Page 106 - Fundamentals of Radar Signal Processing
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rather than the RCS η. The value of Z can then be related to the amount of water

               in the air or the precipitation rate. A number of models are used to relate the
               observed  values  of Z  to  rain  rates.  These  models  depend  on  the  type  of
                                                                                                   2
               precipitation,  e.g.,  snow  versus  thunderstorm  rain  versus  orographic   rain. A
               common  model  is  that  of Table  2.2,  which  shows  the  six-level  equivalence
               between  observed Z  values  (in  dBZ)  and  rainfall  rates  used  in  the  U.S.

               NEXRAD national weather radar system. Very similar scales are used in the
               commercial  “Doppler  weather  radar”  systems  familiar  to  every  watcher  of
               television weather forecasts.























               TABLE 2.2   Correspondence between dBZ Reflectivity and Rain Rate



                     It is important to note that the dBZ values in Table 2.2 are 10 times the
                                                   6
                                                                                        3
                                                       3
                                                                                     6
               base 10 logarithm of Z in mm /m .  When Z is given in m /m  = m , it must be
                                                                                               3
               multiplied by 10  to convert it to units of mm /m  before converting to a decibel
                                  18
                                                                         3
                                                                     6
               scale and using Table 2.2.
               2.2.5   Statistical Description of Radar Cross Section
               The  radar  cross  section  of  real  targets  cannot  be  effectively  modeled  as  a
               simple  constant.  In  general,  RCS  is  a  complex  function  of  aspect  angle,
               frequency, and polarization, even for relatively simple scatterers. For example,
               the conducting trihedral corner reflector of Fig. 2.4 is often used as a calibration
               target in field measurements. Its RCS when viewed along its axis of symmetry

               (looking “into the corner”) can be determined theoretically; it is (Knott et al.,
               1985)
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