Effects of proton correlations on the scattering of high-energy electrons from nuclei
Author:
Publisher
Springer Science and Business Media LLC
Subject
Astronomy and Astrophysics,Nuclear and High Energy Physics,Atomic and Molecular Physics, and Optics
Link
http://link.springer.com/content/pdf/10.1007/BF02731629.pdf
Reference11 articles.
1. B. Hahn, D. G. Ravenhall andR. Hofstadter:Phys. Rev.,101, 1131 (1956) and earlier papers cited there.
2. J. H. Smith:Phys. Rev.,95, 271 (1954).
3. R. Gatto:Nuovo Cimento,2, 669 (1955).
4. B. W. Downs:Phys. Rev.,101, 820 (1956). This paper is based on the formalism of an earlier paper by the present author:Phys. Rev.,98, 765 (1955), in which an estimate of the second-order (dispersion) contribution to the scattering is also made. As pointed out byLewis (reference (5)), this estimate is incorrect; the error lies in the assumption that an integrand that contains a factor exp [1/2iq·s] derives its main contribution from nears=0, whereas actually such a factor does not in itself suffice to give the integrand a well-defined region of stationary phase (compare with reference (8)). The paper ofDowns replaces this estimate with a detailed calculation that is based on a specific model.
5. R. R. Lewis:Phys. Rev.,102, 544 (1956).
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1. Dispersion corrections to elastic electron scattering by 12C and 16O II. On the use of the closure approximation;Annals of Physics;1974-10
2. Cross sections for summed quasi-elastic and inelastic scattering;Nuclear Physics A;1971-09
3. References;Electron Scattering from Complex Nuclei, Part B;1971
4. Dispersion corrections in electron scattering;Physics Letters B;1970-05
5. Two-nucleon correlation function and final-state interactions;Annals of Physics;1966-07
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