THE ENERGY DEPENDENCE OF THE CONDENSATION PROBABILITY IN THE COMPLEX PARTICLE EMISSION PROBABILITY

WU Guo-Hua; MIAO Rong-Zhi; GE Ling-Xiao; LIU Jian-Ye

Chinese Physics C> 1987, Vol. 11> Issue(3) : 403-408

THE ENERGY DEPENDENCE OF THE CONDENSATION PROBABILITY IN THE COMPLEX PARTICLE EMISSION PROBABILITY

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Abstract：
The condensation probability γ_β is studied by assuming that γ_β=γ_β(A, E)[ε_β/MeV]^χ When χ=0.425, the best agreement between the calculated dσ/dε and the experimental data is obtained for 18 reactions. For the same composite systems, the extracted γ_β(A, E) are nearly the same. When the mass of the composite system increases, the γ_β(A, E) increases too. For the α-decay nucleus ²¹⁰Po, γ_β(A, E) is larger than the others considerably.

References

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WU Guo-Hua, MIAO Rong-Zhi, GE Ling-Xiao and LIU Jian-Ye. THE ENERGY DEPENDENCE OF THE CONDENSATION PROBABILITY IN THE COMPLEX PARTICLE EMISSION PROBABILITY[J]. Chinese Physics C, 1987, 11(3): 403-408.

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Received: 1900-01-01
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

THE ENERGY DEPENDENCE OF THE CONDENSATION PROBABILITY IN THE COMPLEX PARTICLE EMISSION PROBABILITY

Corresponding author: WU Guo-Hua,

Received Date: 1900-01-01
Accepted Date: 1900-01-01
Available Online: 1987-06-05

Abstract: The condensation probability γ_β is studied by assuming that γ_β=γ_β(A, E)[ε_β/MeV]^χ When χ=0.425, the best agreement between the calculated dσ/dε and the experimental data is obtained for 18 reactions. For the same composite systems, the extracted γ_β(A, E) are nearly the same. When the mass of the composite system increases, the γ_β(A, E) increases too. For the α-decay nucleus ²¹⁰Po, γ_β(A, E) is larger than the others considerably.