An approximation for the optimum binary integration threshold forSwerling II targets

Frey T.L. Jr.

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An approximation for the optimum binary integration threshold forSwerling II targets

机译：Swerling II目标的最佳二进制积分阈值的近似值

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An approximation is derived for the optimum M for M-out-of-N binary integration applied to Swerling II targets. This optimum M minimizes the required signal-to-noise ratio for given probabilities of detection and false alarm and a given N. The approximation is valid for probabilities of detection in the range of 0.1 to 0.95 and for typical probabilities of false alarm. Examples of the accuracy of this approximation are given

机译：对于应用于Swerling II目标的N分之二的M积分，得出了最佳M的近似值。对于给定的检测和错误警报概率以及给定的N，此最佳M最小化了所需的信噪比。该近似值对于0.1至0.95范围内的检测概率以及错误警报的典型概率有效。给出了这种近似精度的示例

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《IEEE Transactions on Aerospace and Electronic Systems》 |1996年第3期|p.1181-1185|共5页
作者
Frey T.L. Jr.;
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原文格式 PDF
正文语种 eng
中图分类航空;
关键词
approximation theory; integration; probability; radar detection; radar target recognition; M-out-of-N binary integration; Swerling II targets; approximation; false alarm; optimum M; optimum binary integration threshold; probabilities; probabilities of detection; prob;

机译：近似理论;积分;概率;雷达检测;雷达目标识别;M-out-of-N二进制积分;Swing II目标;逼近;虚警;最优M;最优二进制积分阈值;概率;检测概率;概率;

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An approximation for the optimum binary integration threshold forSwerling II targets

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