A Novel Ranging Code based on improved Logistic Map Chaotic Sequences

Rui Xue, Yang Xiong, Qinglin Cheng
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引用次数: 3

Abstract

Spread-spectrum technology is widely used in communication system particularly in Global Navigation Satellite System (GNSS) to achieve a better ranging accuracy. This makes spreading code (also known as ranging code) so important that any change of it would directly influence positioning accuracy, compatibility, anti-interference, security, and receiver performance. Therefore, research on ranging code could provide theoretical support for the improvement of the performance of ranging codes and extension of their design methods to future satellite navigation signal structures. Chaotic sequence is not predictable and non-periodic so that has great auto-correlation and cross-correlation characteristic. However, the code balance of chaotic sequence is barely satisfactory, in this paper, a novel ranging code is proposed and we will give the details of the ranging code design process based on improved Logistic-map chaotic sequences and m code. Then the code select criteria based on even/odd correlation functions and welch bound have been set up to compare different code sets which include the proposed code, common GPS code, common Beidou code, and Random code. Theoretical analysis and simulation results show that the proposed ranging code cannot only maintain excellent performance in the acquisition, tracking, and anti-interference performance as the GPS L5I code but also significantly improve balance performance to strong balance constraints and improve code length flexibility.
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一种基于改进Logistic映射混沌序列的测距码
扩频技术广泛应用于通信系统,特别是全球卫星导航系统(GNSS),以获得更高的测距精度。这使得扩展码(也称为测距码)如此重要,以至于它的任何变化都会直接影响定位精度、兼容性、抗干扰性、安全性和接收器性能。因此,对测距码的研究可以为改进测距码的性能以及将测距码的设计方法推广到未来的卫星导航信号结构中提供理论支持。混沌序列具有不可预测和非周期性,具有很强的自相关和互相关特性。然而,混沌序列的码平衡性很难令人满意,本文提出了一种新的测距码,并详细介绍了基于改进的logistic映射混沌序列和m码的测距码设计过程。然后建立了基于奇偶相关函数和韦尔奇界的码选准则,对不同码集进行比较,包括建议码、通用GPS码、通用北斗码和随机码。理论分析和仿真结果表明,所提出的测距码在保持GPS L5I码在获取、跟踪和抗干扰性能方面的优异性能的同时,对强平衡约束的平衡性能也有显著提高,码长灵活性得到了提高。
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