Nonlinear decision rules for robust noncoherent integration

D. Day
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Abstract

New nonlinear decision rules for performing noncoherent integration (NCI) of multiple radar dwells are determined. Conventional noncoherent integration followed by CFAR can be greatly desensitized when the noise energy varies from dwell to dwell. The new rules are robust to dwell to dwell variations in noise energy, providing CFAR and minimizing detection loss. For slow fluctuation target models the locally most powerful decision rule outperforms conventional NCI even in stationary noise conditions. In addition, a composite test is provided that outperforms all individual binary integration (BI) M out of N tests independent of target fluctuation model and is suitable for distributed detection.
鲁棒非相干积分的非线性决策规则
提出了多雷达驻留进行非相干积分的非线性决策规则。传统的非相干积分后的CFAR在不同驻留点的噪声能量变化时,会产生很大的失敏性。新规则对噪声能量的变化具有鲁棒性,提供了CFAR并最大限度地减少了检测损失。对于慢波动目标模型,即使在平稳噪声条件下,局部最强大的决策规则也优于传统的NCI。此外,本文还提供了一种复合检验方法,该方法在N次检验中优于所有独立于目标波动模型的单个二进制积分(BI) M,适用于分布式检测。
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