高校法制教育与心理教育整合研究

研究高校法制教育与心理教育的整合,主要目的是将两种教育融会贯通,真正达到教育大学生,指引他们形成正确的价值观、人生观以及世界观的目标。可从教材整合、授课内容丰富、专业师资力量培养、利用现代教学设备方面来整合心理教育与法律教育。     

受迫Lienard方程周期解的存在性

本文应用整体反函数理论和Schauder不动点定理证明了Liena州方程周期解的存在性,以及Duffing方程周期解的存在唯一性.     

1-(2′-硫代乙酸)-3-甲基-4-丁基-5-羟基嘧啶及其稀土配合物的合成和其抗菌活性

本文用1-巯基-3-甲基-4-丁基-5羟基嘧啶(HSQ)与α-氯乙酸反应合成了新的配体1-(2′-硫代乙酸)-3-甲基-4-丁基-5-羟基嘧啶(HL);又用该配体与氯化稀土反应制得了4种稀土配合物.通过元素与化学分析,IR,UV,~1HNMR,摩尔电导,热分析等对配合物的结构和性质进行了表征.测试了配合物的抗菌活性.结果表明,配合物浓度在200～50mg/L 时,有一定抗菌活性.     

DGPS各种误差因素分析

讨论了差分全球定位系统(Differential Global Positioning System,DGPS)的系统构成及各种数据通信链路情况,系统分析了DGPS的各种误差因素影响的程度,采用计算机实验数据处理方法比较了2D定位模式和3D定位模式的定位结果,表明了在用户不经历任何大于±5m的垂直运动的场合下,采用高度约束的2D定位模式定位,其定位误差和3D定位模式的水平位置定位误差具有同等趋势和量级.     

串联系统精确置信下限计算和奇点消除

本文通过对廖炯生提出的ＩＵＭＶＥ法的变差系数公式进行校正,重新对二部件串联系统的可靠性置信下限进行了计算,不仅消除掉大部分非正常点,而且也使计算结果更加合理,但仍存在着９个非正常点。我们利用系统的等价试验信息来消除非正常点,获得了令人满意的结果。     

基于伍德沃德-劳森抽样方法的阵列平顶波束综合

为获得高增益和强方向性,阵列天线应运而生,波束赋形技术在降低阵列副瓣电平、扩大阵列角度覆盖范围、抑制干扰等方面具有重要意义。其中,具有平顶形状波束的天线可辐射具有相同增益的波束,实现宽角度覆盖,且伍德沃德-劳森抽样具有方法简单、抽样点少、运算速度快的优势。因此,运用伍德沃德-劳森抽样方法对均匀直线阵列进行平顶波束赋形。通过计算抽样点数和抽样点位置,得到激励系数,确定阵元位置,计算出激励电流,从而求得各单元的电流分布,计算出阵列的方向图函数,利用MATLAB编程绘制方向图,并分析其基本特性,同时用控制变量法分析不同参数变化对方向图基本特性的影响。研究结果表明：综合的线阵单元数越多,抽样点就越多,综合得到的方向图就越接近预期,综合后方向图主瓣范围内的波纹起伏越小,副瓣电平越低。此外,定向辐射的平顶波束赋形天线在点对多点的无线通信中发挥着重要作用,也可以应用在车载和机载防撞天线、自动驾驶和飞行器等安全控制中心的核心组件中,市场前景广阔。     

MetaOJ: A Massive Distributed Online Judge System

Online Judge(OJ) systems are a basic and important component of computer education. Here, we present MetaOJ, an OJ system that can be used for holding massive programming tests online. MetaOJ is designed to create a distributed, fault-tolerant, and easy-to-scale OJ system from an existing ordinary OJ system by adding several interfaces into it and creating multiple instances of it. Our case on modifying the TUOJ system shows that the modification adds no more than 3% lines of code and the performance loss on a single OJ instance is no more than 12%. We also introduce mechanisms to integrate the system with cloud infrastructure to automate the deployment process. MetaOJ provides a solution for those OJ systems that are designed for a specific programming contest and are now facing performance bottlenecks.     

2D perovskites for field-effect transistors

Metal halide perovskites have gained a lot of attention in the field of solar cells and light-emitting diodes because of their excellent optoelectronic properti...     

Strong Law of Large Numbers for Weighted Sums of Random Variables and Its Applications in EV Regression Models

This paper mainly studies the strong convergence properties for weighted sums of extended negatively dependent(END, for short) random variables. Some sufficient conditions to prove the strong law of large numbers for weighted sums of END random variables are provided. In particular, the authors obtain the weighted version of Kolmogorov type strong law of large numbers for END random variables as a product. The results that the authors obtained generalize the corresponding ones for independent ra...     

Solving Multivariate Polynomial Matrix Diophantine Equations with Gr?bner Basis Method

Different from previous viewpoints, multivariate polynomial matrix Diophantine equations are studied from the perspective of modules in this paper, that is, regarding the columns of matrices as elements in modules. A necessary and sufficient condition of the existence for the solution of equations is derived. Using powerful features and theoretical foundation of Gr?bner bases for modules, the problem for determining and computing the solution of matrix Diophantine equations can be solved. Meanwh...