不对称氢化反应

本文总结了各种手性膦配体以及它们的铑络合物在不对称氢化中的应用,并讨论了不对称氢化的机理和影响不对称诱导的各种因素。     

稀土变质热锻模具铸钢高温磨损性能的研究

研究了稀土（RE）变质热锻模具铸钢的高温磨损性能，并与热锻模具钢H13钢和3Cr2W8V钢进行对比，探讨了稀土元素的作用和热锻模具铸钢的高温磨损机理。结果表明：随着RE加入量的增加，热锻模具铸钢的磨损率先减后增，RE加入量在质量分数为0．05％时热锻模具铸钢具有最佳的高温磨损性能。RE变质热锻模其铸钢的高温耐磨性明最高于H13钢和3Cr2W8V钢。高温磨损机理为氧化磨损和氧化物的疲劳剥落，磨屑为块状的Fe2O3和Fe3O4。     

[TPPFe(III)]~2O的合成及其对细胞色素P-450的模拟

TPPFe(III)Cl通过中性Al~2O~3色谱柱得到一个新化合物, 它在HPLC中的保留时间比TPPFe(III)Cl大得多, IR、UV-Vis和元素分析表明, 这个新化合物是[TPPFe(III)]~2O. 同TPPFe(III)Cl一样, 它具有在常温常压下催化碳氢化合物单充氧化的性质。[TPPFe(III)]~2O催化下PhIO氧化环己烷的反应, 在CH~2Cl~2和环己烷介质中, 氧化产率分别为14.97和62.6%, 高于TPPFe(III)Cl作催化剂时的产率。在环己烷溶剂中, 反应产率与反应时间呈线性关系, 且反应有大约3小时诱导期。但在CH~2Cl~2溶剂中不存在反应产物与时间的线性关系, 也不存在诱导期。与TPPFe(III)Cl比较,[TPPFe(III)]~2O对氧化剂更稳定。上述事实表明, [TPPFe(III)]~2O能够作为细胞色素P-450的模型化合物。     

梯度洗脱色谱法同时测定康糖片中盐酸小檗咸、黄芩苷、格列本脲的含量

康糖片是治疗糖尿病的中西药复方制剂,主要由盐酸小檗碱、黄芩苷、格列本脲等组成.其中的单组分含量测定方法报道较多,如盐酸小檗碱有分光光度法[1]、薄层色谱法[2]、高效液相色谱法[3]等;黄芩苷有比色法[4]、薄层色谱法[5];格列本脲有高效液相色谱法[6].但同时测定上述3种组分的方法未见报道.本文报道了同时测定上述3种组分的高效液相色谱方法,方法简单、灵敏、回收率高、专属性强,能有效地控制药品的主成分含量,具有较强的实用价值.     

核心素养为本的单元教学设计与实施——以“探究水的组成”为例

以“探究水的组成”教学为例，通过课标、教材及学习者分析，从认识角度、探究水平、认识水平等3个维度整体规划“身边的化学物质”主题单元目标学习进阶，明确“探究水的组成”课时目标，通过温故建模、据模探究、探究推理等3个阶段的教学实施，建立具体物质的研究思路模型，运用模型研究陌生物质（氢气），初步形成定量研究物质组成的能力。     

Construction of Spatiotemporal-Coupling Optimal Low-Dimensional Dynamical Systems for Compressible Navier-Stokes Equations; [可压缩 Navier-Stokes 方程的时空耦合优化低维动力系统建模方法]北大核心CSCD

For the low-dimensional dynamical system model to study dynamics properties of Navier-Stokes equations, it is very important that the attraction domain of the low-dimensional model is the same as that of Navier-Stokes equations. However, to date, there is no universal approach to ensure this purpose for general problems. Herein, it is found that any low-dimensional model based on spatial bases, such as proper orthogonal decomposition bases, optimal spatial bases, and other classical spatial bases, is not predictable, i.e., the error increases with the time evolution of the flow field. With the theoretical framework for building optimal dynamical systems and the new concept of spatiotemporal-coupling spectrum expansion, the low-dimensional model for compressible Navier-Stokes equations was constructed to approximate the numerical solution to large-eddy simulation equations, and the numerical results and novel time evolution of spatiotemporal-coupling bases were given. The entire field error is typically below 10−2%, and the average error at each grid point is below 10−8%. The spatiotemporal-coupling optimal low-dimensional dynamical systems can ensure that the attraction domain of the low-dimensional model is the same as that of Navier-Stokes equations. Therefore, characteristic dynamics properties of spatiotemporal-coupling optimal low-dimensional dynamical systems are the same as those of real flow. © 2022 Editorial Office of Applied Mathematics and Mechanics. All rights reserved.     

ON THE ESSENTIAL SPECTRUM OF PSEUDODIFFERENTIAL OPERATORS （Ⅱ）

This paper coutinues the studies of the essential spectrum of nonsemi-bounded pseudodifferential operators. The author improves the results in [5] in some sense. For the relativistic Schrodinger operator,√(-Δ+m^2)+v(x),complete results are obtained.     

改进Hückel模型变分法与同系线性规律

一、引言同系线性规律可以表示为:P=a+bF(N)其中P是同系化合物的物理化学性质,a、b 是常数,F(N)是同系线性函数,N=n+t,n 是同系序数,t 是端基当量。人们在探求 F(N)方面做了较多的工作,最近的有以下几个: