在Feshbach-Kerman-Koonin多步理论中P及Q空间的跃迁

来源 :高能物理与核物理 | 被引量 : 0次 | 上传用户：popok12345

【摘要】

：

存在直接作用时,在哈密顿量中将包括非对角元,并导致Feshbach,Kerman和Koonin预平衡反应多步复合理论中P和Q空间的耦合,得到了理论上更严格的Feshbach,Kerman和Koonin预平衡

【作者】

：

苏宗涤阿不都许库尔李保现曹天光王书暖刘建峰黄忠甫

【机构】

：

中国原子能科学研究院,郑州大学物理系,广西大学物理系,吉林大学物理系,北京应用物理与计算数学研究所

【出处】

：

高能物理与核物理

【发表日期】

：

2004年期

【关键词】

：

预平衡反应多步复合理论 P和Q空间的跃迁

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存在直接作用时,在哈密顿量中将包括非对角元,并导致Feshbach,Kerman和Koonin预平衡反应多步复合理论中P和Q空间的耦合,得到了理论上更严格的Feshbach,Kerman和Koonin预平衡反应多步复合理论与复合核反应Hauser-Feshbach理论的统一表示,也改进了与实验结果的符合.

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在Feshbach-Kerman-Koonin多步理论中P及Q空间的跃迁

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