瞬态吸收光谱研究水相中三苯基锡与•OH自由基反应机理

利用激光闪光光解技术进行了有氧、无氧条件下氯化三苯基锡与亚硝酸水溶液的紫外光解反应研究。研究表明,•OH和三苯基锡阳离子(Sn(C6H5)3+)反应生成了瞬态粒子Sn(C6H5)3+-OH,其二级反应速率常数为(7.9±1.2)×109 L mol-1 s-1。在N2饱和条件下,Sn(C6H5)3+-OH以单分子方式衰减,其衰减速率常数为(1.15±0.15)×105 s-1;在O2饱和条件下,表观一级衰减常数增加为(1.87±0.25)×105 s-1,这是由于Sn(C6H5)3+-OH能够与O2发生作用生成Sn(C6H5)3+-OHO2,其二级反应速率常数为(6.0±2.9) ×107 L mol-1 s-1。     

紫外-可见分光光度法测定溴代卟啉的质子化反应常数

采用紫外-可见分光光度法研究了溴代卟啉(H2TPPBrx)在N,N-二甲基甲酰胺(DMF)中的吸收光谱性质,并测定了其在非水溶剂DMF中与HClO4反应的质子化常数。结果表明H2TPP,H2TPPBr2在DMF溶剂中与高氯酸反应得到两个质子生成[H4TPP]2 和[H4TPPBrx]2 ,而H2TPPBr3,H2TPPBr4只能得到一个质子生成[H4TPPBrx] 和[H4TPPBrx] ,其质子化常数分别为:lgK1=3.28,lgK2=2.86,lgK3=2.16,lgK4=1.93。     

非元反应速率方程初探

将化学动力学与数学分析相结合,探讨了非元反应经验速率方程和速率方程的积分形式;以H2+Br2=2HBr及一些单分子气相反应为目标反应,讨论了浓度、压强对反应速率常数的影响。研究表明:对于非元化学计量反应aA(aq)+bB(g)+…→…+yY(aq)+zZ(g),经验速率方程为:vA=-dcA/dt=k(cA)cnA(pB/p)nB…(cY/c)nY(pZ/p)nZ;速率常数k的单位为mol·m-3·s-1,与反应级数无关;浓度、压强对非元反应速率常数影响显著。     

单分子水对H_2O_2+Cl气相反应影响的理论研究

在aug-cc-pVTZ基组下采用CCSD(T)和B3LYP方法,研究了H2O2+Cl反应,并考虑在大气中单个水分子对该反应的影响.结果表明,H2O2+Cl反应只存在一条生成产物为HO2+HCl的通道,其表观活化能为10.21kJ·mol-1.加入一分子水后,H2O2+Cl反应的产物并没有发生改变,但是所得势能面却比裸反应复杂得多,经历了RW1、RW2和RW3三条通道.水分子在通道RW1和RW2中对产物生成能垒的降低起显著的负催化作用,而在通道RW3中则起明显的正催化作用.利用经典过渡态理论(TST)并结合Wigner矫正模型计算了216.7-298.2 K温度范围内标题反应的速率常数.结果显示,298.2 K时通道R1的速率常数为1.60×10-13cm3·molecule-1·s-1,与所测实验值非常接近.此外,尽管通道RW3的速率常数kRW3比对应裸反应的速率常数kR1大了46.6-131倍,但该通道的有效速率常数k'RW3却比kR1小了10-14个数量级,表明在实际大气环境中水分子对H2O2+Cl反应几乎没有影响.     

C_2(a~3П_u)自由基与含硫小分子反应的温度效应

运用脉冲激光光解-激光诱导荧光(PLP-LIF)的方法在298-673 K的温度范围内测量了C2(a3Пu)自由基与含硫小分子(H2S,SO2,CS2)气相反应的双分子反应速率常数.获得的速率常数可以用Arrhenius公式表达如下(单位:cm3·molecule-1·s-1):k(H2S)=(1.61±0.06)×10-12exp[-(180.91±15.73)/T],k(SO2)=(1.26±0.10)×10-15×exp[(2230.68±27.77)/T],k(CS2)=(1.17±0.02)×10-10exp[(253.31±7.69)/T];误差为2σ.由获得的双分子速率常数及所表现的正温度效应,认为C2(a3Пu)与H2S反应遵循抽氢反应机理;C2(a3Пu)与SO2反应是无能垒的过程,反应速率表现出强的负温度依赖关系;根据较大的双分子速率常数及其呈现的负温度效应我们认为,C2(a3Пu)与CS2反应遵循加成反应机理.     

NO2和HSO反应的机理及动力学研究

本文采用CCSD(T)/aug-cc-pVTZ//B3LYP/aug-cc-pVTZ方法构建了NO2 + HSO反应的单、三重态势能面,并对主通道速率常数进行了计算。研究结果表明,该反应在单[R1(HN(O)O + 1SO)、R2(cis-HONO + 1SO)和R3 (trans-HONO + 1SO)]、三重态[R6(HN(O)O + 3SO)、R7(cis-HONO + 3SO)和R8(trans-HONO + 3SO)]均存在3条抽氢反应通道,在单[R4(NO + HS(O)O)和R5(H + SO2 + NO)]、三重态[R9(HS(O)O + NO)和R10(H + SO2 + NO)]均存在两条抽氧通道,其中单重态抽氢通道R2 (cis-HONO + 1SO)是NO2 + HSO反应主通道。利用传统过渡态理论(TST)并结合Wigner校正,计算了上述10条通道在200 ~ 1000 K温度范围内的速率常数。计算结果表明,NO2 + HSO反应主通道在298 K时的速率常数(7.78×10-13cm3?molecule-1?s-1)与实验值(9.6×10-12 cm3?molecule-1?s-1)相吻合。此外,水分子影响主通道R2(cis-HONO + 1SO)经历了NO2 + H2O…HSO和 NO2 + H2O…HSO(HSO + NO2…H2O)两条反应通道,且两条通道的能垒分别比R2升高了49.97和20.43 kcal?mol-1,说明在实际大气环境中水分子对NO2 + HSO反应几乎没有影响。     

C_2(a~3Π_u)自由基与若干不饱和碳氢化合物反应的温度效应

运用脉冲激光光解-激光诱导荧光(PLP-LIF)的方法研究了C2(a3Πu)自由基与若干不饱和碳氢化合物(C2H4(k1),C2H2(k2),C3H6(k3)和2-C4H8(k4))气相反应的温度效应.在298-673 K的温度范围内,获得了这些反应的双分子反应速率常数.获得的速率常数可以用Arrhenius公式表达如下:k1(T)=(4.53±0.05)×10-11exp[(196.41±5.20)/T],k2(T)=(3.94±0.04)×10-11exp[(143.04±4.28)/T],k3(T)=(7.96±0.17)×10-11exp[(185.10±8.86)/T],k4(T)=(1.04±0.02)×10-10exp[(180.34±7.67)/T],误差为±2σ.由获得的双分子反应速率常数及其所呈现的负温度效应,在298-673 K温度范围内,C2(a3Πu)自由基和这些不饱和碳氢化合物的反应遵循加成机理.     

HNCS与CH2(X2Π)反应微观动力学的理论研究

用量子化学密度泛函理论的UB3LYP/6-311+G**方法和高级电子相关的UQCISD(T)/6-311+G**方法研究了异硫氰酸(HNCS)与乙炔基自由基(C2H(X2Π))反应的微观机理. 采用双水平直接动力学方法IVTST-M, 获取反应的势能面信息, 应用正则变分过渡态理论并考虑小曲率隧道效应, 计算了在250～2500 K温度范围内反应的速率常数. 研究结果表明, HNCS与C2H(X2Π)反应为多通道、多步骤的复杂反应, 共存在三个可能的反应通道, 主反应通道为通过分子间H原子迁移, 生成主要产物NCS+C2H2. 反应速率常数随温度升高而增大, 表现为正温度效应. 速率常数计算中变分效果很小. 在低温区隧道效应对反应速率的贡献较大, 反应为放热反应.     

CH_2=CHCOOCH_3与O_3反应机理及速率常数的理论研究

采用CBS-QB3方法构建了丙烯酸甲酯(CH_2=CHCOOCH_3)与O_3反应体系的势能剖面并在此基础上利用经典过渡态理论(TST)和Wigner矫正模型计算了标题反应在200K~1200K温度区间内的速率常数kTST/W.研究结果表明,CH_2=CHCOOCH)3与O)3反应首先经过渡态生成一个稳定的五元环中间体,然后按断键位置不同,分别生成产物P1(CH_3OCOCHO+CH_2O_2)和P2(CH)3OCOCHOO+HCHO).此外,速率常数结果显示,在计算温度范围内,标题反应速率常数呈正温度系数效应.294K时,CH_2=CHCOOCH_3与O_3反应速率常数为1.76×10-18cm~3·molecule~(-1)·s~(-1),与所测实验值(0.95±0.07)×10~(-18)cm~3·molecule~(-1)·s~(-1)非常接近.     

银配合物与联氨定向反应的研究I

本文研究了银的不同配合物与N2H4的反应, 得出微量的Cu^2^+不仅能加快反应速度, 能有效地促进N2H4按反应(4)进行四电子定向反应的比率, 而且N2H4按四电子定向的反应率随银配合物稳4Ag^+(AgL^q^±2)+N2H4 4Ag+N2+4H^+(8L^{q±(-1)]/2) (4)Ag^+(AgL^q^±2)+N2H4 Ag+1/2N2+NH3+H^+(+2L[q±(-1)]/2) (5)定常数的增大而降低的结论。无Cu^2^+时, N2H4的四电子反应率与银配合物的logβ2成线性关系; Cu^2^+存在时, N2H4单电子反应率的对数与1/logβ2呈线性关系。     

离子分子反应装置的建立及应用

本文报导离子分子反应装置的建成并测量了O~++N_2反应的速率常数k.O~+离子由微波放电和电极电离产生,经快速流动,用四极质谱仪检测到.中性分子N_2经支管进入流动管,并与O~+离子反应,在温度为298 K 时,测得该反应速率常数为k=(2.50±0.52)×10~(-12)cm~3·molec~(-1)·s~(-1)(T=298 K)     

Studies of Adriamycin Binding to Histone H1 by Resonant Mirror Biosensor and Fluorescence Spectroscopy

Abstract

Adriamycin is a clinically used antitumor anthracycline antibiotic. Histone H1 is a target for the activity of anthracycline drug at the chromatin level. A new optical biosensor technique based on the resonant mirror was used to characterize interaction of adriamycin with H1, and the binding constant was obtained. By the analysis of fluorescence spectrum and fluorescence intensity, it was shown that adriamycin can quench the intrinsic fluorescence of tyrosine in H1 through a static quenching procedure. The binding constants of adriamycin with H1 were determined at different temperatures based on the fluorescence quenching results. The binding sites were obtained, and the binding forces were suggested to be mainly hydrophobic. The interaction of adriamycin and H1 in the presence of denaturant or salt was studied. The effect of Fe³⁺ on the binding constant was also investigated by optical biosensor and fluorescence spectroscopy. Furthermore, the steady‐state Stern–Volmer collisional quenching study of Tyr72 with acrylamide indicated that the association between adriamycin and H1 did not change molecular conformation of H1.     

硫酸溶液中电化学改性石墨电极对Fe3+/Fe2+的电催化性能与准电容特性

通过循环伏安(CV)、恒电流充放电和电化学阻抗谱(EIS)等测试方法,研究了电化学改性石墨电极对硫酸溶液中Fe3+/Fe2+的电催化性能与准电容特性.结果表明:由于电化学改性石墨电极表面存在大量的含氧活性官能团,使其对Fe3+/Fe2+的氧化还原反应具有极高的电催化性能,并具有可逆反应过程特征.在含有0.5mo·lL-1Fe3++0.5mo·lL-1Fe2+的2.0mo·lL-1H2SO4溶液中,其表观面积比电容是不含铁离子硫酸溶液的1.808倍,达到2.157F·cm-2;同时,铁离子浓度的增大也能够进一步提高其电容量.Fe3+/Fe2+电对的加入增加了充放电时间,有效提高了电化学电容器(EC)的电容存储容量和高功率特性.电化学阻抗谱测试同样证实体系具有明显的电容特性.因此,可以利用电化学改性石墨电极表面的含氧活性官能团和溶液中Fe3+/Fe2+的氧化还原特性来共同储存和释放能量.     

Sm2Fe17N3晶体的价电子结构分析和结合能、最强键能计算

由EET理论直接建立了Sm2Fe17N3晶体的价电子结构,同时计算并筛选了晶体的结合能和最强键能,分别为EC^0=14716.8±13.7kJ·mol^-1和Eα=110.1311 kJ·mol^-1。分析计算结果表明:Sm2Fe17N3晶体内共价电子数主要分布在12对由Fe(c1),Fe(c2)和Fe(c3)参与形成的最强键能的键上,由这3种Fe晶位原子形成的共价键键距普遍小于0.3 nm,共价键较强对晶体结合能作主要贡献;并且其结合能相比Sm2Fe17晶体的小得多,解释了Sm2Fe17合金在低温和非真空状态条件下易氧化而经过渗氮后得到的Sm2Fe17N3则表现出常温下结构稳定、化学性能好的特性;计算出N原子参与形成的成键原子对的理论键能值普遍在1 kJ·mol^-1左右,反映出Sm2Fe17N3化合物内在渗氮特性,分析了制备钐铁氮永磁材料过程中Sm2Fe17合金较低温渗氮难、渗氮不稳定和渗氮不均匀的缺陷。     

不对称大环双核Ni(Ⅱ)配合物的DNA切割性能研究

本文利用模板导向的方式合成了一种含有不对称侧链的大环双核金属Ni(Ⅱ)配合物(大环配体由3-溴甲基-5-甲基水杨醛,乙二胺,N,N-二(氨丙基)-2呋喃甲胺分步合成得到),其结构通过红外光谱、元素分析、X-射线单晶衍射进行了表征。利用紫外光谱、分子荧光和粘度试验对配合物与DNA的相互作用进行了研究,结果表明配合物与CT-DNA的结合常数K=4.8×104mol-1.L荧光淬灭常数Ksv=7.12×103mol-1.L;同时机理研究表明配合物与CT-DNA结合方式为插入模式。     

Guest binding dynamics with cucurbit[7]uril in the presence of cations

The binding dynamics of R-(+)-2-naphthyl-1-ethylammonium cation (NpH(+)) with cucurbit[7]uril (CB[7]) was investigated. Competitive binding with Na(+) or H(3)O(+) cations enabled the reaction to be slowed down sufficiently for the kinetics to be studied by fluorescence stopped-flow experiments. The binding of two Na(+) cations to CB[7], i.e., CB[7]·Na(+) (K(01) = 130 ± 10 M(-1)) and Na(+)·CB[7]·Na(+) (K(02) = 21 ± 2 M(-1)), was derived from the analysis of binding isotherms and the kinetic studies. NpH(+) binds only to free CB[7] ((1.06 ± 0.05) × 10(7) M(-1)), and the association rate constant of (6.3 ± 0.3) × 10(8) M(-1) s(-1) is 1 order of magnitude lower than that for a diffusion-controlled process and much higher than the association rate constant previously determined for other CB[n] systems. The high equilibrium constant for the NpH(+)@CB[7] complex is a consequence of the slow dissociation rate constant of 55 s(-1). The kinetics results showed that formation of a complex between a positively charged guest with CB[n] can occur at a rate close to the diffusion-controlled limit with no detection of a stable exclusion complex.     

薄层循环伏安法研究硝基苯/水界面上离子诱导的电子转移反应

应用薄层循环伏安法研究了硝基苯/水两相界面间,且有共同离子四丁基铵TBA+存在于两相中,在有机相中的四氰化二甲基苯醌(TCNQ)与水相中的K4Fe(CN)6之间发生的反向电子转移反应。在直径为0.64cm的裂解石墨电极上用2μL硝基苯溶液使之自然扩散在电极表面形成薄层的有机相,并以此作为工作电极。对电极为铂丝(0.5mm),参比电极为Ag/AgCl电极,均置于总体积为2mL的水相中。由于共同离子TBA+的诱导,在硝基苯/水界面间,在已氧化的TCNQ+阳离子(在有机相中)与[Fe(CN)6]4-阴离子(在水相中)之间发生了反向电子转移反应。试验证明:在一定条件下,通过改变两相中共同离子的浓度,可使一些不能发生的两相界面的电子转移反应得以发生;这类电子转移反应系受界面电位差所控制。此外,还测得了在恒定的共同离子浓度比值的条件下,此两相界面电子转移反应的表观速率常数(k)为0.135cm.s-1.mol-1。     

Lu(Et2dtc)3(phen)的生成反应焓变、摩尔热容和恒容燃烧能测定

A ternary solid complex Lu(Et₂dtc)₃(phen) has been obtained from the reaction of hydrated lutetium chloride with sodium diethyldithiocarbamate (NaEt₂dtc), and 1,10-phenanthroline (o-phen·H₂O) in absolute ethanol. IR spectrum of the complex indicates that Lu³⁺ binds with sulfur atom in the Na(Et₂dtc)₃ and nitrogen atom in the o-phen. The enthalpy change of liquid-phase reaction of formation of the complex, Δ_rH_m^Ө (l), was determined to be (-32.821 ± 0.147 ) kJ·mol^-1 at 298.15 K by an RD-496 Ⅲ type heat conduction microcalormeter. The enthalpy change of the solid-phase reaction of formation of the complex, Δ_rH_m^Ө (s), was calculated to be (104.160 ± 0.168) kJ · mol^-1 on the basis of an appropriate thermochemistry cycle. The thermodynamics of liquid-phase reaction of formation of the complex was investigated by changing the temperature of liquid-phase reaction. Fundamental parameters, such as the activation enthalpy (ΔH_≠^Ө), the activation entropy (ΔS_≠^Ө), the activation free energy (ΔG_≠^Ө), the apparent reaction rate constant (k), the apparent activation energy (E), the pre-exponential constant (A) and the reaction order (n), were obtained by combination the reaction thermodynamic and kinetic equations with the data of thermokinetic experiments. The molar heat capacity of the complex, c_m, was determined to be (82.23 ± 1.47) J·mol^-1·K^-1 by the same microcalormeter. The constant-volume combustion energy of the complex, Δ_cU, was determined as (-17 898.228 ± 8.59) kJ·mol^-1 by an RBC-Ⅱtype rotating-bomb calorimeter at 298.15 K. Its standard enthalpy of combustion, Δ_cH_m^Ө, and standard enthalpy of formation, Δ_fH_m^Ө, were calculated to be (-17 917.43 ± 8.11) kJ·mol^-1 and (-859.95 ±10.12) kJ·mol^-1, respectively.     

Solution behavior of iron(III) and iron(II) porphyrins in DMSO and reaction with superoxide. Effect of neighboring positive charge on thermodynamics, kinetics and nature of iron-(su)peroxo product

The solution behavior of iron(III) and iron(II) complexes of 5(4),10(4),15(4),20(4)-tetra-tert-butyl-5,10,15,20-tetraphenylporphyrin (H(2)tBuTPP) and the reaction with superoxide (KO(2)) in DMSO have been studied in detail. Applying temperature and pressure dependent NMR studies, the thermodynamics of the low-spin/high-spin equilibrium between bis- and mono-DMSO Fe(II) forms have been quantified (K(DMSO) = 0.082 ± 0.002 at 298.2 K, ΔH° = +36 ± 1 kJ mol(-1), ΔS° = +101 ± 4 J K(-1) mol(-1), ΔV° = +16 ± 2 cm(3) mol(-1)). This is a key activation step for substitution and inner-sphere electron transfer. The superoxide binding constant to the iron(II) form of the studied porphyrin complex was found to be (9 ± 0.5) × 10(3) M(-1), and does not change significantly in the presence of the externally added crown ether in DMSO (11 ± 4) × 10(3) M(-1). The rate constants for the superoxide binding (k(on) = (1.30 ± 0.01) × 10(5) M(-1) s(-1)) and release (k(off) = 11.6 ± 0.7 s(-1)) are not affected by the presence of the external crown ether in solution. The resulting iron(II)-superoxide adduct has been characterized (mass spectrometry, EPR, high-pressure UV/Vis spectroscopy) and upon controlled addition of a proton source it regenerates the starting iron(II) complex. Based on DFT calculations, the reaction product without neighboring positive charge has iron(II)-superoxo character in both high-spin side-on and low-spin end-on forms. The results are compared to those obtained for the analogous complex with covalently attached crown ether, and more general conclusions regarding the spin-state equilibrium of iron(II) porphyrins, their reaction with superoxide and the electronic structure of the product species are drawn.     

O(3P)原子和硅烷化学反应动力学研究

本文报道了用流动放电-化学发光技术测定O(~3P)和硅烷化学反应速率常数.在293—413K范围内, 结果为k=(1.05±0.36)×10~(-10)exp[(-3.06±0.10) kcal·mol~(-1) /RT] cm~3·molecule~(-1)·s~(-1)并用过渡态理论将上述实验结果外推到200—2000 K范围内. 计算结果以三参数公式表示为: k=7.67×10~(-19) T~(2.59) exp(-720 cal·mol~(-1)/RT) cm~3·molecule~(-1)·s~(-1).