Using a variational method, we have calculated the eigenenergy and the binding energy of D - center for the spin triplet state of L=-1 in this structure.
计算得到此结构中D-中心角动量L=-1自旋三重态的本征能量和束缚能 ,找到了此三重态由非束缚态转变到束缚态对应磁场的阈值 。
The obrained numerical results indicate that the EPR parameters are related tightly to the ground and excited states (ie, the spin-quarters and spin-doublets): The second rank parameter D comes mainly from the spin-quartets and negligibly from the spindoublets.
α-F进行了一般性研究,研究表明:EPR参量与其基态和激发态(自旋四重态和自旋二重态)有密切联系,且有如下规律:二阶参量D主要来自自旋四重态,自旋二重态贡献较之小得多;四阶参量α-F则主要来自二重态,四重态的贡献很微弱,但不能忽略。
The obrained numerical results indicate that the EPR parameters are related tightly to the ground and excited states (ie, the spin-quarters and spin-doublets): The second rank parameter D comes mainly from the spin-quartets and negligibly from the spindoublets.
α-F进行了一般性研究,研究表明:EPR参量与其基态和激发态(自旋四重态和自旋二重态)有密切联系,且有如下规律:二阶参量D主要来自自旋四重态,自旋二重态贡献较之小得多;四阶参量α-F则主要来自二重态,四重态的贡献很微弱,但不能忽略。