多氯代二苯并呋喃的结构信息连接性指数与其在不同柱上的气相保留行为的关系

在分子连接性指数的基础上 ,建立了化合物结构信息连接性指数 nχH(n =0 ,1,2 ,… ,m) ,即 nχH =∑(δiH·δjH·δkH·… ·δmH) -0 5,其中 1阶和 2阶结构信息连接性指数为 :1χH =∑(δiH·δjH) -0 5,2 χH =∑(δiH·δjH·δkH) -0 5,并计算了 135个多氯代二苯并呋喃分子的1χH 和2 χH 值。发现1χH 或2 χH 或1χH 和2 χH 与多氯代二苯并呋喃在不同柱上的气相保留指数 (RI)和相对保留时间 (RRT)有很好的相关性。各样本总体模型即定量结构 保留关系 (QSRR)相关模型的相关系数均在 0 96以上 ,且物理意义明确 ,计算简单.     

多氯代二苯并呋喃在不同色谱柱上的气相色谱保留行为——定量结构-色谱保留关系(QSRR)的研究

 以一种拟原子的方式处理多氯代二苯并呋喃 (PCDFs)异构体中的苯环 ,将PCDFs异构体中的原子或基团分为 3类 ,即 :氯原子 (Cl) (记为“1”) ,氧原子 (O) (记为“2”)及拟原子 (B) (记为“3”)。在烷烃分子距边矢量的基础上 ,提出一种以基团为基准的分子距离边数矢量 (μ矢量 ) ,借助多元线性回归方法分别建立了多氯代二苯并呋喃在不同色谱柱上的色谱保留指数与表征其结构的 μ矢量间的定量结构 色谱保留关系 (QSRR)相关模型。各样本总体所建模型的相关系数均在 0 98以上。     

无机氢化物的酸性与分子拓扑指数(mYz)的关系

定义一种新原子点价izδ,在izδ的基础上建构新的分子连接性指数mYz,其0阶指数0Yz、1阶指数1Yz的计算公式分别为:0Yz=∑(izδ)0.5;1Yz=∑(ziδ.izδ)0.5.0Yz,1Yz对13种无机氢化物呈现惟一性表征,0Yz,1Yz与无机氢化物pKa1值的一元相关系数和二元相关指数分别为0.993 6和0.995 2.以0Yz,1Yz,和相对分子质量Mr为自变量的三元线性回归方程的相关指数为0.995 7,对无机氢化物pKa1的预测结果十分令人满意.     

结构信息连接性指数与气相色谱保留指数相关性的研究

定量结构 保留相关关系 (ＱＳＲＲ)的研究和应用在分析化学和色谱科学领域越来越多的受到关注。化合物的气相色谱保留指数ＲＩ值 ,是分子微观结构的宏观反映。有机物的气相色谱保留指数的ＲＩ值与其分子中原子的本性和成键环境有关 ,要建立充分反映有机化合物分子结构大小特征的结构信息拓扑指数 χＨ ,首先要解决有机化合物分子隐氢结构图中顶点原子的价点价值δｙｉ(以示区别δｖｉ)的计算问题。对此我们提出了一个计算分子图中顶点原子ｉ价点价δＨｉ 值的新方法 :δＨｉ =ｍｉ·Ｚｉ· (Ｚｉ -ｈｉ) · (8-Ｎｉ) ｈｉ (2·ｎｉ) [4 …     

新的价连接性指数与烃标准熵和燃烧热的相关性研究

定义原子特征值βi=(ni-1)mi±hi.由βi建构新的价连接性指数mX=∑(βi·βi·βk…)0.5,其中0阶指数0X=∑(βi)0.5,1阶指数1X=∑(βi·βi)0.5.并计算了4个系列72个烃分子的0X、1X值.发现mX与烃的标准熵、标准燃烧热有良好的相关性,相关系数均在0.99以上.并采用Jackknife方法对模型稳健性进行了检验.     

用拓扑指数＆mT预测化合物在热导上的相对物质的量校正因子

在邻接矩阵的基础上,建立一种新的拓扑指数mT,mY=∑(δi·δj·δk…)0.5,其中0T=∑(δi)0.5,1Y=∑(δi·δj)0.5,并计算了10个系列142个分子的0T,1T值.发现mT与这些化合物的气相色谱相对物质的量校正因子有很好的相关性.相关系数均大于0.96,拓扑指数mT能较好地反映化合物的结构特征.     

广义相关指数用于持久性环境污染物的定量结构-色谱保留关系研究

基于分子拓扑图形特征和顶点连接方式,通过定义广义相关函数、性质相关参数以及距离关系函数等概念,将“面向用户”实际应用的观点及对目标问题“自适应性”的思想引入到分子结构表征当中,从而得到一种新型分子拓扑性质表征方法:广义相关指数(GC I)。使用该指数对115个多氯代二苯并呋喃、41个多氯代二苯并-p-二、62个多氯代萘和210个多氯联苯在DB-5气相色谱柱上的保留行为进行了定量结构-色谱保留关系研究,所得模型复相关系数Rcum以及交叉检验复相关系数Qcum均在0.98以上。结果表明GC I指数具有较强分子结构表达能力及对化合物各类性质的优良适应性。     

脂肪醇气相色谱保留指数与结构的相关性研究

在分子图的邻接矩阵基础上,构建了一个化合物均价连接性指数mL,mL=∑(Ai·Aj·Ak…)-0.5,其中一阶指数1L及定位基参数β与25种脂肪醇在6种固定相(SE-30,OV-3,OV-7,OV-11,OV-17和OV-25)上的气相色谱保留指数I显著相关,相关系数均大于0.98。所建定量结 构-保留关系(QSRR)模型具有良好的稳定性和预测能力,较好地揭示了脂肪醇在不同固定相上气相色谱保留指数的变化规律。     

取代苯酚的定量结构－活性／性质相关性研究

在分子拓扑理论基础上,提出了一个新的价连接性指数~nG=∑(E_i·E_j· E_k...),其中~0G=∑(E_i),~1G=∑(E_i·E_j),并用~0G,~1G研究了取代苯酚（ 含Cl,Br,INH_2,NO_2,COOH,烷基、环烷基、苯基等）的溶解度,辛醇／水分 配系数及对黑曲霉、浮萍、细胞色素P－450、酵母菌等的生物活性,给出了相关方 程。结果表明,新方法计算简单,使用方便,预测值与相应的实验值较好吻合。     

多氯代二苯并呋喃分子空间坐标与光解半衰期的QSPR研究

运用Chem Office软件绘制48种多氯代二苯并呋喃的三维图,得到对应的分子空间坐标P(x,y,z)。采用自定义的原子空间距离指数、分子电性距离矢量和氯原子数对多氯代二苯并呋喃分子结构进行表征,用多元线性回归和BP人工神经网络建立分子空间结构与光解半衰期的构效关系模型。结果表明BP优于MLR,相关系数R_1=0. 9991,R_2=0. 9985,模型具有良好的稳定性和预测能力,为环境中持久性有机污染物光降解的QSPR研究提供了新思路。     

Novel topological index for research on structure-property relationships of complex organic compounds

Based on bonding parameters such as Yang's Electronegative Force Gauge Y(i), electronic number of valence layer Z(i), number of combined hydrogen atoms h(i), number of bonding electron b(i), and quantum number such as the highest main quantum number of valence layer n(i), a novel atomic valence delta(i) (Y) is defined and a novel topological index (1)chi(Y) is derived from the atomic valence. The atomic valence is defined as delta(i) (Y) = (Z(i) - h(i))b(i)/n(i) (2)Y(i), while the topological index is expressed as (1)chi(Y) summation operator (i,j=1) (m) (delta(i) (Y)delta(j) (Y))(-1/2). Subsequently, the index (1)chi(Y) is utilized to study the structure-property relationships of complex organic compounds. The results of correlativity showed that the index is highly and extensively correlated with such properties as solubility of phenyl chlorides, gas chromatographic retention index of alkoxyl silanes, and toxicity of heterocyclic nitrogen-containing compounds. Moreover, predicted values are quite consistent with experimental ones when the index is employed to predict the partition coefficient (log P) of fatty alcohols, phenyl chlorides, and barbitals. Compared to the topological indices reported in the literature, the universality and reliability of (1)chi(Y) to the properties of complex organic compounds have been distinctively improved, and its calculating process is simple and convenient.     

Computational study on the negative electron affinities of NO2 -.(H2O)n clusters (n=0-30)

Here we report negative electron affinities of NO(2)(-).(H2O)n clusters (n=0-30) obtained from density functional theory calculations and a simple correction to Koopmans' theorem. The method relies on the calculation of the detachment energy of the monoanion and its highest occupied molecular orbital and lowest unoccupied molecular orbital energies, and explicit calculations on the dianion itself are avoided. A good agreement with resonances in the cross section for neutral production in electron scattering experiments is found for n=0, 1, and 2. We find several isomeric structures of NO(2)(-).(H2O)2 of similar energy that elucidate the interplay between water-water and ion-water interactions. The topology is predicted to influence the electron affinity by 0.5 and 0.4 eV for NO(2)(-).(H2O) and NO(2)(-).(H2O)2, respectively. The electron affinity of larger clusters is shown to follow a (n+delta)-1/3 dependence, where delta=3 represents the number of water molecules that in volume, could replace NO(2) (-).     

Computational study of analogues of the uranyl ion containing the -N=U=N- unit: density functional theory calculations on UO2(2+), UON+, UN2, UO(NPH3)3+, U(NPH3)2(4+), [UCl4[NPR3]2] (R = H, Me), and [UOCl4[NP(C6H5)3]

The electronic and geometric structures of the title species have been studied computationally using quasi-relativistic gradient-corrected density functional theory. The valence molecular orbital ordering of UO2(2+) is found to be pi g < pi u < sigma g < sigma u (highest occupied orbital), in agreement with previous experimental conclusions. The significant energy gap between the sigma g and sigma u orbitals is traced to the "pushing from below" mechanism: a filled-filled interaction between the semi-core uranium 6p atomic orbitals and the sigma u valence level. The U-N bonding in UON+ and UN2 is significantly more covalent than the U-O bonding in UON+ and UO2(2+). UO(NPH3)3+ and U(NPH3)2(4+) are similar to UO2(2+), UON+, and UN2 in having two valence molecular orbitals of metal-ligand sigma character and two of pi character, although they have additional orbitals not present in the triatomic systems, and the U-N sigma levels are more stable than the U-N pi orbitals. The inversion of U-N sigma/pi orbital ordering is traced to significant N-P (and P-H) sigma character in the U-N sigma levels. The pushing from below mechanism is found to destabilize the U-N f sigma molecular orbital with respect to the U-N d sigma level in U(NPH3)2(4+). The uranium f atomic orbitals play a greater role in metal-ligand bonding in UO2(2+), UN2, and U(NPH3)2(4+) than do the d atomic orbitals, although, while the relative roles of the uranium d and f atomic orbitals are similar in UO2(2+) and U(NPH3)2(4+), the metal d atomic orbitals have a more important role in the bonding in UN2. The preferred UNP angle in [UCl4(NPR3)2] (R = H, Me) and [UOCl4(NP(C6H5)3)]- is found to be close to 180 degrees in all cases. This preference for linearity decreases in the order R = Ph > R = Me > R = H and is traced to steric effects which in all cases overcome an electronic preference for bending at the nitrogen atom. Comparison of the present iminato (UNPR3) calculations with previous extended Hückel work on d block imido (MNR) systems reveals that in all cases there is little or no preference for linearity over bending at the nitrogen when R is (a) only sigma-bound to the nitrogen and (b) sterically unhindered. The U/N bond order in iminato complexes is best described as 3.     

Electronic properties of multifurcated bent hydrogen bonds CH3...Y and CH2...Y

H-bonding angle angleYHX has an important effect on the electronic properties of the H-bond Y...HX, such as intra- and intermolecular hyperconjugations and rehybridization, and topological properties of electron density. We studied the multifurcated bent H-bonds of the proton donors H3CZ (Z = F, Cl, Br), H2CO and H2CF2 with the proton acceptors Cl(-) and Br(-) at the four high levels of theory: MP2/6-311++G(d,p), MP2/6-311++G(2df,2p), MP2/6-311++G(3df,3pd) and QCISD/6-311++G(d,p), and found that they are all blue-shifted. These complexes have large interaction energies, 7-12 kcal mol(-1), and large blue shifts, delta r(HC) = -0.0025 --0.006 A and delta v(HC) = 30-90 cm(-1). The natural bond orbital analysis shows that the blue shifts of these H-bonds Y...HnCZ are mainly caused by three factors: rehybridization; indirect intermolecular hyperconjugation n(Y) -->sigma*(CZ), in that the electron density from n(Y) of the proton acceptor is transferred not to sigma*(CH), but to sigma*(CZ) of the donor; intramolecular hyperconjugation n(Z) -->sigma*(CH), in that the electron density in sigma*(CH) comes back to n(Z) of the donor such that the occupancy in sigma*(CH) decreases. The topological properties of the electron density of the bifurcated H-bonds Y...H2CZ are similar to those of the usual linear H-bonds, there is a bond critical point between Y and each hydrogen, and a ring critical point inside the tetragon YHCH. However, the topological properties of electron density of the trifurcated H-bonds Y...H3CZ are essentially different from those of linear H-bonds, in that the intermolecular bond critical point, which represents a closed-shell interaction, is not between Y and hydrogen, but between Y and carbon.     

不饱和链烃沸点的拓扑研究

基于邻接矩阵与边价 (fi)定义边价连接性指数 ( mF) ,其中的0 F ,1 F与 2 94种不饱和链烃 (包括烯烃、炔烃及烯炔烃 )的沸点 (Tb)关联 ,得到良好的数学模型 :ln( 70 0 -Tb) =6 5 2 3 3 1-0 0 0 4880 F2 -0 3 46771 F0 5(n =2 94,R =0 9979,R2 =0 995 8,F =3 490 4,S =5 12 ) ,该回归模型经Jackknife法检验具有总体稳健性 .可以预示 ,该指数将在定量构效关系研究中成为重要参数 .     

取代芳烃对剑尾鱼、稀有鮈鲫急性毒性的QSAR研究

通过建构分子连接性指数(~mY),~mY = ∑(δ_i·δ_j·δ_k…)~(0.5)，其中 δ_i = (n_i - 1)·m_i + h_i。用该指数与有机物对剑尾鱼、稀有鮈鲫的半数致? 琅ǘ?-lg LC_(50))相关联，得到较好的相关性，相应二元相关系数分别为0. 9762,0.9907。因此用其预测有机物对鱼类的毒性是可行的。     

Preparation of hydrogen from water by reduction with lithium aluminium hydride for the analysis of delta(2)H by isotope ratio mass spectrometry

An off-line technique is described for the preparation of H(2) from water prior to analysis of delta(2)H by dual-inlet isotope ratio mass spectrometry. H(2) is produced from sample water by reaction with LiAlH(4). This provides a rapid and inexpensive method for the analysis of delta(2)H in small (10 microL) samples of water. Precision was +/- 4.2 to 8.0 (1sigma(n), n = 8) delta(2)H(VSMOW) for samples between 428 and 1500 delta(2)H(VSMOW), +/- 14.5 delta(2)H(VSMOW) for water enriched to 3750 delta(2)H(VSMOW) and +/- 26.0 delta(2)H(VSMOW) for water enriched to 6100 delta(2)H(VSMOW). Accuracy was +/- 1.1 to 4.2 delta(2)H(VSMOW) for water standards from natural abundance to 1000 delta(2)H(VSMOW) (the highest enrichment at which water of accepted delta(2)H is currently available). This method for delta(2)H determination is most appropriate for use with small (<50 microL) samples of high delta(2)H enrichment such as those produced from doubly labelled water studies of small animals. The levels of measurement precision of delta(2)H would contribute 2.6-3.8% to the precision error in estimates of small animal energy expenditure made using the doubly labelled water technique when duplicate analyses are performed.     

价电子平均能级连接性指数及其应用

定义价电子平均能级（δi）为：δi=(ni-1)(ni+ΣEij)0.5/(1+mi)。由δi建构分子连接性指数（mQ）,其中,0Q=Σ(δi)-0.5、1Q=Σ(δiδj)-0.5。0Q与无机物总键能ΔE、0Q2与过渡元素卤化物的ΔfHmθ、1Q0.5与碱金属卤化物晶格能U、0Q及1Q与无机氢化物pKa的相关系数分别为0.9734、0.9769、0.9906、0.9945,均优于文献方法。mQ是一种结构选择性、性质相关性俱佳的拓扑指数。     

Modification of Wiener Index and its application

A novel topological index based on the Wiener Index is proposed as W* = 1/2 sigma (n)(i,j=1) S(*)(ij), the element S(*)(ij) of the distance matrix is defined either as S(*)(ij) = alpha x square root of I(i)I(j)/R(ij) (atoms i and j are adjacent) or as S(*)(ij) = = alpha x (j-i+1)square root of I(i) x x x x x I(j)/R(ij) (atoms i and j are not adjacent), where I(i) and I(j) represent the electronegativity of vertices i or j, respectively, R(ij)() is the sum of the bond length between the vertices i and j in a molecular graph, and alpha = (Z(i)/Z(j))(0.5), where Z(i) and Z(j) are the atomic numbers of the positive valence atom i and the negative valence atom j, respectively. The properties and the interaction of the vertices in a molecule are taken into account in this definition. That is why the application of the index W to heteroatom-containing and multiple bond organic systems and inorganic systems is possible. Correlation coefficients above 0.97 are achieved in the prediction of the retention index of gas chromatography of the hydrocarbons, the standard formation enthalpy of methyl halides, halogen-silicon, and inorganic compounds containing transition metals.