苯甲酸及其酯类衍生物的分子印迹机理的研究

分子印迹聚合物(M IP)是一种具有分子识别能力的新型高分子材料^[1～3].对其研究的重要问题之一是如何获得对相应模板化合物具有特异性结合的聚合物,这除了受模板分子结构特征的影响外,同时在很大程度上还受各种聚合物制备条件的影响,比如功能单体^[4～6]、溶剂^[7]及辅助金属离子的影响^[8]等.我们成功地通过计算模板分子与功能单体间的相互作用,预测了一些模板分子的印迹原性(产生印迹效应的性质)的强弱^[9],同时对几十种小分子化合物的分子印迹原性与结构之间的关系进行了讨论^[10].本文以苯甲酸、对氨基苯甲酸、对羟基苯甲酸及其酯的衍生物(结构见下式)为模板,在不同的功能单体和溶剂体系中制备了相应的分子印迹聚合物,研究了模板分子中不同取代功能基的印迹作用的相对强弱,探讨了功能基的印迹作用强弱与聚合反应体系溶剂极性间的相关性.     

四(4-重氮基苯基)卟啉的合成及其与聚苯乙烯磺酸钠自组装的研究

卟啉是一类重要的功能性小分子染料,近年来,在光化学治疗^[1,2]、光电转换^[3,4]、传感元件^[5]、烯烃环氧化催化剂^[6]和光敏化剂^[7]等方面的研究与应用引起了人们的广泛注意.通过两亲卟啉分子衍生物,或带有负电荷的卟啉衍生物,特别是带磺酸基的卟啉分子与正离子聚电解质自组装,制备带有卟啉结构单元的LB膜和自组装膜已有很多报道^[8～14].     

高等植物叶绿体中光诱导生成NO的ESR证据

NO分子在生物细胞体系中是一个十分重要的信使分子,它具有调节细胞凋亡、松弛平滑肌、抑制血小板聚集与黏附、抑制病原体和肿瘤生长等多种生理功能^[1,2],因而备受生物学家的关注.众所周知,动物细胞中NO主要来源于一氧化氮合酶(NOS)的表达^[3];然而,直到最近才有研究证明植物细胞中存在参与调节植物生长和激素信号转导的NOS基因^[4].一般认为植物细胞中NO主要来源于硝酸盐还原酶(NR)^[5].我们曾在高等植物光系统中研究发现了与电子传递相关的活性氧生成机制^[6～8],但其间是否也会通过光诱导电子传递产生NO尚不清楚.Kozlov等^[9]曾报道在小鼠线粒体内存在与亚硝酸盐还原酶功能类似的还原型烟酰胺腺嘌呤二核苷酸(NADH)诱导电子传递生成NO的反应,本文采用电子自旋共振(ESR)方法验证了高等植物叶绿体内光诱导电子传递可产生NO的设想.     

双分子络合维生素B12模型化合物的合成

B₁₂是人体中不可缺少的维生素^[1,2],近20年来对这类化合物的研究引起人们广泛的兴趣^[3-5]。为研究维生素B₁₂结构与性能的关系,我们以维生素VB₁₂为原料合成了VB₁₂模型分子4f^[6,7],以研究Co-N键的强弱。揭示在人体中的生物催化作用。在我们合成工作中意外地发现了VB₁₂模型分子具有双分子络合现象,在一定条件下合成了VB₁₂分子络合物5b-5f。为研究B₁₂化学提供了一类新型模型分子。     

芳香胺参加的Mannich反应

Mannioh反应是一个在合成中多方面适用的反应.但许多人认为芳胺不能作为胺组分参加这个反应^[1~4].Tramontini近期的综述^[5]中提到芳胺参加Mannich反应的例子,其酸性组分均是酚类而非典型的酮类.Кулиев等^[6]曾报道苯胺或其衍生物直接与酮的Mannich碱盐酸盐反应而生成β-芳胺基苯丙酮.     

疏水作用对光化学和光物理过程的影响 Ⅹ. 非平面分子2,2’-联萘在促簇性溶剂中的簇集和激基缔合物的形成

激基缔合物是由一个激发态分子和一个基态分子形成的复合物,组成激基缔合物的两个分子平面必须彼此平行呈夹心面包式构型^[1]。在某些情况下,两个芳香环在基态时就呈激基缔合物的构型并有很强的相互作用,形成基态复合物一二聚体^[2,3]。人们对平面结构的芳香化合物分子形成的激基缔合物已经进行了大量研究,并且注意到非平面的芳香化合物分子很难形成激基缔合物^[4]。     

吸收液采样-高效液相色谱法测定室内空气中甲醛的含量

<正>甲醛是一种无色有刺激性气味的气体，被世界卫生组织(WHO)定为致畸和致癌的物质之一^[1]。我国规定室内空气甲醛的限值为0.10 mg·m-3^[2]。目前监测环境中甲醛的国家标准测定方法很多^[3],常用的有4-氨基-3-联氨-5-巯基-1,2,4-三氮杂茂(Ⅰ)(AHMT)分光光度法^[4]、3-甲基-2-苯并噻唑啉酮腙盐酸盐水合物(MBTH)酚试剂分光光度法^[5]、乙酰丙酮分光光度法^[6]、气相色谱法(GC)^[7]、     

CF-2沸石的表面酸性及催化性能

CF-2是一种新型的高硅沸石。1981年我们实验室首先在二乙醇胺-甘油-Na₂O-SiO₂-Al₂O₃-H₂O体系中制备成功^[1],以后才见到关于Theta-1^[2],ISI-1^[3],KZ-2^[4],NO-10^[5]和ZSM-22^[6]沸石的报道。     

离子选择电极法测定胶团的反离子结合度

胶团的反离子结合度(K)对于胶团各种性质的研究是一个至关重要的参数^[1～3]。已有不少方法用于K值的测定,其中以离子选择电极法最为方便^[4～8],且此法赋予K值的含义也与热力学要求相同^[9]。     

静电纺丝法制备NiO纳米纤维及其表征

纳米级NiO因具有优良的催化和热敏等性能而被广泛用于催化剂^[1]、电池电极^[2,3]、光电转化材料^[4～6]、电化学电容器^[7～8]等诸多方面.迄今,已成功地制备出N iO的纳米颗粒^[9]、纳米线^[10]及纳米薄膜^[11],但是对于具有准一维结构的NiO纳米纤维的制备及性能研究尚未见报道.     

Isochronicity and limit cycle oscillation in chemical systems

Chemical oscillation is an interesting nonlinear dynamical phenomenon which arises due to complex stability condition of the steady state of a reaction far away from equilibrium which is usually characterised by a periodic attractor or a limit cycle around an interior stationary point. In this context Lienard equation is specifically used in the study of nonlinear dynamical properties of an open system which can be utilized to obtain the condition of limit cycle. In conjunction with the property of limit cycle oscillation, here we have shown the condition for isochronicity for different chemical oscillators with the help of renormalisation group method with multiple time scale analysis from a Lienard system. When two variable open system of equations are transformed into a Lienard system of equation the condition for limit cycle and isochronicity can be stated in a unified way. For any such nonlinear oscillator we have shown the route of a dynamical transformation of a limit cycle oscillation to a periodic orbit of centre type depending on the parameters of the system.     

Stochastic transitions through unstable limit cycles in a model of bistable thermochemical system

The master equation approach is used to study transitions through an unstable limit cycle surrounding a stable focus in two-variable systems with three stationary states. The model considered describes a bistable thermochemical system. Two cases are studied. In the first one transitions occur from a basin of attraction of a stable limit cycle to a basin of attraction of a stable focus surrounded by an unstable limit cycle. In the second case, stochastic trajectories cross the unstable limit cycle going from a basin of attraction of a stable node to a basin of attraction of a stable focus. Distribution functions of the first passage time between these attractors are calculated and discussed for systems with various numbers of particles. The distribution functions in both cases exhibit a multi-peak character. A fine structure of single peaks is observed in the first case.     

Master equation simulations of bistable and excitable dynamics in a model of a thermochemical system

The effect of fluctuations on the dynamics of a model of a bistable thermochemical system is studied by means of the master equation. The system has three stationary states and exhibits two types of bistability: the coexistence of two stable focuses and the coexistence of a stable focus with a stable limit cycle separated by a saddle point. Stochastic effects are important when the system is close to the bifurcation, in which the stable limit cycle disappears through a homoclinic orbit. In this case the distribution of the first passage time from the stable limit cycle to the stable focus has a multipeak form. The dependence of this distribution on the number of particles is presented. Near the homoclinic orbit bifurcation, the system also exhibits excitability due to a particular shape of the basin of attraction of the stable focus.     

Degeneration of Limit Cycle Oscillation in BZ Electrode Reaction System Controlled Externally

A dynamical model of electrode BZ reaction system was establisheed on the basis of three variables Oregonator model and kinetics of electrode process. Under weak periodical constraint approximation, dynamical stability of quasi steady state on the slow manifold of the system is analyzed by means of linearized stability analysis of three variable system. Meanwhile, the corresponding regime favorable for the appearance of limit cycle oscillation is calculated. Computer simulation shows that limit cycle oscillatory regime has degenerated because of the external periodical potential constraint in the electrode phase. In this regime the system behaves as a temporary self-organization. Whereas, outside this regime a kind of response oscillation appear, with same period as the constraint.     

外控恒电流对BZ电化学反应体系动力学行为的影响

在使用探头对BZ反应体系进行观测时,原来纯粹的BZ反应系变成了由两个子系通过扩散过程耦合成的一类特殊电化学体系,所用的探头能否如实反映该体系的真实振荡行为值得探讨。本文基于FKN机理及Oregonator模型,分别对Pt电极BZ反应体系建立了动力学模型,讨论了两子系出现极限环振荡的动力学行为不一致性及外控电极电流的影响。     

锰离子催化B-Z反应的E-t图及浓度曲线

本文利用实验中得到的电动势随时间变化的E-t图,研究了体系中Mn²⁺,Br^-离子浓度的振荡行为。发现二者在平面上随时间变化的轨迹不宜用二维的极限环理抡来解释,这说明描述体系的振荡行为的极限环至少是三维空间的一条闭轨线,并用xy函数记录仪,观察了极限环在平面上的投影线,探计了反应机理,并推测其模型。     

跨境氧化锌富集物能耗和收益分析及其应用前景

介绍了能耗评估和收益分析的概况,在跨境氧化锌富集物的特定生命周期,涵盖能源消耗、经济利用价值、投入产出效率等多维要素,通过计算实例对比分析了采用基于生命周期视角的综合能耗和基于eFootprint评价系统的生命周期能耗的评估差异。同时,围绕经济和环境两个角度,对评估对象进行了收益分析。研究表明,基于生命周期视角的综合能耗明显优于国标限额,收益分析呈现较好优势,能耗和收益分析方法体现出较为合理的评价效果,在健全再生资源评估体系和事后监管中具有良好应用前景。     

多定态转变化学反应体系与环境传热-扩散耦合导致的环面型化学振荡

以Schlögl模型作为多定态转变化学反应体系的范例, 研究了通过传热及扩散与环境耦合的多定态转变化学反应体系中诱发的新动力学行为, 其中特别重要的是沿慢变量方向的环面型化学振荡的出现. 建立了慢流型上的准定态的线形化稳定性分析法, 揭示了由极限环振荡蜕变为环面型振荡的动力学机制, 不同于小寄生参数存在引起的非连续极限环振荡. 通过以慢流型上准定态稳定性分区为基础的定性分析, 进一步揭示了该类体系中可能出现间歇性、反复持续式和骤发式3种亚类环面振荡. 最后以第三亚类作为示例, 以相应的计算机模拟证实理论分析的正确性.     

Mathematical analysis of the smallest chemical reaction system with Hopf bifurcation

Recently we presented an up to now unstudied three-dimensional dynamical system which is, according to our given definition, the smallest chemical reaction system with Hopf bifurcation. We here study the Hopf bifurcation in detail and prove that near the bifurcation point a stable limit cycle arises. In the analysis we use the methods of local bifurcation theory, especially the center manifold and the normal form theorem. In a similar way we analyse the also occurring transcritical bifurcation. Besides studying local stability, we give the proofs for global stability of the trivial steady state in the whole positive phase space and for the nontrivial steady state in a closed domain containing the steady state point.