用自旋Hamilton理论和Newman的晶场叠加模型研究了Cr3+∶MgAl2O4晶体结构与自旋哈密顿(SH)参量之间的定量关系;在此基础上,计算了Cr3+∶MgAl2O4晶体的SH参量(D,g)及精细光谱,计算结果与观测一致.定量的研究结果表明,Cr3+离子掺入MgAl2O4晶体后,络离子(CrO6)9-的局域结构产生了一个压缩三角畸变(Δθ＝2.729°).理论研究还表明,自旋二重态对零场分裂(ZSF)参量D的贡献大约为16%左右,而对g因子的贡献不足1%.这表明,用ZSF参量研究晶格畸变时,自旋二重态的贡献不可忽略.
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