晶体Zn(antipyrine)2(NO3)2:VO2+的EPR谱及光吸收谱的理论研究

由于硝酸钒锌二安替比林晶体[Zn(antipyrine)2(NO3)2:VO2 ]中配体O2-的自旋-轨道耦合参量ζ0p≈150 cm-1与中心过渡族3d1离子V4 的ζ0d≈248 cm-1相差不太大,故配体的自旋-轨道耦合参量ζ0p对电子顺磁共振(EPR)谱和光吸收谱的贡献必须考虑.采用双自旋-轨道耦合参量模型和相关的晶体场能级公式,计算了Zn(antipyrine)2(NO3)2:VO2 晶体的EPR谱和光吸收谱,所得理论结果与实验发现很好符合;确定了该晶体的局域对称结构沿C4轴的四角畸变约为0.45 nm;计算发现,较大的κ值说明VO2 中未配对的s电子对超精细结构常数有较大的贡献.并对上述这些结果的合理性进行了讨论.     

晶体PZCST:VO2+的EPR谱及光吸收谱的理论研究

采用双旋-轨耦合参量模型和3d¹电子组态在四角对称下的能级公式,计算了KZnClSO₄·3H₂O(PZCST): VO²⁺的EPR谱和光吸收谱,所得EPR谱和光吸收谱的理论结果与实验发现符合得很好. 研究发现,该晶体沿C₄轴局域对称结构呈压缩的四角畸变,其大小为0.47 nm;大的κ值表明VO²⁺的未配对电子的自旋极化对超精细结构常数有着较大的贡献.     

CuAlS2：Ni^＋晶体光谱和电子顺磁共振谱研究

Ni^＋离子在三元化合物CuAlS2半导体中替代离子Cu^＋。应用晶体场理论，结合CuAlS2中Cu^＋位置的结构数据，计算了CuAlS：Ni^＋晶体的光谱和电子顺磁共振谱（g因子和超精细结构常数），计算结果与实验值符合得很好。     

晶体Zn（antipyrine）2（NO3）2∶VO^2＋的EPR谱及光吸收谱的理论研究

由于硝酸钒锌二安替比林晶体[Zn(antipyrine)2(NO3)2∶VO2 ]中配体O2-的自旋-轨道耦合参量0pζ≈150cm-1与中心过渡族3d1离子V4 的ζ0d≈248 cm-1相差不太大,故配体的自旋-轨道耦合参量0pζ对电子顺磁共振(EPR)谱和光吸收谱的贡献必须考虑。采用双自旋-轨道耦合参量模型和相关的晶体场能级公式,计算了Zn(antipyrine)2(NO3)2∶VO2 晶体的EPR谱和光吸收谱,所得理论结果与实验发现很好符合;确定了该晶体的局域对称结构沿C4轴的四角畸变约为0.45 nm;计算发现,较大的κ值说明VO2 中未配对的s电子对超精细结构常数有较大的贡献。并对上述这些结果的合理性进行了讨论。     

CuAlS2∶Ni+晶体光谱和电子顺磁共振谱研究

Ni 离子在三元化合物CuAlS2半导体中替代离子Cu .应用晶体场理论,结合CuAlS2中Cu 位置的结构数据,计算了CuAlS2∶Ni 晶体的光谱和电子顺磁共振谱(g因子和超精细结构常数),计算结果与实验值符合得很好.     

伽马CuX(X=Cl,Br,I)的电子结构和光学性质的第一性原理计算

基于第一性原理赝势平面波方法对伽马晶体CuCl, CuBr, CuI的体模量、体模量对压强的一阶偏导 数、电子结构、折射率等光学性质进行了计算.计算结果表明,广义梯度近似(GGA)下CuX(X = Cl, Br, I) 晶体的晶格常数与体模量的计算值与实验相差较小.与局域密度近似(LDA)相比, GGA更适合于 CuX(X = Cl, Br, I)晶体 的计算.这三者的价带都来源于Cu的3d态,导带部分主要来自Cu和卤素的s电子贡献,很少部分来自卤素的p电子 贡献.计算得到CuCl, CuBr, CuI的折射率分别为1.887, 2.015, 2.199,与应用Gladstone-Dale半经验关系得到 的结果符合得很好.     

用双原子分子离子XY+的能量自洽法研究卤化氢离子HX+(X=F,Cl,Br,I)基态的势能函数

利用研究双原子分子离子XY 解析势能函数的能量自洽法(ECMI)研究了四个卤化氢离子HX (X=F,Cl,Br,I)基态X2∏的势能函数.得到的势能函数表明,ECMI势能很好与Rydberg-Klein-Rees(RKR)数据相符合,而且在离子的渐进区和离解区域,ECMI势比常用的中性分子的势能函数的Morse势和Huxley-Murrell-Sorbie(HMS)等的结果更可靠,并能得到RKR方法在渐进区和离解区可能缺乏的势能数据,并且表明将能量自洽法从中性分子XY推广到一价双原子分子离子XY 是可行的.     

ZnO:V3+晶体光谱和电子顺磁共振谱的理论研究

采用强场耦合图像,建立了3d2电子组态在三角对称中的45×45能量矩阵,通过对角化完全能量矩阵的方法,计算出了ZnO:V3 晶体的45条光谱能级和5个电子顺磁共振谱参量(零场分裂D,g因子g//,g⊥和超精细结构常数A//,A⊥),计算结果与实验数值能很好地符合.计算中还发现V3 杂质中心的局部结构与基质晶体的结构不一致,即V3 在ZnO中并不占据准确的Zn2 位置,而是沿c3轴方向位移一段距离△Z≈0.003 nm.作者对上述这些结果的合理性进行了讨论.     

Ni2+:RbMgF3的电子顺磁共振谱的研究

含有过渡金属离子的晶体的光学吸收谱、零场分裂D值和g因子与晶体结构有密切关系,应用Ni^2 的参量化d轨道和三角晶场中d^8电子组态的强场能量矩阵,通过建立完全对角化方法,精确地计算了具有C3ν和D3d两种对称的Ni^2 ：RbMgF3的电子顺磁共振谱,分析了Ni^2 ：RbMgF3的零场分裂D值和g因子与晶体结构参量R和θ的依赖关系。理论值与实验值符合得很好。     

掺铜PTO晶体顺磁共振谱及局域结构的理论研究

基于晶体场理论,本文采用重叠模型和3d⁹电子组态在畸变四角晶场中的g因子和超精细结构常数A的三阶微扰计算公式以及钛酸铅PbTiO₃ (PTO): Cu²⁺晶体的局域结构与EPR谱之间的定量关系,合理解释了PTO: Cu²⁺晶体的EPR谱及局域晶体结构,所得结果与实验观测相符合.      

Study on the local structure and EPR spectroscopy of compressed CuX4 (X = N,S, Cl and Br) tetrahedral cluster

The spin Hamiltonian parameters g and A for copper(II) in CuX₄ (X = N, S, Cl and Br) tetrahedrons are theoretically investigated within a uniform model by utilizing the perturbation method and cluster approach for 3d⁹ ions suffering D_2d symmetry in view of host structures and angular distortions in terms of a single parameter β. For all the studied polymers, the isotropy of g tensors g_av and the hyperfine structure constant component A_‖ are found, respectively, to undergo an increasing and decreasing trend with the enlarging average X–Cu–X angle β, while the obtained cubic crystal field parameter D_q and isotropic Fermi contact constant κ are experiencing a declining and growing tendency with the rising Cu–X bond length, respectively. The critical angle β_c is concluded locating in the range of 109.471°–120° in which the g-isotropy value would reach the maximum, while the hyperfine structure factor might vanish that needs to be verified in future X-ray and EPR experiments. This work would be beneficial to the establishment of complete EPR and structure diagram for CuX₄ complexes and the synthesis of new compounds possessing novel physical and chemical properties.     

Progress in science and technology on photostimulable BaFX:Eu (X=Cl, Br, I) and imaging plates

Imaging plate (IP) is a two-dimensional detector of ionizing radiation utilizing photostimulable BaFX:Eu²⁺ (X=Cl, Br, I). First type was developed about 20 years ago. As for the mechanism of the photostimulated luminescence (PSL), a lot of arguments have been done after the presentation of the first model by Takahashi et al. In principle, the model is supported by the recent papers.

In the meantime, the performance of IPs is drastically improved. Then, the computed radiography and the radioluminography (RLG) systems, which take advantage of the excellent feature in linearity and high sensitivity of IPs, were developed that became an inevitable equipment for medical diagnostics and scientific research. The late Professor Shigeo Shionoya greatly contributed to analysis of the PSL mechanism and development of the RLG technology.     

Theoretical investigations on the spin Hamiltonian parameters and local structures for the trigonal Ni2+ centers in CsMgX3 (X=Cl,Br, I)

The spin Hamiltonian parameters (zero-field splitting and the anisotropic g factors) and the local structures for the trigonal Ni²⁺ centers in CsMgX₃ (X=Cl, Br, I) are theoretically investigated from the perturbation formulas of these parameters for a 3d⁸ ion in trigonally distorted octahedra, by including the ligand s-orbital contributions. Based on the studies, the local impurity-ligand bond angles β related to the C ₃ axis in the Ni²⁺ centers are found to be about 2° larger than the corresponding angles, β_H, in the hosts, due to the size mismatching substitution of Mg²⁺ by Ni²⁺. The theoretical results based on the inclusion of the ligand s-orbital contributions show an improvement when compared with those in the absence of the above contributions, especially for the ligand I^?.     

晶体NiF2的吸收光谱和电子顺磁共振谱的一种完全对角化计算

采用半自洽场(semi-SCF)自由Ni²⁺的d轨道波函数、点电荷-偶极子模型和Ni²⁺-6X^-(X=F,Cl,Br,I)络合物的μ-κ-α模型,建立结构参数与光谱、电子顺磁共振(EPR)谱(零场分裂D,E和顺磁g因子)之间的定量关系.利用能量矩阵完全对角化方法(CDP)和高阶微扰方法,统一解释NiF₂晶体的局部结构、吸收光谱和电子顺磁共振谱(EPR).比较两种方法计算得到的零场分裂D,E和顺磁g因子.结果表明:①高阶微扰方法算出的D,E值误差大;②能量矩阵完全对角化方法(CDP)算出的D,E值、光谱、顺磁g因子的值都与实验符合很好.     

Theoretical studies of spin-Hamiltonian parameters for Ni ions in CsMgX3 (X=Cl, Br, I) crystals from the two-mechanism model

In this paper, the high-order perturbation formulas of spin-Hamiltonian (SH) parameters (g factors g, g and zero-field splitting D), including both the crystal-field (CF) and for the first time charge-transfer (CT) mechanisms, are established for 3d⁸ ions in trigonal octahedral clusters. By using these formulas, the SH parameters of Ni²⁺ ions in CsMgX₃ (X=Cl, Br, I) crystals are calculated. The results are consistent with the experimental values. The calculations suggest that the sign of Q^CT (Q=Δg, Δg or D, where the g-shift Δg_i=g_i−g_e, g_e≈2.0023 is the value of free-electron) due to CT mechanism is the same as that of the corresponding Q^CF due to CF mechanism, and the relative importance of CT mechanism (characterized by Q^CT/Q^CF) increases with the increasing atomic number of ligand X. So, for the 3dⁿ ML_m clusters with ligand having large atomic number, the reasonable theoretical explanations of all SH parameters should take both CF and CT mechanisms into account. The defect structure of (NiX₆)⁴⁻ impurity centers in CsMgX₃:Ni²⁺ crystals is also considered in our model.     

活性氮反应产生激发态卤化氮实验研究

报道了利用氮气放电产生的活性氮有效制备激发态卤氮自由基NX(b)(X=F,Cl,Br)的方法.在流动余辉装置上,将含溴有机物CH2Br2、CHBr3、C2H5Br、C4H9Br加入到活性氮中,在550～750nm观察到了较强的NBr(b→X)跃迁发射光谱.机理分析表明,活性氮中的基态氮原子N(4S)与含溴分子反应首先产生基态的NBr,由于亚稳态分子N2(A3Σ+u)的能量转移作用,基态NBr被激发到NBr(b).当含氯有机物CCl4、SOCl2加入到活性氮中时,观察到了NCl(b→X)的发射光谱,而当CHCl3、CH2Cl2加入到活性氮中时,却没有观察到NCl(b)态的辐射跃迁.当SF6与氮气混合放电时,观察到了NF(b)态的跃迁发射谱.分析表明,基态的NCl和NF自由基分别是由N(4S)+CCl3(SOCl2)→NCl(X)+CCl2(SOCl)和N(4S)+SF5→NF(X)+SF4通道产生的,再通过N2(A)能量转移到激发态.     

计算晶体CdCl2:Ni2+的电子顺磁共振谱的完全对角化和高阶微扰方法

采用半自洽场自由Ni²⁺的d轨道波函数和点电荷-偶极子模型,建立局部结构、光谱与电子顺磁共振(EPR)谱(零场分裂D和顺磁g因子)之间的定量关系.利用完全对角化方法(CDP)和高阶微扰方法,统一解释CdCl₂:Ni²⁺晶体的局部结构、光谱和电子顺磁共振谱(EPR),并比较两种计算方法得到的结果.