摘要
OH5O3■T1摘要:将陈金全的本征函数法应用于空间群链,计算了晶体第一布里渊区中*X(?)*M→*X耦合的母分系数。与传统群论方法相比,其理论本身显示出许多特有的优越性, 概念简单,简明易懂,与量子力学关系密切,便于理解和应用,且易于程序化。计算结果表明所得母分系数满足幺正性、归一性,证明了本征函数法处理群论问题的正确性和简洁性。
Fractional Parentage Coefficients of Oh^5 belong to O^3 × T^1 structure space group by Chen Jin -quan＇ s Eigen Function Method （EFM） is calculated. Compared with projection operation method, its theory show many specific superiority, such as simple concept, close relation with quantum mechanics, easy understand and supply and system. the result which could be verifried to confirm the unitary nature and orthonormality is got. So it proves that the EFM is correct and concise on the representation theory of group.
出处
《黑龙江大学自然科学学报》
CAS
北大核心
2005年第4期558-560,共3页
Journal of Natural Science of Heilongjiang University
关键词
空间群
母分系数
耦合
不可约表示
表象群
space group
fractional parentage coefficient
coupling
irreducible representation
abstract group
