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Single-look tracking noise for intensity and binary centroiding algorithms for resolved targets and performance comparison between shared- and separate-aperture active tracking

机译:用于强度的单眼跟踪噪声和用于解决目标的二进制质心算法以及共享孔径和分离孔径主动跟踪之间的性能比较

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Abstract: Expressions are derived for the single look tracking noise (SLTN) for an unthresholded intensity centroid algorithm and a binary centroid with a lower threshold. The SLTN is defined as the rss value of the rms errors due to (1) photoelectron statistics, (2) background in the tracking gate, and (3) non- coincidence of the object boundaries and the focal plane array (FPA) detector pixels. The expressions, eqs. (27) and (28) below, are applied to typical directed energy weapon scenarios where the objects are pulse-illuminated distant, Lambertian targets. We find for both algorithms that the SLTN decreases with increasing illuminator energy to a terminal value set by the boundary mismatch error (3) above, but for a fixed illumination and pixel footprint on the target this error is smaller for the intensity algorithm. For each algorithm, the footprint can be optimized to obtain a minimal SLTN, and in the cases studied the binary SLTN was consistently lower than the intensity SLTN. Furthermore, the dependence on illuminator pulse energy E is approximately 1/$ROOT@E for the intensity, approximately 1/E$+2/3$/ for the binary centroid. Finally, the SLTN is approximately proportional to 1/D$ROOT$eta@, where D is the collecting aperture and $eta is the tracker photon efficiency (transmission X quantum). Thus the advantage of a `shared' DEW tracker compared to `separate' is typically a factor 5 or less. !8
机译:摘要:推导了无阈值强度质心算法和具有较低阈值的二进制质心的单眼跟踪噪声(SLTN)的表达式。 SLTN定义为均方根误差的rss值,归因于(1)光电子统计,(2)跟踪门中的背景以及(3)物体边界和焦平面阵列(FPA)检测器像素不重合。表达式,等式。下面的(27)和(28)适用于典型的定向能量武器场景,在该场景中,对象是脉冲照明的遥远朗伯目标。我们发现,对于这两种算法,SLTN随照明器能量的增加而减小,直至由上述边界失配误差(3)设置的最终值,但是对于固定照明和目标上的像素足迹,强度算法的误差较小。对于每种算法,可以优化覆盖区以获得最小的SLTN,在研究的案例中,二进制SLTN始终低于强度SLTN。此外,对于照明器脉冲能量E的依赖性对于强度大约为1 / $ ROOT @ E,对于二进制质心大约为1 / E $ + 2/3 $ /。最后,SLTN大约与1 / D $ ROOT $ eta @成正比,其中D是收集孔径,$ eta是跟踪器光子效率(传输X量子)。因此,与“单独”相比,“共享” DEW跟踪器的优势通常是5倍或更小。 !8

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