SEVERAL PROBABLE QUESTIONS ON "A STUDY OF A SEMICLASSICAL APPROXIMATIONS FOR HEAVY ION TRANSFER REACTIONS"

  • The identity G(S,θ,π,0)=(-1)λ1-λ2G(S,θ,0,0) is proved thus the transition amplitude's formula ((33), H-B,see[1]) stands good under the nonforward angular scattering conditions. The equation (ε1-Δε1-h2k12/2mx)=(ε2-Δε2- h2k22/2mx) in Ref[1] may be questionable. The transfer amplitude's formula ((48), H-B) may be suitable only in post representation. The choice of different representations probablely influences the calculation results. The two symmetry properties of the transfer amplitude can simplify the numerical calculation.
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  • [1] H. Hasan and D. M. Brink, J. Phys. G: Nucl. Phys., 4 (1978), 1573.[2] T. Motobayashi et al., Nucl. Phys., A331 (1979), 193-212.[3] S. Cohen and D. Kurath, Nucl. Phys., A193 (1967), 164.[4] K. G. Nair et al., Phys. Rev., C12(1975). 1575.[5] I. Paschopoulos et al., Nucl. Phys., A252 (1975). 173.
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MIAO Rong-Zhi and XU Shu-Wei. SEVERAL PROBABLE QUESTIONS ON "A STUDY OF A SEMICLASSICAL APPROXIMATIONS FOR HEAVY ION TRANSFER REACTIONS"[J]. Chinese Physics C, 1984, 8(1): 105-109.
MIAO Rong-Zhi and XU Shu-Wei. SEVERAL PROBABLE QUESTIONS ON "A STUDY OF A SEMICLASSICAL APPROXIMATIONS FOR HEAVY ION TRANSFER REACTIONS"[J]. Chinese Physics C, 1984, 8(1): 105-109. shu
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Received: 1900-01-01
Revised: 1900-01-01
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SEVERAL PROBABLE QUESTIONS ON "A STUDY OF A SEMICLASSICAL APPROXIMATIONS FOR HEAVY ION TRANSFER REACTIONS"

    Corresponding author: MIAO Rong-Zhi,

Abstract: The identity G(S,θ,π,0)=(-1)λ1-λ2G(S,θ,0,0) is proved thus the transition amplitude's formula ((33), H-B,see[1]) stands good under the nonforward angular scattering conditions. The equation (ε1-Δε1-h2k12/2mx)=(ε2-Δε2- h2k22/2mx) in Ref[1] may be questionable. The transfer amplitude's formula ((48), H-B) may be suitable only in post representation. The choice of different representations probablely influences the calculation results. The two symmetry properties of the transfer amplitude can simplify the numerical calculation.

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