OBLIQUE INCIDENCE PLANE WAVE SCATTERING FROM AN ...

268 Henin, Elsherbeni, and Al SharkawywhereV 1 = hP (i 1lj l J la i λ 2 − 1 )dλ 2 , (21)0V 2 = P i j l−1 (kdη d λ dJ ld J l − k 0η 0 λ 0J ′ l), (22)S 1 =0i = g,l≠ n[ hlHl=λ 2 0 a − hlH ]li λ 2 d a i = g,l= n (23)i[ hlJl=λ 2 0 a − hlJ ]lg λ 2 d a H ln i ≠ g,iandS 2 =0==[k0H l ′ jη 0 λ −0[k0J l ′ jλ −0k ]dH l J ldjη d λ di = g,l≠ ni = g,l= n (24)k ]dJ l J ld H ln i ≠ g,jη d λ dR 1 =0i = g,l≠ n[k0 η 0= H l ′ jλ − k ]dη dH l J ld i = g,l= n (25)0 jλ d[k0 η 0= J l ′ jλ − k ]dη dJ l J ld H ln i ≠ g,0 jλ dwhileR 2 =0i = g,l≠ n[ hlHl= −λ 2 0 a − hlH ]li λ 2 d a i = g,l= n (26)i[ hlJl= −λ 2 0 a − hlJ ]lg λ 2 d a H ln i ≠ g,iJ l = J l (λ 0 a i )J l (λ d a i ) ,J′ l = J l ′ (λ 0a i )J l (λ d a i ) ,J ld = J l ′ (λ da i )J l (λ d a i ) ,H l = H(2) l(λ 0 a i )J l (λ d a i ) ,H l ′ = H(2)′ l(λ 0 a i ),H ln = H (2)J l (λ d a i )l−n (λ 0d ig ) e −j(l−n)(φ ig−φ 0 ) ,P i = e jk 0ρ ′ i cos(φ′ i −φ 0) sin(θ 0 )