CAJ | 학술논문

给出了三维三体谐振子耦合势系统的能级本征值。利用Berry和Tabor理论，研究了该系统的能级分布函数P(s)对系统中耦合参数的敏感性。结果表明，三维空间中三体谐振子耦合系统是一个可以严格求解的系统。外界对系统的微小影响，将会导致系统分布函数P(s)的剧烈变化。
급출료삼유삼체해진자우합세계통적능급본정치。이용Berry화Tabor이론，연구료해계통적능급분포함수P(s)대계통중우합삼수적민감성。결과표명，삼유공간중삼체해진자우합계통시일개가이엄격구해적계통。외계대계통적미소영향，장회도치계통분포함수P(s)적극렬변화。
The enery-value of the three-body harmonic coupling system in three-dimension space has been given exactly. Based on Berry and Tabor's theory,we studied the sensitivity of the level distribution function P(s) on the coupling. The results show that the three-body harmonic coupling system can be solved strictly in three-dimension space. Distribution function P(s) of the system will change while external factors slightly influence on it.