首页 | 本学科首页   官方微博 | 高级检索  
文章检索
  按 检索   检索词:      
出版年份:   被引次数:   他引次数: 提示:输入*表示无穷大
  收费全文   15篇
  免费   0篇
化学   4篇
力学   1篇
数学   4篇
物理学   6篇
  2022年   1篇
  2020年   1篇
  2019年   1篇
  2016年   1篇
  2013年   1篇
  2012年   1篇
  2010年   2篇
  2009年   1篇
  2008年   1篇
  2007年   1篇
  2002年   1篇
  2001年   1篇
  2000年   1篇
  1976年   1篇
排序方式: 共有15条查询结果,搜索用时 15 毫秒
1.
2.
Improving product selectivity by controlling the spatial organization of functional sites at the nanoscale is a critical challenge in bifunctional catalysis. We present a series of composite bifunctional catalysts consisting of one-dimensional zeolites (ZSM-22 and mordenite) and a γ-alumina binder, with platinum particles controllably deposited either on the alumina binder or inside the zeolite crystals. The hydroisomerization of n-heptane demonstrates that the catalysts with platinum particles on the binder, which separates platinum and acid sites at the nanoscale, leads to a higher yield of desired isomers than catalysts with platinum particles inside the zeolite crystals. Platinum particles within the zeolite crystals impose pronounced diffusion limitations on reaction intermediates, which leads to secondary cracking reactions, especially for catalysts with narrow micropores or large zeolite crystals. These findings extend the understanding of the “intimacy criterion” for the rational design of bifunctional catalysts for the conversion of low-molecular-weight reactants.  相似文献   
3.
讨论了一个由两个部件和一个储备部件,并且具有临界人为错误(human error rates)和常规故障(commor-error rates)的随机数学模型,研究了其预解式的表达式及本征值的数目问题,且得出一个本征值对应一个本征元的结论,并给出证明.  相似文献   
4.
利用函数列的极限理论方法,研究函数列积分极限中积分和极限可交换次序的问题.对一致收敛的可积函数列给出积分的极限定理,对一致有界局部一致收敛函数列给出积分控制收敛定理,通过大量实例表明该理论的意义所在.  相似文献   
5.
不连续Reissner矩形板的自由振动   总被引:1,自引:0,他引:1  
用分区加权残值法研究Ressner矩形板在几何形状,边界条件等有突变时的自由振动问题,将研究对象按照结构几何形状和边界条件的具体情况划分为若干子域,在每个子域内用不同的试函数代入该域的内的控制方程到内部残值,并代入板的边界条件和各子域的协调条件得到边界残值和连续性残值,然后用最小二乘法消除残值,得到特征方程,文中讨论了该方法的收敛性和计算精度,求解了开孔矩形板的固有频率,并与已有结果进行了比较,结果表明:?该方法收敛性好,精度较高,适用范围广。  相似文献   
6.
使用常规湿法和干法消化方法对酸枣叶进行预处理,用火焰原子吸收法测定了其中的Cu、Fe、Zn、Mn、Sr、Ca、Mg等七种金属元素的含量。结果表明,不同消化方法对某些元素产生的影响不同,损失度也有所差别,为样品预处理方法的选择提供了参考数据,也为进一步研究酸枣叶中金属元素的存在形态打下了基础。  相似文献   
7.
将经济学中的动态财务分析(DFA)模型应用于地质灾害保险定价中,对离散的灾害事件、经济损失等进行建模分析,计算出纯保费.实证分析以湖南省邵阳市为例,结果表明该模型实用性强、操作简单,计算出来的保费率具有一定的参考价值.  相似文献   
8.
This paper addresses the statistical mechanics of ideal polymer chains next to a hard wall. The principal quantity of interest, from which all monomer densities can be calculated, is the partition function, G N(z) , for a chain of N discrete monomers with one end fixed a distance z from the wall. It is well accepted that in the limit of infinite N , G N(z) satisfies the diffusion equation with the Dirichlet boundary condition, G N(0) = 0 , unless the wall possesses a sufficient attraction, in which case the Robin boundary condition, G N(0) = - G N (0) , applies with a positive coefficient, . Here we investigate the leading N -1/2 correction, G N(z) . Prior to the adsorption threshold, G N(z) is found to involve two distinct parts: a Gaussian correction (for z aN 1/2 with a model-dependent amplitude, A , and a proximal-layer correction (for z a described by a model-dependent function, B(z) .  相似文献   
9.
A seven-coordinated organotin(IV) compound has been obtained and its IR spectroscopic properties and X-ray crystal structure are reported. Crystals are monoclinic (p21/c) with unit-cell dimensions: a 16.017(9), b 10.365(5), c 15.994(8) Å, β 96.1(1)°, Z = 4. The structure has been determined from diffractometer data (Cu-Ka radiation) by conventional Patterson and Fourier techniques and refined by block-diagonal least-squares procedure to an R value of 0.093 for 4298 independent reflections. The structure consists of monomeric seven-coordinated cations [Sn(C6H5)2NO3{(CH3)2SO}3] and NO3- anions. Coordination around tin is pentagonal bipyramidaI with the bidentate nitrate group and the three dimethyl sulphoxide molecules in the equatorial positions and the two phenyl rings at the apices. Literature on seven-coordinated tin(IV) compounds and nitratotin(IV) complexes is quoted and discussed.  相似文献   
10.
设为首页 | 免责声明 | 关于勤云 | 加入收藏

Copyright©北京勤云科技发展有限公司  京ICP备09084417号