正丁烷氧化制顺酐Ce基复合氧化物VPO催化剂研制

在用共沉淀方法制备的Ｃｅ－Ｆｅ复合氧化物中,加入ＶＰＯ化剂制备复合ＶＰＯ催化剂;井测试结构、氧化还原性能以及催化性能。实验结果表明,Ｃｅ－Ｆｅ复合氧化物的组成和数量均对复合ＶＰＯ催化剂的结构产生较大的影响,Ｃｅ－Ｆｅ复合氧化物的加入,提高了复合ＶＰＯ催化剂表面低温氧物种的活性,降低了品格氧物种的ＴＰＲ出峰温度,无论在有无气相氧条件下,复合ＶＰＯ催化剂的晶格氧均有良好的反应催化性能。     

酸性电解水过程中氧析出反应的机理及铱基催化剂的研究进展北大核心CSCD

可持续能源的迅速发展,使绿色清洁的氢能源成为热点。质子交换膜(PEM)水电解是一项很有前途的技术,可高效生产高纯度氢气。IrO_(2)作为质子交换膜(PEM)水电解槽阳极氧析出反应(OER)的商用电催化剂,既能在强酸性、高强度腐蚀条件下保持稳定,又表现出优异的催化性能。然而,由于Ir的稀缺性和昂贵的价格,提高Ir基催化剂的OER活性,开发低Ir催化剂就显得至关重要。对其反应机理的认知是当前的研究热点之一,也是设计优异的OER催化剂的关键所在。因此,首先从OER机理出发,对目前被广泛认可的吸附物逸出机理(AEM)和晶格氧逸出机理(LOER)两种反应机理进行了研究。随后,根据所提出的这两种机理,介绍了OER催化剂设计的基本准则,即调控Ir基催化剂的电子结构,改善反应中间物种在催化活性位点上的吸附能,从而提高OER催化活性。并从催化剂的结构设计、形貌控制、载体材料3个方面简单概述了最近OER催化剂的研究进展。最后,在已有研究的基础上,提出了目前OER催化剂面临的困难与挑战,这为以后相关的研究指明了方向。     

Dynamics of two elliptical particles sedimentation in a vertical channel: chaotic state

The LB-DF/FD method derived from the Lattice Boltzmann Method and direct forcing/fictitious domain method is used to numerically investigate the dynamics and interaction of two elliptical particles settling in an infinitely long channel. One particle (EP0) is initially kept horizontal (major axis perpendicular to sedimentation) for all simulations while the other's (EP1) orientation is varied. It is found that if EP1strays away from horizontality, the particles undergo transitions from a steady state to reach a chaotic state. Furthermore, there are two distinct chaotic states for the particle motion when EP1 orientation is varied, in which a turning point is observed to distinguish the two states.     

幂格

本文引入了幂格的概念并讨论了其相关性质。     

TL—子环上的TL—子模的格

研究TL－子环上TL－子模形成的格及其子格的性质,给出这些格之间的同态与同构定理。     

格结构在晶体梳状滤波器设计中的应用

利用数字信号处理中的格滤波器理论,研究了晶体梳状滤波器的设计方法.当传输函数满足对称和功率互补时,分析指出滤波器的阶数是奇数,N阶滤波器只需要(N+1)/2个波片,且所用波片的厚度比为1∶2∶2…2或2∶2…2∶1;提出了对半带滤波器传输函数作谱分解得到光梳状滤波器传输函数的方法.在此基础上总结出根据应用要求设计晶体梳状滤波器传输函数和结构参量的方法,通过设计一个7阶滤波器,表明提出的方法设计过程简单,且设计结果符合梳状滤波特征.     

用XRD法研究MCM-22分子筛的逐级放大合成

在100,250和1 000 mL高压釜静态成功合成MCM-22分子筛的基础上,在2,5和200 L高压釜中进行了MCM-22分子筛的动态合成试验,对合成的样品用XRD等技术进行了表征。结果表明,在静态和动态条件下合成的样品,全部为纯相MCM-22分子筛,且结晶度较高,从100 mL到200 L的放大试验是成功的。     

Effect of material selection and background impurity on interface property and resulted CIP-GMR performance

In this paper, we investigated the effect of background base pressure, wafer-transferring time between process modules, and stack layer material selection on the current-in-plane giant magneto-resistive (CIP-GMR) interface properties and the resulted CIP-GMR performance. Experimental results showed that seed layer/AFM interface, AFM/pinned layer (PL) interface, pinned layer/Ru interface, and reference layer (RL)/Cu spacer interface are among the most critical ones for a CIP-GMR device. By reducing the background impurity level (water moisture and oxygen), optimizing the wafer process flow sequence, and careful stack-layer material selection, such critical interfaces in a CIP-GMR device can be preserved. Consequently, a much robust GMR performance control can be achieved.     

Incorporation of smooth spherical bodies in the Lattice Boltzmann method

A method to simulate bodies suspended in a Lattice Boltzmann solvent is proposed. It is based on a generalized reaction force that enforces no-slip boundary conditions at the fluid–body interface as the limiting case of an iterative procedure. A smooth version of the Heaviside function allows to treat spherical particles of arbitrary size and produces smooth hydrodynamic forces as particles move in the continuum. Numerical tests demonstrate the accuracy of the method in reproducing the hydrodynamic field around a single particle and the fluid-mediated forces between pairs of particles. The drag force experienced by a particle moving in a straight channel and at various Reynolds numbers is studied as a non-trivial testcase.     

The symmetric heavy-light ansatz

The symmetric heavy-light ansatz is a method for finding the ground state of any dilute unpolarized system of attractive two-component fermions. Operationally it can be viewed as a generalization of the Kohn-Sham equations in density functional theory applied to N -body density correlations. While the original Hamiltonian has an exact Z₂ symmetry, the heavy-light ansatz breaks this symmetry by skewing the mass ratio of the two components. In the limit where one component is infinitely heavy, the many-body problem can be solved in terms of single-particle orbitals. The original Z₂ symmetry is recovered by enforcing Z₂ symmetry as a constraint on N -body density correlations for the two components. For the 1D, 2D, and 3D attractive Hubbard models the method is in very good agreement with exact Lanczos calculations for few-body systems at arbitrary coupling. For the 3D attractive Hubbard model there is very good agreement with lattice Monte Carlo results for many-body systems in the limit of infinite scattering length.