Chemistry Research Laboratory, Department of Chemistry, University of Oxford, 12 Mansfield Road, Oxford OX1 3TA, United Kingdom.
J Phys Chem A. 2011 Sep 29;115(38):10655-63. doi: 10.1021/jp206218g. Epub 2011 Sep 2.
Since the pioneering work on the theoretical description of Mössbauer quadrupole line intensities for a single-crystal to elucidate information on the electric-field-gradient (EFG) tensor, ferrous chloride tetrahydrate, FeCl(2)·4H(2)O, has represented a prototypical Mössbauer species. In addition, this species also typifies a so-called ambiguous, low symmetry, iron center where traditionally only macroscopic tensors have been assumed available for determination. Recent experiments on FeCl(2)·4H(2)O have successfully determined physically meaningful spin-Hamiltonian parameters for the (57)Fe microscopic (local) EFG and mean-squared displacement tensors. This paper reports a density functional theory investigation that finds good agreement with experiment. Assuming a gas-phase scaffold cluster approach to describe the crystalline geometry, the sign of the EFG was determined to be positive, in agreement with earlier magnetically perturbed experiments, and the EFG asymmetry parameter η was calculated to be 0.21-0.23 depending on the density functional used, which is in excellent accord with experiment at 0.25(2). By virtue of theoretical and experimental agreement, this work indicates that simultaneous electric-field-gradient-mean-square-displacement Mössbauer determinations can resolve the apparent ambiguity associated with monoclinic, 2/m or 1 Laue class, sites provided there is sufficient anisotropy in the Lamb-Mössbauer recoilless fraction.
自开创性地对单晶体中 Mössbauer 四极线强度进行理论描述以阐明电场梯度(EFG)张量的信息以来,四水合氯化亚铁(FeCl2·4H2O)一直是典型的 Mössbauer 物种。此外,该物种还代表了所谓的模棱两可的低对称铁中心,传统上仅假设存在宏观张量可供确定。最近对 FeCl2·4H2O 的实验成功地确定了(57)Fe 微观(局部)EFG 和均方根位移张量的物理意义上的自旋哈密顿参数。本文报道了一项密度泛函理论研究,该研究与实验结果吻合良好。假设气相支架簇方法来描述晶体几何形状,EFG 的符号被确定为正,这与早期的磁扰动实验一致,并且 EFG 不对称参数 η 根据所使用的密度泛函计算为 0.21-0.23,这与实验值 0.25(2)非常吻合。由于理论和实验的一致性,这项工作表明,只要 Lamb-Mössbauer 无反冲分数具有足够的各向异性,同时进行电场梯度-均方根位移 Mössbauer 测定可以解决与单斜、2/m 或 1 Laue 类站点相关的明显歧义。