The Greens Function Method for Quantum Corrections to the Thomas Fermi Model of

Cover The Greens Function Method for Quantum Corrections to the Thomas Fermi Model of
The Greens Function Method for Quantum Corrections to the Thomas Fermi Model of
Gene a Baraff
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/ did e l/o 2jti(u -E) » ^hy. [h) 8 Furthermore, if polar coordinates are introduced into momentum space, one may write dp = m p dE d0 dcosQ (^-5) The integral in (4. 2) may be evaluated using (k*k) and (4. 5) • We note that when E = n, p = n^R) = (2 rt % 5 )- 1 mp F (R) K^R) - (4. 6) An integral equation for K, (R) results by using this density in the definition of K_(R) given by (3. 8c) Kj_(R) = -(AV^/irp^r) K L (r)v(R-

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