振动测试信号处理的小波变换方法

分析了小波变换的局部化特性，以及基于Donoho理论的小波阈值去噪方法，研究比较了不同阈值规则与阈值函数对去噪效果的影响。利用小波分解重构算法，对振动测试信号进行去噪处理，改善测试信号的信噪比，减少信号损失。     

He-Ne激光对小麦DNA UV-B损伤修复的影响

研究并分析了He-Ne激光对小麦DNA UV-B损伤修复的影响和机理,以探明激光对UV-B损伤修复的影响途径及机制。结果表明,小麦对增强UV-B辐射损伤具有一定的切除修复能力,切除修复的高峰期发生在UV-B辐射后4～6h内;He-Ne激光主要通过促进小麦的切除修复途径影响小麦对 UV-B损伤的修复,在对损伤DNA的切除及DNA的修复合成两方面均有不同程度的促进作用,其切除高峰期发生在UV-B辐射后4～6h;DNA的修复合成高峰期在辐射后6～7h。     

Partner selection model and soft computing approach for dynamic alliance of enterprises

Partner selection is an active research topic in agile manufacturing and supply chain management. In this paper, the problem is described by a 0-1 integer programming with non-analytical objective function. Then, the solution space is reduced by defining the inefficient candidate. By using the fuzzy rule quantification method, a fuzzy logic based decision making approach for the project scheduling is proposed. We then develop a fuzzy decision embedded genetic algorithm. We compare the algorithm with tranditional methods. The results show that the suggested approach can quickly achieve optimal solution for large size problems with high probability. The approach was applied to the partner selection problem of a coal fire power station construction project. The satisfactory results have been achieved.     

Study of General Incomplete Star Interconnection Networks

IIntroduct1OllThe star graph【1]proposed as a particular case ofC叫ley graphs[ZJ Is vertex－and edge－symmetric．strongly hlerarchlcal,maximally tault－tolerant,strongly resilient and has diameter and node degreethat are superior to those of a slmll。－slied hypercube(which Is also a Cnyley graph)IOr parallelcomputers[3]．MNor references can be found In studying the star graph regarding its propertiesllJ,e毗edding cwabllity[4],communication c叩劝ility[5－71,andfanfaut－toierm尬 cap劝ility…     

Real-time accurate hand path tracking and joint trajectory planning for industrial robots(Ⅰ)

Previously, researchers raised the accuracy for a robot′s hand to track a specified path in Car-tesian space mainly through increasing the number of knots on the path and the number of the path′s segments, which results in the heavier online computational burden for the robot controller. Aiming at overcoming this drawback, the authors propose a new kind of real-time accurate hand path tracking and joint trajectory planning method. Through selecting some extra knots on the specified hand path by a certain rule and introducing a sinusoidal function to the joint displacement equation of each segment, this method can greatly raise the path tracking accuracy of robot′s hand and does not change the number of the path′s segments. It also does not increase markedly the computational burden of robot controller. The result of simulation indicates that this method is very effective, and has important value in increasing the application of industrial robots.     

PVC氯化原位接枝BA的合成与表征

采用气-固相搅拌式方法,氯气作为引发剂,在加热的情况下合成了聚氯乙烯(PVC)、丙烯酸丁酯(BA)的氯化原位接枝共聚产物(CPVC-g-BA)。用IR、1H-RNM等分析手段研究了PVC氯化原位接枝BA反应的可行性,以GPC等数据讨论了接枝共聚物的结构,并考察了反应温度、反应时间、单体用量对产物接枝率的影响:当加入20份BA,反应温度为120℃时,反应100 m in,接枝率达1.07%。     

晋冀蒙交界地区隐伏新类型金矿的找矿前景以堡子湾、九对沟、水晶屯金矿为例

重点讨论晋冀蒙交界地区金矿找矿前景,提出今后应以寻找隐伏新类型金矿(隐爆角砾岩型、蚀变岩型) 为主攻方向,以新的思路重新圈定矿化集中区,进而采用先进的物化探技术确定有利的成矿构造部位,为实施工程验证提供科学依据。介绍了堡子湾、九对沟、水晶屯金矿的预测成果,以及若干新技术和新方法。     

功能化的酸性离子液体

围绕着功能化酸性离子液体这一主题,对新型Lewis,Bronsted酸性离子液体、离子液体的酸性测定以及酸性离子液体在异丁烷/丁烯烷基化反应中的应用进行了介绍和评述;提出了由新型酸性离子液体的合成、其酸性的表征及其催化性能的评价3方面有机地构成了研发酸性离子液体参与的工艺技术的良性过程;明确了“功能化”的涵义;展望了酸性离子液体巨大的工业应用前景。     

热演化过程中干酪根碳同位素组成的变化

通过测定一个Ⅰ型干酪根在不同热演化阶段的残余率和残余部分的碳同位素组成,揭示其在热演化过程中的变化规律,从而为有效气源岩的定量判识与评价提供同位素方面的依据。研究表明,在产甲烷早期(R_o<1.5%),干酪根的碳同位素组成变化较明显,可达3.8‰;当R_o达到1.5%～2%时,随着热演化程度的增加,残余干酪根的δ13C略微呈现出逐渐贫13C的趋势,变化幅度约为2‰;当热演化程度较高(R_o>2%)时,干酪根的碳同位素组成则变化不大,变化幅度小于0.8‰。      

Computational uncertainty principle in nonlinear ordinary differential equations——Ⅱ.Theoretical analysis

The error propagation for general numerical method in ordinary differential equations ODEs is studied. Three kinds of convergence, theoretical, numerical and actual convergences, are presented. The various components of round-off error occurring in floating-point computation are fully detailed. By introducing a new kind of recurrent inequality, the classical error bounds for linear multi-step methods are essentially improved, and joining probabilistic theory the "normal" growth of accumulated round-off error is derived. Moreover, a unified estimate for the total error of general method is given. On the basis of these results, we rationally interpret the various phenomena found in the numerical experiments in part I of this paper and derive two universal relations which are independent of types of ODEs, initial values and numerical schemes and are consistent with the numerical results. Furthermore , we give the explicitly mathematical expression of the computational uncertainty principle and expound the i