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引用本文：

方超,郝威,陈德志.跟踪干扰双曲线在跳频通信中的应用[J].电讯技术，2011，51（8）： - . [点击复制]
FANG Chao,HAO Wei,CHEN De-zhi.Application of Following jamming Hyperbola in Frequency hopping Communications[J].，2011，51（8）： - . [点击复制]

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跟踪干扰双曲线在跳频通信中的应用
方超,郝威,陈德志
0 字体:加大+\|默认\|缩小-
(海军工程大学电子工程学院，武汉 430033)

摘要:

针对中、低速跳频电台跟踪干扰问题，通过对跟踪干扰方程的分析，推导出了跟踪干扰无效区边界的一种新的表达式——跟踪干扰双曲线方程，重点分析了该双曲线的特点及影响因素，并讨论了跟踪干扰双曲线原理在实际装备中的应用及其扩展等问题。仿真与分析结果表明，根据跟踪干扰双曲线选择抗干扰措施更直观、更简单。

关键词: 跳频通信跟踪干扰干扰双曲线干扰方程

DOI：

基金项目:

Application of Following jamming Hyperbola in Frequency hopping Communications

FANG Chao,HAO Wei,CHEN De-zhi

(Electronic Engineering College，Naval University of Engineering，Wuhan 430033， China)

Abstract:

By transfiguring the followingjamming equation of communication counte rmeasures， based on the issue of the antifollowingjamming about the slow fr equencyhopping(FH) communication， a new equation or the followingjamming hy perbola equation for the boundary of the non-jamming area is deduced.The charac teristics of the following-jamming hyperbola and the factors influencing the geo metrical configuration are analysed ，some practical problems about the application of the f ollowingjamming hyperbola principle in the equipment and its extension are dis cussed. Simulation and analysis show that choosing antifollowingjam ming measures by followingjamming hyperbola is more simple and direct than oth er methods.

Key words: FH communication following jamming jamming hyperbola jamming equation