微波辐照增强原煤磁分离脱硫机理探讨

采用~(57)Fe穆斯堡尔谱学方法,研究微波-磁分离法脱硫机理及微波辐照深度对脱硫率的影响。结果表明,微波选择性介质加热,可以激励煤中顺磁性黄铁矿FeS_2热解,使其转化为非化学计量的磁黄铁矿Fe_(1-x)S(0相似文献   

反相高效液相色谱法测定尿中吡啶醚和脱氧吡啶醚

尿中吡啶醚（ｐｙｒｉｄｉｎｏｌｉｎｅ,ＰＹＤ）和脱氧吡啶醚（ｄｅｏｘｙｐｙｒｉｄｉｎｏｌｉｎｅ,ＤＰＤ）是骨代谢特异的生化指标。应用高效液相色谱法（ＨＰＬＣ）建立了尿中ＰＹＤ和ＤＰＤ的测定方法。尿液用６ｍｏｌ／ＬＨＣｌ水解后,以纤维素ＣＦ１小柱提取,然后用ＨＰＬＣ测定;色谱系统为ＳｐｈｅｒｉｓｏｒｂＣ１８反相色谱柱,流动相组成为１５％甲醇添加０．１％七氟丁酸,流速为１．２ｍＬ／ｍｉｎ。系统的检测限：ＰＹＤ为１０ｎｍｏｌ／Ｌ,ＤＰＤ为７ｎｍｏｌ／Ｌ;回收率：ＰＹＤ为９１．５％,ＤＰＤ为１０６．１％;日内变异     

Traveling wavefronts of a delayed lattice reaction-diffusion model

We investigate a system of delayed lattice differential system which is a model of pioneer-climax species distributed on one dimensional discrete space. We show that there exists a constant $c^*>0$, such that the model has traveling wave solutions connecting a boundary equilibrium to a co-existence equilibrium for $c\geq c^*$. We also argue that $c^*$ is the minimal wave speed and the delay is harmless. The Schauder's fixed point theorem combining with upper-lower solution technique is used for showing the existence of wave solution.     

交联壳聚糖对Mo(Ⅵ)、Bi(Ⅲ)吸附性能的研究

研究了以环氧氯丙烷为交联剂制备的交联壳聚糖（CCTS）对Mo（Ⅵ）、Bi（Ⅲ）的吸附性能。结果表明：在pH=3.0时，CCTS对Mo（Ⅵ）、Bi（Ⅲ）的吸附率分别为98.0%、100%，吸附平衡时间分别为20min和5min，饱和吸附量分别为21.4，620.8g/kg，用1.00mL、0.1mL的NaOH溶液和4.00mL、5.0mol/L的HCl溶液可将吸附在CCTS上的Mo（Ⅵ）、Bi（Ⅲ）宣洗脱下来，脱附率分别为93%和96.5%。     

体力活动对围绝经期女性更年期综合征影响的研究

目的研究体力活动对围绝经期女性更年期综合征的影响。方法2013年8月至2014年8月通过院内调查及社会调查两种模式共调查杭州市余杭区472例围绝经期女性,调查资料完整者401例,其中符合纳入标准者223例,通过问卷形式收集患者一般情况（包括年龄、身高、体重、吸烟饮酒情况、生育情况等）、更年期综合征症状、体力活动强度。分析患者体力活动与更年期综合征的关系。结果在文化水平、初次月经、年龄等方面,轻、中、重体力活动组之间无统计学差异（均P＞0.05）;轻度体力活动组BMI＞25的比例为26.5%,吸烟比例为32.5%,饮酒比例为27.7%,均高于中、重度体力活动组的相应比例（均P＜0.05）。轻度及重度体力活动组血管舒缩分值高于中度体力活动组（P＜0.05）,但轻度体力活动组与重度体力活动组比较差异无统计学意义（P＞0.05）,在心理社会、性生活、生理状态上,轻度体力活动组分值均高于中度及重度体力活动组,差异均有统计学意义（均P＜0.05）,中度体力活动组与重度体力活动组间比较均无统计学差异（均P＞0.05）。采用多元logistic回归分析绝经期生存质量状况与体力活动的关系,在校正BMI、文化水平、吸烟、饮酒、初次月经、婚姻状况、生育情况、工作状态、年龄等因素后,血管舒缩症状在中度体力活动组症状轻于轻度及重度体力活动组（P＜0.05）,重度体力活动组与轻度体力活动组无统计学统计学意义（P＞0.05）;心理社会、性生活及生理状态症状,中度及重度体力活动组症状均要轻于轻度体力组（P＜0.05）,中度与重度体力活动组间比较无统计学意义（P＞0.05）。结论体力活动的增加对围绝经期女性是潜在有意义的替代治疗方法,尤其是中度的体力活动可以在一定程度上预防或改善更年期综合征症状。     

Further results on planar DO functions and commutative semifields

It is proven that any Dembowski–Ostrom polynomial is planar if and only if its evaluation map is 2-to-1, which can be used to explain some known planar Dembowski–Ostrom polynomials. A direct connection between a planar Dembowski–Ostrom polynomial and a permutation polynomial is established if the corresponding semifield is of odd dimension over its nucleus. In addition, all commutative semifields of order 3⁵ are classified.     

Compact finite difference schemes of the time fractional Black-Scholes model

In this paper, three compact difference schemes for the time-fractional Black-Scholes model governing European option pricing are presented. Firstly, in order to obtain the fourth-order accuracy in space by applying the Pad\''{e} approximation, we eliminate the convection term of the B-S equation by an exponential transformation. Then the time fractional derivative is approximated by $L1$ formula, $L2 - 1_\sigma$ formula and $L1 - 2$ formula respectively, and three compact difference schemes with oders $O(\Delta t^{2-\alpha}+h ^4)$, $O(\Delta t^{2}+h ^4)$ and $O(\Delta t^{3-\alpha}+h ^4)$ are constructed. Finally, numerical example is carried out to verify the accuracy and effectiveness of proposed methods, and the comparisons of various schemes are given. The paper also provides numerical studies including the effect of fractional orders and the effect of different parameters on option price in time-fractional B-S model.     

EXISTENCE AND GLOBAL ATTRACTIVITY OF ALMOST PERIODIC SOLUTION TO A DELAYED DIFFERENTIAL EQUATION

A new fixed point theorem is presented and sufficient conditions are obtained for the existence, uniqueness and global attractivity of a positive almost periodic solution to a delayed differential equation with almost periodic factors.