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tree leaves moving in the wind or waves on the sea surface, and by changes in

               radar-target  geometry  for  both  clutter  and  targets.  Various  investigators  have
               experimentally characterized the decorrelation characteristics of clutter echoes
               due to internal motion, or equivalently, their power spectrum. For example, one
               model suggested to estimate the power spectrum of the RCS of foliated trees or
               rain uses a cubic spectrum (Currie, 2010):






                                                                                                       (2.67)


                     The  corner  frequency F  is a function of the wavelength and either wind
                                                  c
               speed (for trees) or rain rate (for rain). Some sample measured values are given
               i n Table  2.7.  A  higher  corner  frequency  (wider  power  spectrum)  implies  a
               shorter  decorrelation  interval  (narrower  autocorrelation  function).  Shorter
               decorrelation times render the clutter signals more like white noise and degrade
               the  effectiveness  of  some  of  the  clutter  suppression  techniques  of Chap.  5.
               Notice that for a given weather condition, the clutter decorrelates more rapidly
               at higher radar frequencies. Figure 2.23 plots additional windblown tree clutter

               data that also show the decrease in decorrelation time for both increased clutter
               motion and increased radar frequency.


















                 Source: Currie, N. C. “Clutter Characteristics and Effects,” chapter 10 in J. L. Eaves and K. E. Reedy
               (eds.), Principles of Modern Radar. Van Nostrand Reinhold, New York, 1987.

               TABLE 2.7   Cubic Power Spectrum Corner Frequencies (Hz) for Rain and Tree
               Clutter
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