“…Upon this principle, real-time operation of CFAR detectors will be easy and fast, since the calculation of the tests statistics is carried out forwardly as a function of clutter samples. For the case of Weibull, log-normal and Pareto clutter models, numerous noncoherent CFAR detectors have been constructed with unknown parameters [4][5][6][7][8]. For instance, logt-CFAR, Maximum Likelihood (ML) CFAR, [zlog(z)]-CFAR, Trimmed Mean Order Statistic (TMOS) CFAR and Robust Variability Index (RVI) CFAR detectors are proposed in presence of Weibull and log-normal disturbances [9].…”