空间展布体系中由化学反应-扩散-热传导耦合导致的温度场对称破缺

分析了由于化学反应 -扩散 -热传导耦合而导致的非等温非均匀体系中温度场对称破缺 .研究结果表明 ,在一定的边界条件下 ,甚至是单组分化学反应 -扩散 -热传导体系 ,温度场的这种自组织进程也不可避免 .作为温度场结构的一个范例 ,进一步从解析解及计算机模拟两个方面研究了小展布非等温的 Lindeman模型 ;结果表明 ,温度场出现时空自组织的阈值不仅与本征参数有关 ,而且与体系的边界条件及外控约束相关 ,揭示出了诱发或避免这种温度场时空自组织之途径     

非等温单分子化学反应体系中温度场的时空对称破缺及温度波

从线性稳定性分析和计算机数值模拟两个方面研究了小尺度空间展布、伴有扩散和热传导的Lindemann单分子化学反应体系的温度场时空对称破缺. 研究结果表明, 在一定参数值和固定边界条件下, 反应体系经由时间-空间对称破缺分支能够产生温度波.     

金属胶束催化体系中经Turing分支形成的空间有序结构与催化活性

摘要基于金属胶束催化反应的三元复合物动力学模型, 分析了金属胶束作为一类特殊的超分子体系, 其参与催化反应的特殊动力学行为与体系中可能出现的自组织结构的关系. 研究结果表明, 在一定的边界条件下, 即使基元反应是线性化学反应步骤, 由于扩散步骤与化学反应的耦合, 以及非理想性的组分热力学行为, 也将不可避免地出现经Turing分支形成的浓度场空间自组织. 计算结果表明, 这种宏观有序结构的形成将使金属胶束催化体系中呈现出以存在反应活性极高的位点为特征的反应活性的空间有序分布; 从自组织理论的角度对这类胶束体系催化活性的时空有序特征给予一定程度的阐释.     

反式-/顺式-1,4-聚异戊二烯共混体系的结晶动力学

采用差示扫描量热(DSC)法对反式-/顺式-1,4-聚异戊二烯共混体系的等温及非等温结晶动力学进行了研究,分别采用Avrami方程和莫志深法对其动力学参数进行了解析.研究结果表明,在反式-/顺式-1,4-聚异戊二烯共混体系的等温及非等温结晶过程中,顺式-1,4-聚异戊二烯(CPI)组分的存在会降低反式-1,4-聚异戊二烯(TPI)组分的结晶速率;在等温结晶过程中,CPI组分会提高TPI组分自身的结晶度;而非等温结晶过程中,CPI则提高了共混物中β晶型的相对含量.     

DNA与5-氟尿嘧啶相互作用的电化学和谱学研究

以电位控制共价组装法制得的DNA修饰电极为工作电极, 采用循环伏安和方波脉冲伏安法, 以亚甲蓝(MB)为电活性指示剂, 研究了非电活性抗癌药物5-氟尿嘧啶(5-FU)与DNA的相互作用, 还结合紫外-可见光谱进一步研究了这种相互作用. 循环伏安测试结果表明: 5-FU与DNA在电极表面反应的过程为可逆电化学反应-化学反应偶合(EC)过程. 当扫描速度较低时, EC反应是扩散控制过程; DNA与电活性物质MB通过静电吸附相互结合, 抗癌药物5-FU与DNA通过插入作用相互结合. 本研究对于遗传工程中以DNA为靶标的药物设计有重要的意义.     

乙烯-辛烯共聚物/淀粉共混体系的非等温结晶动力学(英文)

通过差示扫描量热仪(DSC)研究了乙烯-辛烯共聚物/淀粉共混体系的非等温结晶动力学,用Jeziorny和Ozawa方程描述了结晶动力学过程.共混物的结晶温度和结晶焓强烈依赖于淀粉含量和冷却速率.结果表明,随着冷却速率的增加,每个试样的结晶放热曲线均变宽,并向低温区移动.当温度一定高时,所有试样均具有较快的结晶速率. Jeniorzy方程可以较好地描述POE/淀粉共混物的非等温结晶模式,而Ozawa方程对于POE/淀粉共混体系不太适合.     

低浓度三分子模型差速流动引起的化学不稳定性

建立了低浓度三分子反应模型反应-流动-扩散方程,理论分析了出现差速流动化学不稳定的条件,得到了临界流动速率c和扰动波包的群速度vg,讨论了扰动增长率与流速的关系,并理论研究了出现不稳定时系统的时、空结构.研究结果表明,化学反应在低浓度条件下也可能出现差速流动引起的化学不稳定.     

电子束辐照法制备交联共混物聚(ε-己内酯)/苯乙烯-丙烯腈共聚物的结晶动力学研究

将线形聚(ε-己内酯)(PCL)、苯乙烯-丙烯腈共聚物(SAN)和三烯丙基异三聚氰酸酯(TAIC)熔融共混,通过电子束辐照法制备了3组凝胶含量不同的交联PCL和PCL/SAN共混物样品.采用相差显微镜(PCOM)观察发现PCL与SAN具有良好的相容性.利用示差扫描量热法(DSC)和偏光显微镜(POM)研究了交联PCL和PCL/SAN共混物的等温结晶动力学和非等温结晶行为.结果表明,当体系交联程度相近时,交联聚己内酯的结晶动力学随SAN含量的增加而明显减慢.在SAN含量相同时,交联聚己内酯的结晶速率随交联程度增大而减小.对分离提取的线形和交联组分进行结晶动力学的研究则表明SAN引入对PCL的结晶速率起到了关键性的抑制作用.     

2-乙基-4-甲基咪唑固化环氧树脂体系动力学模型

由2-乙基-4-甲基咪唑(2,4-EMI)固化双酚A二缩水甘油醚型环氧树脂(DGEBA)的等温差示扫描量热(DSC)实验结果发现固化反应分两阶段进行,催化聚合反应有一诱导期.由DSC测试结果求得催化聚合反应的速率常数.从反应机理出发,以诱导期为边界,建立两阶段的微观固化动力学模型.从扩散的角度在模型中引入临界固化度(αc)和扩散因子,进一步建立扩散控制固化动力学模型,对不同2,4-EMI含量和固化温度(Tc)的体系,计算得到αc.研究发现扩散因素对固化动力学影响较大,固化反应前期由化学动力学控制,后期由扩散因素控制;αc主要由体系的玻璃化转变决定,Tc越高,体系玻璃化转变时对应的固化度越大,cα越大.     

低密度聚乙烯/乙丙烯三元共聚(LDPE/EPO)共混体系的结晶动力学

用DSC方法研究了LDPE/EPO共混体系的等温及非等温结晶动力学,对LDPE/EPO共混体系的等温结晶动力学研究表明,共混物是三维生长的异相成核,共混物在各个结晶温度下的结晶过程都是以方式K_g(Ⅱ)进行的.采用联系Avrami方程和Ozawa方程导出的新非等温结晶动力学方程,处理了LDPE/EPO共混体系,得到了非等温结晶过程的一些基本参数,新方程很好地描述了此共混体系的非等温结晶动力学过程.     

Energy Propagation Through a Protometabolism Leading to the Local Emergence of Singular Stationary Concentration Profiles

Living systems rely on chains of energy transfer from an energy source to maintain their metabolism. This task requires functionally identified components and organizations. However, propagation of a sustained energy flux through a cascade of reaction cycles has never been reproduced at a steady state in a simple chemical system. By using energy patterning and a diffusing hub reactant, we achieved the transfer of energy through an abiotic protometabolism. Patterned illumination was applied to a liquid solution of a reversible photoacid. It resulted in the local onset of a proton pump, which subsequently drove an extended reaction–diffusion cycle that involved pH‐sensitive reactants. Thus, light has been used for locally setting out of chemical equilibrium a reaction involving “blind” reactants. The spontaneous onset of an energy‐transfer chain notably drives the local generation of singular dissipative chemical structures; continuous matter fluxes are dynamically maintained at boundaries between spatially and chemically segregated zones, in the absence of any membrane or predetermined material structure.     

扩散不稳定相中的化学稳定性和时-空有序结构的形成

利用热力学和动力学的分析方法, 研究了化学稳定性和扩散稳定性的依赖关系。发现, 在远离平衡和强烈非理想的体系中, 不管体系是否扩散稳定, 化学反应可以是稳定的, 也可以是不稳定的。通过对Schlögl模型的分析, 表明扩散不稳定性和化学稳定性之间的竞争可以导致一类时空有序结构的形成。这一结果可以看作是耗散结构理论的推广和延伸。     

Temperature waves in chemical reaction-diffusion-heat conduction systems with two ends respectively subject to Dirichlet and no-flux conditions

Taking the Lindemann model as a sample system in which there exist chemical reactions,diffusion and heat conduction,we found the theoretical framework of linear stability analysis for a unidimensional nonhomogeneous two-variable system with one end subject to Dirichlet conditions,while the other end no-flux conditions.Furthermore,the conditions for the emergence of temperature waves are found out by the linear stabilily analysis and verified by a diagram for successive steps of evolution of spatial profile of temperature during a period that is plotted by numerical simulations on a computer.Without doubt,these results are in favor of the heat balance in chemical reactor designs.     

表面化学反应体系中非线性问题的理论研究*

本文综述了表面化学反应体系中若干重要非线性问题的研究现状及作者所取得的研究成果, 其中包括表面催化反应体系中的非平衡动力学相变, 分形表面反应体系中的非线性动力学行为, 表面反应体系中噪声诱导的时空有序结构及其转变规律, 表面反应体系中的随机共振等。     

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.     

Thermokinetic Behaviour Degenerated from Limit Cycle Oscillation of Isothermal B-Z Reaction System due to Temperature Controlling of Heat Compensation Type

The thermokinetic behavior of the B-Z reaction system was influenced by both the chemical reaction-heat conduction coupling and the temperature undulation due to temperature controlling of heat compensation type. Quantitative research indicated that this kind of temperature fluctuation will lead to limit cycle degeneration and the periodic or quasi-periodic response behavior of the focus near a supercritical Hopf bifurcation.     

Stochastic bi-resonance in non-isothermal carbon monoxide catalytic oxidation system

The Pt(110)/CO O2 system subject to reaction heat, heat conduction and radiative heat transfer is non-isothermal and its temperature varies in time and space. In this paper, taking support temperature (ST) as the control parameter, the effect of the ST fluctuations in the oscillatory dynamics of the non-isothermal Pt(110)/CO O2 system is numerically studied. It is found that the ST fluctuations may induce stochastic oscillations and the oscillations exhibit stochastic bi-resonance (SBR) with the change of the strength or correlation time of the fluctuations. This result shows that the temperature fluctuations may enhance the chemical reaction oscillations. Moreover, the system can selectively and repeatedly employ the temperature fluctuations to enhance its reaction oscillations. It is also shown when the distance of the ST temperature to the oscillatory region increases a little, the effect of the temperature fluctuations would obviously weaken.     

A model for nonexponential relaxation and aging in dissipative systems

The nonexponential relaxation and aging inherent to complex dynamics manifested in a wide variety of dissipative systems are analyzed through a model of diffusion in phase space in the presence of a nonconservative force. The action of this force establishes a heat flow which maintains the system away from equilibrium. The inability of the system to find its equilibrium state becomes apparent through the presence of an effective temperature field. This is the temperature of the stationary nonequilibrium state reached by the system satisfying a generalized version of the fluctuation-dissipation theorem. The presence of a nonequilibrium temperature leads to a hierarchy of relaxation times responsible for the aging phenomena and to a relation similar to the Vogel-Fulcher-Tammann law [H. Vogel, Phys. Z. 22, 645 (1921); G. S. Fulcher, J. Am. Ceram. Soc. 8, 339 (1925); 8, 789 (1925); G. Tammann and W. Hesse, Z. Anorg. Allg. Chem. 156, 245 (1926)].     

Diffusion of liquid hydrogen in time-dependent MHD mixed convective flow

An innovative study on liquid hydrogen diffusion in time-dependent mixed convection flow is carried out in the presence of magnetic field effects. In fact, this is the first approach to analyze such flow problems, and also this is the first research paper to study the non-uniform heat sink/source and nonlinear chemical reaction in the presence of liquid hydrogen diffusion. Initially, the governing equations are reduced to dimensionless form by using non-similar transformations and are linearized by applying quasilinearization technique. Then, the finite difference approximation is utilized to discretize the resulting equations. The mixed convection is analyzed along with exponentially stretching surface through various graphs on profiles as well as gradients. The results display that the non-uniform heat source parameter increases the fluid velocity as well as temperature, and the magnetic parameter reduces the friction at the wall. Specifically, the skin friction coefficient decreases about 40% in the presence of magnetic field. The mass transfer rate increases for high-order chemical reaction and for destructive chemical reaction rate. The mass transfer rate is found to be high for the diffusion of liquid nitrogen than that for the diffusion of liquid hydrogen. In fact, the mass transfer rate increases about 22% for the diffusion of liquid nitrogen. This study can assist the design engineers who are working in pertain to the diffusion of liquid gases in mixed convection regimes. Also, the obtained data in the present study can be more useful for future investigations about time-dependent mixed convection nanofluid flow problems.