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《中国物理C》(英文)编辑部
2024年10月30日

ON THE COULOMB DISINTEGRATIONS OF ATOMS (e+e-) AND (μ+μ-

  • The cross sections and energy spectra of the Coulomb disintegration of (e+e-) and(μ+μ-)at high energies are calculated by using the perturbation expansion of com-posite field theory [1] and the approximate covariant solution to Bethe-salpeter equa-tion with Coulomb potential and spin 1/2, -1/2[2] . The cross sections of disintegrationof (e+t-) are about 20% less than the cross sections calculated by others [3]. Be-sides; the results obtained in this paper indicate that the cross sections of coulomb di-sintegration of (e+e-) or (μ+μ-) at high energies in singlet state and triplet stateare equal exactly, while in [3] this oicurs only when n=2, and when n=1 the dif-ferenles betwees the rross sections in the two states are about 25%. It is very likelythat there were some mistakes in these calculutions.
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  • [1] 何柞庥、张肇西、黄涛,物理学报,25 (1976), 215;何柞床、张肇西、黄涛,物理学报,26 (1977), 540.[2] 何炬、张肇西、何柞麻,高能物理与核物理,3(1979).[4] 何炬、张肇西、何柞麻,高能物理与核物理,3(1979),117.[5] A. A. Axyндoв et al., Я. Ф.,27(1878), 1542.[6] 张肇西、何柞庥、高能物理与核物理,2(1978),119.[7] Y. S. Tzai, Rev,, Mod. Phys., 46(1974), 815.[8] G. Moliere, Z. Naturforsch, A2(1947), 133.
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Get Citation
Qing Cheng-rui. ON THE COULOMB DISINTEGRATIONS OF ATOMS (e+e-) AND (μ+μ-)[J]. Chinese Physics C, 1980, 4(3): 337-343.
Qing Cheng-rui. ON THE COULOMB DISINTEGRATIONS OF ATOMS (e+e-) AND (μ+μ-)[J]. Chinese Physics C, 1980, 4(3): 337-343. shu
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Received: 1979-03-22
Revised: 1900-01-01
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ON THE COULOMB DISINTEGRATIONS OF ATOMS (e+e-) AND (μ+μ-

  • Institute of Theoretical Physics,Academia Sinica

Abstract: The cross sections and energy spectra of the Coulomb disintegration of (e+e-) and(μ+μ-)at high energies are calculated by using the perturbation expansion of com-posite field theory [1] and the approximate covariant solution to Bethe-salpeter equa-tion with Coulomb potential and spin 1/2, -1/2[2] . The cross sections of disintegrationof (e+t-) are about 20% less than the cross sections calculated by others [3]. Be-sides; the results obtained in this paper indicate that the cross sections of coulomb di-sintegration of (e+e-) or (μ+μ-) at high energies in singlet state and triplet stateare equal exactly, while in [3] this oicurs only when n=2, and when n=1 the dif-ferenles betwees the rross sections in the two states are about 25%. It is very likelythat there were some mistakes in these calculutions.

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