THE TRANSPORT THEORY OF A COUPLING SYSTEM SIMULTANEOUSLY INVOLVING THE RELATIVE MOTION,COLLECTIVE OSCILLATIONS AND SINGLE PARTICLE EXCITATIONS

ZHUO YI-ZHONG; ZHANG JING-SHANG; Wu XI-ZHEN; MA ZHONG-YU

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《中国物理C》（英文）编辑部

2024年10月30日

Chinese Physics C> 1981, Vol. 5> Issue(5) : 584-592

THE TRANSPORT THEORY OF A COUPLING SYSTEM SIMULTANEOUSLY INVOLVING THE RELATIVE MOTION,COLLECTIVE OSCILLATIONS AND SINGLE PARTICLE EXCITATIONS

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Abstract：
By using the time aepenaent projection operator to the intrinsic aegreea or freedom, the general theoretical framework of the coupling equations of the relative motion in classical limit, oscillective oscillations and single particle excitations are formulated. For a coupling system simultenously involving the degrees of freedom of the relative motion and the intrinsic excitations (including collective oscillations and single particle excitations). In the first order Born approximation and the random phase approximation of the matrix element of the interaction between phonons and single particle (neglecting the higher terms of the interactions between relative and the phonons, single particle.) the simple coupling equations, which are physically clear and easy for computations, are obtained.These theoretical formulations are expected to be useful for the descriptions of the transport process for the inelastic collision between heavy ions as well as nuclear fission.

References

[1]

D. Agaeei, C. M. Bo, H. A. Weidenmiiller, Ann, of Phys., 107(1977), 140.[2] W. Norenberg, J. de Phys., 05(1978), 105.[3] H. Ho!lmaa, P. J. Siemene, Nucl. Phys., A257(1976), 165;A275(1977), 464.[4] R. A. Broglia, C. M. Dusso, A. Winther, Phys. Lett., 53B(1974), 301;61B(1978), 115; 73B(1978), 405.[5] C. M. Ko, Z. Phys., A286 (1978) , 405.[6] S. Takigana, Nucl. Phys., A315(1979), 188.[7] 卓益忠、吴锡真,高能物理与核物理,3(1979), 501.[8] 张竞上、卓益忠、顾英沂,原子核物理,2(1980), 1.

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ZHUO YI-ZHONG, ZHANG JING-SHANG, Wu XI-ZHEN and MA ZHONG-YU. THE TRANSPORT THEORY OF A COUPLING SYSTEM SIMULTANEOUSLY INVOLVING THE RELATIVE MOTION,COLLECTIVE OSCILLATIONS AND SINGLE PARTICLE EXCITATIONS[J]. Chinese Physics C, 1981, 5(5): 584-592.

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Received: 1979-07-28
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

THE TRANSPORT THEORY OF A COUPLING SYSTEM SIMULTANEOUSLY INVOLVING THE RELATIVE MOTION,COLLECTIVE OSCILLATIONS AND SINGLE PARTICLE EXCITATIONS

Received Date: 1979-07-28
Accepted Date: 1900-01-01
Available Online: 1981-10-05

Abstract: By using the time aepenaent projection operator to the intrinsic aegreea or freedom, the general theoretical framework of the coupling equations of the relative motion in classical limit, oscillective oscillations and single particle excitations are formulated. For a coupling system simultenously involving the degrees of freedom of the relative motion and the intrinsic excitations (including collective oscillations and single particle excitations). In the first order Born approximation and the random phase approximation of the matrix element of the interaction between phonons and single particle (neglecting the higher terms of the interactions between relative and the phonons, single particle.) the simple coupling equations, which are physically clear and easy for computations, are obtained.These theoretical formulations are expected to be useful for the descriptions of the transport process for the inelastic collision between heavy ions as well as nuclear fission.