安徽大学学报(自然科学版)
安徽大學學報(自然科學版)
안휘대학학보(자연과학판)
JOURNAL OF ANHUI UNIVERSITY
2009年
4期
48-50
,共3页
Bohr Hamiltonian%Hulthen势%光谱
Bohr Hamiltonian%Hulthen勢%光譜
Bohr Hamiltonian%Hulthen세%광보
Bohr Hamihonian%Hulthen potential%spectra
在解Bohr Hamihonian的过程中出现了很多种方法,且有很多在最后都是用不同的势来得到不同的解析解,典型的有Coulomb-like和Kratzer-like势、Linear势、Davidson势.除此之外,还有Bohr's Harmonic-Oscillator解法、Wilets and Jean解法、Elliott-Evans-Park's解法等.这些解法都给出了与实验室比较接近的光谱,但其中有一个普遍现象:很多最后的解析能谱都比实验能谱低.在该文中用Hulthen势来作出它的修正能谱,以更好地与实验值接近.最后,用240U和240Pu作为例子来进行比较.
在解Bohr Hamihonian的過程中齣現瞭很多種方法,且有很多在最後都是用不同的勢來得到不同的解析解,典型的有Coulomb-like和Kratzer-like勢、Linear勢、Davidson勢.除此之外,還有Bohr's Harmonic-Oscillator解法、Wilets and Jean解法、Elliott-Evans-Park's解法等.這些解法都給齣瞭與實驗室比較接近的光譜,但其中有一箇普遍現象:很多最後的解析能譜都比實驗能譜低.在該文中用Hulthen勢來作齣它的脩正能譜,以更好地與實驗值接近.最後,用240U和240Pu作為例子來進行比較.
재해Bohr Hamihonian적과정중출현료흔다충방법,차유흔다재최후도시용불동적세래득도불동적해석해,전형적유Coulomb-like화Kratzer-like세、Linear세、Davidson세.제차지외,환유Bohr's Harmonic-Oscillator해법、Wilets and Jean해법、Elliott-Evans-Park's해법등.저사해법도급출료여실험실비교접근적광보,단기중유일개보편현상:흔다최후적해석능보도비실험능보저.재해문중용Hulthen세래작출타적수정능보,이경호지여실험치접근.최후,용240U화240Pu작위례자래진행비교.
Numerous solutions of Bohr Hamihonian had been proposed since its derivation by choosing different forms of the potential V(β,γ),for example,Coulomb-like and Kratzer-like potential,Linear potential,Davidson potential,and so on. Except for that,there were Bohr's Harmonic-Oscillator solution,Wilets and Jean solution,Elliott-Evans-Park's solution,and so on. Those solutions were all to be close to the experiment values of spectrum,but there was a problem that the date of the paper before were most below the experiment values,so we could see the solution of the article was the correctness of the before to the experiment data. In the end,we used the 240U and 240Pu to check the solution.