Correlation And Quantum Corrections in the Thomas Fermi Model of the Atom
Correlation And Quantum Corrections in the Thomas Fermi Model of the Atom
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9) (5. 10) where GG = / d(r^-r^)d(t^-tj^)G(5, ^)G(4, 5) X exp ■; - 1 I'^ly^k^-''^''^-^ / dp'dw', "i = ^ / -^^ r ii^ G^(R, p'u)') ft^ 5 (R, IH-p', uH-to'). (5. 12b) Lest the handling of the powers of ii here seem artificial, let us note that the form of the set of equations (3. *+) indicates that each of the coefficients G, contains a factor^ . The combination^ G. Which appears in (5. 12b) has J (J been chosen only to remove this h dependence from the terms n..
J We may insert the expansion of ©... and of GG into Eq. (5*10) with the re- sult that Q(R, pw) = Zmj '^ Q. (R, P«) (5. 15a) p6 ^ " - Qi. = (kne^i/X) 2. ®mC^/P^^'"n(S'r^^ ' (5. 15b) Finally, we may insert the expansions of V^©, and Q into Eq.
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To quickly assess the difficulty of the text, read a short excerpt:
9) (5. 10) where GG = / d(r^-r^)d(t^-tj^)G(5, ^)G(4, 5) X exp ■; - 1 I'^ly^k^-''^''^-^ / dp'dw', "i = ^ / -^^ r ii^ G^(R, p'u)') ft^ 5 (R, IH-p', uH-to'). (5. 12b) Lest the handling of the powers of ii here seem artificial, let us note that the form of the set of equations (3. *+) indicates that each of the coefficients G, contains a factor^ . The combination^ G. Which appears in (5. 12b) has J (J been chosen only to remove this h dependence from the terms n..
J We may insert the expansion of ©... and of GG into Eq. (5*10) with the re- sult that Q(R, pw) = Zmj '^ Q. (R, P«) (5. 15a) p6 ^ " - Qi. = (kne^i/X) 2. ®mC^/P^^'"n(S'r^^ ' (5. 15b) Finally, we may insert the expansions of V^©, and Q into Eq.
What to read after Correlation And Quantum Corrections in the Thomas Fermi Model of the Atom?
You can find similar books in the "Read Also" column, or choose other free books by Gene a Baraff to read onlineMoreLess
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