A RELATIVISTIC EQUATION OF MOTION FOR MANY-BODY SYSTEM(Ⅱ)

RUAN TU-NAN; ZHU XI-QUAN; HE ZUO-XIU; QING CHENG-RUI; ZHAO WEI-QIN

Chinese Physics C> 1981, Vol. 5> Issue(5) : 537-545

A RELATIVISTIC EQUATION OF MOTION FOR MANY-BODY SYSTEM(Ⅱ)

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Abstract：
A relativistic equation of motion for many-body system is established. The relativistic potential is a certain rearrangement of the irreducible series of many-body B-S equation. Considering the two-body irreducible B-S kernels only the many-body potential is expressed as a sum of two-body ones.

References

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阮圈南、朱照泉、何柞麻、庆承瑞、赵维勤,高能物理与核物理,5(1981).[2] P. A.M.Dirac, Rev. Mod. Phys., 21(1949), 392.[3] B. Bakamjian, L. H. Thomas, Phys. Rev., 92(1953), 1300;鲍诚光、赵维勤,高能物理与核物理,2(1978), 336.[4] A. Klein, C. Zemach, Phys. Rev., 108 (1957 ) , 126.[5] 朱熙泉、何柞麻、赵维勒、鲍诚光,中国科学,1980年第7期,p. 645.[6] D. Lurig, Particles and Fields, (1968 by John WileySons, New York).[7] W. grolikowski, J. Rzewuski, Nuovo Cimento, 2(1955), 203.[8] R. Blankenbecler, R. Faugar, Phys. Rev., 142(1966), 1051.

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RUAN TU-NAN, ZHU XI-QUAN, HE ZUO-XIU, QING CHENG-RUI and ZHAO WEI-QIN. A RELATIVISTIC EQUATION OF MOTION FOR MANY-BODY SYSTEM(Ⅱ)[J]. Chinese Physics C, 1981, 5(5): 537-545.

RUAN TU-NAN, ZHU XI-QUAN, HE ZUO-XIU, QING CHENG-RUI and ZHAO WEI-QIN. A RELATIVISTIC EQUATION OF MOTION FOR MANY-BODY SYSTEM(Ⅱ)[J]. Chinese Physics C, 1981, 5(5): 537-545. shu

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Received: 1980-04-01
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

A RELATIVISTIC EQUATION OF MOTION FOR MANY-BODY SYSTEM(Ⅱ)

Received Date: 1980-04-01
Accepted Date: 1900-01-01
Available Online: 1981-10-05

Abstract: A relativistic equation of motion for many-body system is established. The relativistic potential is a certain rearrangement of the irreducible series of many-body B-S equation. Considering the two-body irreducible B-S kernels only the many-body potential is expressed as a sum of two-body ones.