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                                                        Correction

Mathinline
body$ = - J(\nu )$
                dB                                                (XXa)

where J(n) is given by equation (12a) or (12b),

and:

...

              

Mathinline
body$\nu={K_{nu}}\;\sqrt {{h_{dif1}}{\theta _{clut1}}} $
                              for R1 ³ ha                                                                 (XXb)               =                             

Mathinline
body\nu= - {K_{nu}}\;\sqrt {{h_{dif1}}{\theta _{clut1}}}
                              otherwise                                                                  (XXc)

             hdif1 =                                                   

Mathinline
body{h_a} - {R_1}
                                        m                                                                       (XXd)

              =                                

Mathinline
body{\theta _{clut1}} = \arctan ({h_{dif1}}/27)
                              degrees                                                                   (XXe)

              =                                                                                                                

Mathinline
body{K_{nu}}=0.0108\;\sqrt {{f}}
                                                                                                                 (XXf)

             f: frequency (MHz).                                                                                                                        

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