The book Calculation of Electric Microfield Distributions was written by author Iglesias, Carlos a Here you can read free online of Calculation of Electric Microfield Distributions book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is Calculation of Electric Microfield Distributions a good or bad book?
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a r e i r -r/X -ar/Xi u (r) = — ^ t — J l e _e I » a -1 2 -r/X v S (r) =-5-^ . (A-6) APPENDIX B EVALUATION OF T U)/T (0) o o In this appendix we evaluate the term T (£)/T (o). To do this we first evaluate the ring graph sum presented in Fig. (1.4a), lnT o (i) -~-4- I i-^'^l - / dr 2 ... dr j=l J- x u(r 01 ,£)v(r 12 ) ••• v(r )u(r ,£) (B-l) As in Appendix A, we make use of the Fourier transforms to write 2 ■*■ In T (£) = ~ P l / -^_ u (q,£)u(-q,Ji)e" 1 (q). (B-2) Z (2tt) J Since T (o) simply req...uires T (£=0) it follows that o ' o 2 + in T (£)/T (0) = ~ P j? / dq e _1 (q) {u(q,£)u(-q,A) - u 2 (q)} Z (2it) J 2 ->• f ■»■ - ~Pfl f dq -1, . f £»q -v 2 2, . (2tt ) 3 2 = -yL , (B-3) 4(a 2 +l) 2 where in Eq.(B3) L = Zz ; a = r A; e = e/r 2 , (B-4) o o o o 105 106 and r is the ion sphere radius defined by the expression 4tt 3 , r r P-l. (B-5) APPENDIX C CALCULATION OF y In this appendix we evaluate the integrals in Eq.(1.2.17), 2 2 V ■ H" / d? 10 d? 20 ^v S (r 12 )] 2 /2 x {u S (r 10 ;£)u S (r 2() ;£) - u S (r 1Q )u S (r^)} .
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