Binary integration with a cascaded detection scheme
暂无分享,去创建一个
Methods for evaluating the probability of detection for binary integration have been extended to the case of a cascaded detection scheme where the inputs to the binary detector are no longer single pulse outputs but the outputs of a noncoherent integration detector. Swerling II and IV expressions are easily generalized by simply redefining the p term in the cumulative binomial probability to represent the probability of detection associated with the noncoherent detector output. The Swerling I and III cases are somewhat more complicated. For these latter cases we have developed a numerical technique that we have named "piecewise linear integration". With this technique we have the means to evaluate the relevant detection probabilities, and we can compare two alternative ways of Implementing RF diversity for the cascaded detector above.
[1] M. A. Weiner. Binary integration of fluctuating targets , 1991 .
[2] D. A. Shnidman,et al. Binary integration for Swerling target fluctuations , 1998 .
[3] D. A. Shnidman. Calculation of probability of detection for log-normal target fluctuations , 1991 .
[4] D. A. Shnidman,et al. Radar detection probabilities and their calculation , 1995 .
[5] Karl Gerlach,et al. Cascaded detector for multiple high-PRF pulse Doppler radars , 1990 .