一种面向教育云资源共享的优先级队列任务调度算法

针对教育云资源共享中任务调度时优先级不同带来的挑战,提出了一种基于任务优先级的最优调度算法优化教育服务质量.文章首先分析了各种任务的服务质量需求,对任务进行优先级分类,设计了一种基于优先级的队列调度核心算法.然后,分析了所设计调度算法的实施过程和具体步骤.仿真结果验证了优先级队列任务调度算法能够降低系统的处理时延,从而...     

铁极化曲线的测定及应用实验研究

采用线性扫描伏安法 (LSV)和TAFEL方法测定铁的极化曲线 ,求得铁在不同介质中的自腐蚀电位、自腐蚀电流、钝化电位范围、钝化电流等电化学参数 ,并探讨 pH、Cl- 、缓蚀剂对铁的腐蚀和钝化成膜的影响。     

FLEXURAL WAVE PROPAGATION IN NARROW MINDLIN''''S PLATE

Appling Mindlin's theory of thick plates and Hamilton system to propagation of elastic waves under free boundary condition, a solution of the problem was given. Dispersion equations of propagation mode of strip plates were deduced from eigenfunction expansion method. It was compared with the dispersion relation that was gained through solution of thick plate theory proposed by Mindlin. Based on the two kinds of theories, the dispersion curves show great difference in the region of short waves, and the cutoff frequencies are higher in Hamiltonian systems. However, the dispersion curves are almost the same in the region of long waves.     

二氮氧喹喔啉甲醛酰腙的分光光度法测定

室温下,二氮氧喹喔啉甲醛-γ-羟基丁酰腙()和二氮氧喹喔啉甲醛-水杨酰腙()分别在非水溶剂二甲亚砜(DMSO)中和KOH反应,转变成酰腙烯醇式负离子而显色。和的显色溶液分别在550nm和480nm波长处有最大吸收。从两种显色溶液的比色分析结果得到两个一元线性回归方程。酰腙的溶液:A=0.00225C-0.0080,r=0.999;浓度在7.500—300×10-4mg/mL范围符合比耳定律;酰腙的溶液:A=0.0563C-0.019,r=0.999;在1.00—30.0×10-3mg/mL的浓度范围符合比耳定律;此项研究为酰腙类化合物提供了一种较为方便的定量分析方法。     

广西对外贸易与经济增长关系的实证研究

实证检验了广西对外贸易与经济增长的协整关系和弹性大小,及东盟自由贸易区背景下的对外贸易与广西经济增长的关系,提出在新的历史机遇下,广西应当牢牢抓住北部湾开发战略的机遇,排除束缚开放的各类障碍,以东盟自由贸易区为依托做好做大沿边开放文章,促进经济的又好又快发展。     

浅谈对13281工作面的瓦斯综合治理

本文介绍了低瓦斯矿井综采工作面上隅角瓦斯超限原因,通过筑建隔离煤墙、局部通风机抽排等综合治理措施,有效地解决了上隅角瓦斯超限问题。     

宽量程测色仪器的光电转换特性

从颜色测量原理出发,讨论了光电积分式测色仪器的光电转换特性以及采取的各种处理:(1)滤色片一探测器的匹配;(2)测量量程的实现;(3)放大及修正电路的设计;(4)内部接收器的灵敏度校准。最后,对系统精度进行了分析。     

提高客观测色精度的有效方法──相关综合匹配法

本文讨论一种测量颜色的相关综合匹配法。它根据各色散元件的光谱透过率和光电探测器的光谱灵敏度，选择最佳的综合权因子，以匹配颜色函数，从而改善测色精度和速度．     

周期波导中弹性波局部化问题的研究

基于弹性波传递矩阵方法，对周期波导中弹性波局部化问题进行了分析研究。根据互易性原理和能量地恒定律，给出了结构弹性波传递矩阵的一般表达式。采用两种求解局部化因子的计算方法，分别计算了谐和与失谐周期波导中的局部化因子，并对其进行了分析讨论。本文对周期波导中波传播与振动局部化的分析方法和计算结果可用于结构的优化设计。     

MULTIPLE SCATTERING AND DYNAMIC STRESS ANALYSIS OF ELASTIC WAVES IN A FIBER—REINFORCED COMPOSITE WITH INTERFACES

Based on the theory of elastic dynamics, multiple scattering of elastic waves and dynamic stress concentrations in fiber-reinforced composite are studied. The analytical expressions of elastic waves in different regions are presented. The mode coefficients of elastic waves are determined in accordance with the continuous conditions of displacement and stress on the boundary of the multi-interfaces. By using the addition theorem of Hankel functions, the formula of scattered wave fields in different local coordinates are transformed into those in one local coordinate to determine the unknown coefficients and dynamic stress concentration factors (DSCFs). The influences of the distance between two inclusions, material properties and structural size on the DSCFs near the interfaces are analyzed. As examples, the numerical results of DSCFs near the interfaces for two kinds of fiber-reinforced composites are presented and discussed. The project supported by the National Natural Science Foundation of China (19972018)