NUCLEUS-NUCLEUS INELASTIC SCATTERING AND THE INFLUENCE OF PROJECTILE NUCLEI STRUCTURE AT HIGH ENERGIES

  • On the base of Glauber's theory, nuclei-nuclei inelastic scattering amplitudes are given by using the rigid projectile approximation. Inelastic scattering differential cross sections of α+C12 at 1.37GeV with 2+(4.43MeV) and 3(9.64MeV) of C12 in the final state are calculated. The influence of the different density distributions of the projectile nuclei on nuclei-nuclei inelastic scattering is discussed.
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  • [1] 孔蕃信等人, 高能物理与核物理, 8(1984), 707.[2] A. Chaumeaux, et al, Nucl. Phys., A267 (1976), 413.[3] H. Arenhovel, Nucl. Phys., A358(1981), 7.[4] K. M. Watson, Phys. Rev., 89(1953), 575.[5] R. D. VioIIier, Ann. of Phys., 93( 1975), 335.[6] E. Aslanides et al., Phys. Lett., 68B (1977), 221.[7] J. P. Anger, Nucl. Phys., 262 (1976), 372.
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LIU Yuan and LI Yang-Guo. NUCLEUS-NUCLEUS INELASTIC SCATTERING AND THE INFLUENCE OF PROJECTILE NUCLEI STRUCTURE AT HIGH ENERGIES[J]. Chinese Physics C, 1985, 9(3): 283-290.
LIU Yuan and LI Yang-Guo. NUCLEUS-NUCLEUS INELASTIC SCATTERING AND THE INFLUENCE OF PROJECTILE NUCLEI STRUCTURE AT HIGH ENERGIES[J]. Chinese Physics C, 1985, 9(3): 283-290. shu
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Received: 1900-01-01
Revised: 1900-01-01
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NUCLEUS-NUCLEUS INELASTIC SCATTERING AND THE INFLUENCE OF PROJECTILE NUCLEI STRUCTURE AT HIGH ENERGIES

    Corresponding author: LIU Yuan,

Abstract: On the base of Glauber's theory, nuclei-nuclei inelastic scattering amplitudes are given by using the rigid projectile approximation. Inelastic scattering differential cross sections of α+C12 at 1.37GeV with 2+(4.43MeV) and 3(9.64MeV) of C12 in the final state are calculated. The influence of the different density distributions of the projectile nuclei on nuclei-nuclei inelastic scattering is discussed.

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