A computer simulation comparison between the performance of the proposed model and previous classical models was included in this paper. 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引用次数: 0
摘要
-跳频(FH)扩频系统具有抗干扰能力强、抗无线电干扰效率高的特点,因此被广泛应用于军事和民用领域。信道估计是跳频系统的重要组成部分。然而,基于信号处理的信道估计方法存在一些限制,如计算复杂度高、对噪声水平敏感、开销过大等。为了缓解这些问题,我们提出了一种机器学习(ML)模型,用于精确估计慢跳频(SFH)扩频系统的窄带(NB)多径衰落信道参数。在所提出的模型中,我们采用了一个由三层组成的神经网络(NN),其中输入层解释信号的基本模式,隐藏层提取时间场景中发现的相关性,输出层利用线性激活函数提供处理信道增益和时间延迟之间动态关系所需的灵活性。在没有先验经验的情况下,利用富含复杂时间变化和信道增益细微差别的合成数据集,以多个密集层为特征的 NN 架构能有效捕捉复杂的时间关系。在利用均方误差(MSE)损失函数进行严格的训练和验证后,该模型显著降低了损失,强调了其在准确估计延迟和增益方面的能力。本文通过计算机仿真比较了所提模型与以往经典模型的性能。根据仿真结果,所提出的基于 ML 的估计模型在 MSE 方面明显优于许多经典的基于子空间的方法,其性能的提高体现在多个信噪比(SNR)上。此外,所提出的模型在复杂性和性能之间做出了合理的权衡。
Channel Estimation Methods for Frequency Hopping System Based on Machine Learning
—Frequency Hopping (FH) spread spectrum system is extensively used in military and civilian fields due to its robustness against interference and efficiency in confronting radio jamming. Channel estimation is a crucial part of the FH system. However, signal processing-based channel estimation methods have some constraints, such as high computational complexity, sensitivity to noise level, and excessive overhead. To alleviate these issues, we propose a Machine Learning (ML) model for precisely estimating Narrow Band (NB) multipath fading channel parameters for a Slow Frequency Hopping (SFH) spread spectrum system. In the proposed model, we employed a Neural Network (NN) with three layers consisting of an input layer that interprets the signal's fundamental patterns, a hidden layer to extract the correlation found in the time scene, and an output layer that utilizes a linear activation function to provide the flexibility required to address the dynamic relationship between channel gain and time delay. Without prior experience, leveraging a synthetic dataset rich in complex temporal variations and channel gain nuances, the NN architecture, characterized by multiple dense layers, effectively captures complex temporal relationships. Following rigorous training and validation utilizing the Mean-Square Error (MSE) loss function, the model significantly reduced loss, emphasizing its proficiency for an accurate delay and gain estimation. A computer simulation comparison between the performance of the proposed model and previous classical models was included in this paper. Based on simulation results, the proposed ML-based estimator model significantly outperforms many classical subspace-based methods in terms of MSE, the performance improvement appears over several Signal-to-Noise Ratios (SNR). Furthermore, the proposed model provided a reasonable tradeoff between complexity and performance.
期刊介绍:
JCM is a scholarly peer-reviewed international scientific journal published monthly, focusing on theories, systems, methods, algorithms and applications in communications. It provide a high profile, leading edge forum for academic researchers, industrial professionals, engineers, consultants, managers, educators and policy makers working in the field to contribute and disseminate innovative new work on communications. All papers will be blind reviewed and accepted papers will be published monthly which is available online (open access) and in printed version.