摘要
针对非高斯背景下的弱信号检测问题,该文提出一种基于Sigmoid函数的信号检测(SFD)方法。首先依据混合高斯模型对非高斯背景建模,在此基础上系统研究了参数k与SFD的检测性能以及检测特性的关系,确定了k的最佳的取值,并指出SFD在检测性能达到最优的同时也具有恒虚警特性。其次通过固定k值得到了一种新的非参量检测方法,较传统的匹配滤波性能有明显提升。最后进行仿真分析验证了SFD的有效性和优越性。
To solve the problem of weak signals detection in non-Gaussian background,a method based on Sigmoid function is proposed which is named Sigmoid Function Detector(SFD).Firstly,the non-Gaussian background is modeled as a mixed Gaussian model.Based on this,the relationship between parameter k and SFD's performance and characteristics are systematically analyzed.It is pointed out that SFD will be a constant false alarm detector when its detection performance is optimal.Secondly,a new non-parametric detector is proposed via fixing the parameter k,which has significant improvement over matched filter.Finally,simulation analysis is carried out to verify the effectiveness and superiority of SFD.
作者
代振
王平波
卫红凯
DAI Zhen;WANG Pingbo;WEI Hongkai(College of Electronic Engineering,Naval University of Engineering,Wuhan 430033,China)
出处
《电子与信息学报》
EI
CSCD
北大核心
2019年第12期2945-2950,共6页
Journal of Electronics & Information Technology
基金
国家自然科学基金(51109218)~~
关键词
信号检测
非高斯噪声
SIGMOID函数
恒虚警
非参量检测
Signal detection
Non-Gaussian noise
Sigmoid function
Constant false alarm
Non-parametric detection