正己烷存在下的氢选择性催化燃烧

以正己烷作为裂解原料烃类代表,Pt-Sn/Al₂O₃催化剂作为氢选择性燃烧催化剂,对直接内加热方式提供热量促使裂解原料达到可裂解温度的可行性进行了研究。结果表明,温度相同时,Pt-Sn/Al₂O₃ 催化剂存在时氢燃烧的选择性明显高于无催化剂存在时的非催化氢燃烧过程,Pt-Sn/Al₂O₃ 催化剂是优良的氢选择性燃烧催化剂。该催化剂在催化氢选择性燃烧过程中,存在一个临界温度点650℃。当物流入口温度低于650℃时,氢燃烧选择性达90%以上;高于650℃时,由于非催化氢燃烧所占总燃烧反应比例加大,造成氢燃烧选择性有所降低。同时,在一定温度下,要获得高的氢燃烧选择性及氧气转化率,须综合考虑氢烃比和氢氧比的影响。     

离子液体处理含油污水实验研究

合成出了适合于含油污水处理的憎水性离子液体,研究了离子液体对含油污水的处理条件。当离子液体与含油污水体积比为1∶5,pH值为5,处理15min后,水中油的去除率为95.6%,COD_Cr的去除率为93.5%,表明应用离子液体可以有效地去除油田采出水中的有机物。同时考察了再生离子液体对除油效果的影响,其五次平行实验的除油率达95.4%,COD_Cr去除率为93.2%,表明离子液体可以回收利用。在此基础上,分析了离子液体对含油污水处理的作用机理。     

线型和非线型分子转动光谱强度的统计模型

In this study, we found regular behavior, from a statistical point of view, in the intensities of rotational spectra for several organic and inorganic molecules at room temperature. Non-linear molecules, for which a common intensity behavior was derived, were especially interesting. We provided theoretical support for the obtained results based on the Boltzmann distribution. Boltzmann power laws were used to reproduce the statistical behavior of the intensities from the spectra of linear and non-linear molecules. We only used statistical arguments and no specific details of any molecule were used. Therefore, these results are applicable to a large class of atoms and molecules and the model is valid when considering similar conditions to those used in this study.     

高效亲和色谱法测定2种中药成分与人血清白蛋白的结合率

采用高效亲和色谱技术(HPAC)对中药成分与人血清白蛋白(HSA)的相互作用进行了研究。首先采用点击化学的方法制备了表面键合有HSA蛋白的硅胶固定相并装填成亲和色谱柱,根据药物在该色谱柱上与空白硅胶柱上的保留时间差计算得到药物与蛋白的结合率。利用该方法测得模型化合物华法令与HSA的结合率与文献中采用超滤法测得的结果基本一致,表明该方法可用于测定药物与HSA的结合率。在此基础上用该方法测定了葛根素和告依春两种中药成分与HSA的相对结合率分别为10.26%和10.20%。同时用超滤的方法测定了葛根素与HSA的结合率为14.25%。结果表明,HPAC可以作为研究药物与蛋白相互作用的一种简便可行的方法,其测定结果与超滤方法一致。     

核电站电缆料的制备技术及研究进展

能源短缺已成为全球性问题,利用核能发电已经成为解决能源短缺的重要途径之一。核电的发展为核电站电缆料带来了广阔的发展空间。积极研究、开发及应用核电站电缆料对于我国的核能利用具有重要意义。本文介绍了核电站电缆料的种类、性能、生产方法和国内外的研究现状,并对核电站电缆料的发展趋势做了展望。     

Microbial electricity generation of diversified carbonaceous electrodes under variable mediators

To evaluate a suitable electrode material for the efficient green energy generation of a bio-fuel cell, carbonaceous based carbon cloth, carbon paper, and carbon felt electrodes were investigated under different mediators. The larger surface area, low resistance, and open network of interwoven fibers of the carbon felt electrode facilitated higher electron transfer from the microbial organisms to the electrode surface than that of other carbonaceous electrodes. Carbon paper electrode exhibited lower fuel cell performances due to its lower roughness and high tortuous nature. The green power generation experiments were also carried out under different mediators such as 2-hydroxy-l,4-naphthoquinone and thionin. The electrons mitigation and power generation was augmented by 2-hydroxy-l,4-naphthoquinone than thionin due to its high solubility, stability, and minimal adsorption characteristic to the electrodes. By the combined efforts of extended electrons generation and transportation, bio-fuel cell performances were extended and endorsed its doable applications in bio-fuel cells.     

An alternative approach to Privault's discrete-time chaotic calculus

In this paper, we present an alternative approach to Privault's discrete-time chaotic calculus. Let Z be an appropriate stochastic process indexed by N (the set of nonnegative integers) and l²(Γ) the space of square summable functions defined on Γ (the finite power set of N). First we introduce a stochastic integral operator J with respect to Z, which, unlike discrete multiple Wiener integral operators, acts on l²(Γ). And then we show how to define the gradient and divergence by means of the operator J and the combinatorial properties of l²(Γ). We also prove in our setting the main results of the discrete-time chaotic calculus like the Clark formula, the integration by parts formula, etc. Finally we show an application of the gradient and divergence operators to quantum probability.     

Identities of symmetry for higher-order Euler polynomials in three variables (II)

We derive twenty five basic identities of symmetry in three variables related to higher-order Euler polynomials and alternating power sums. This demonstrates that there are abundant identities of symmetry in three-variable case, in contrast to two-variable case, where there are only a few. These are all new, since there have been results only about identities of symmetry in two variables. The derivations of identities are based on the p-adic integral expression of the generating function for the higher-order Euler polynomials and the quotient of integrals that can be expressed as the exponential generating function for the alternating power sums.     

The minimum upper bound on the first ambiguous power of an irreducible, nonpowerful ray or sign pattern

Let A be an n×n irreducible ray or sign pattern matrix. If A is a sign pattern, it is shown that either A is powerful or else A^k has an ambiguous entry for some , and further, sign patterns based on the Wielandt graph show that this bound is the best possible. If A is a ray pattern, partial results for the same bound are given.     

Mathematical modeling on the effect of equivalence ratio in emission characteristics of compression ignition engine with hydrogen substitution

The investigation presented in this paper concerns on the computational simulation of emissions characteristics in compression ignition engine with hydrogen substitution. Combustion process has been modeled based on Equilibrium Constants Method (ECM) with MATLAB program to calculate the mole fractions of 18 combustion products when hydrogen is burnt along with diesel fuel at variable equivalence ratios. It can be observed that hydrogen substitution causes significant increase in NH₃, H₂, atom H emissions during rich combustion and OH, NO₂, HNO₃ emissions during lean combustion. As the equivalence ratio increases during rich combustion, mole fractions of HCN, CH₄, CO and atom C decreases with increment of hydrogen substitution. N₂, atom N and CO₂ emissions decrease whereas no significant changes in O₂, NO, O₃ and atom O emissions throughout all equivalence ratios as hydrogen is added to the combustion.