电伴热系统的应用与管道温度偏差的控制研究

郑西客运专线西安北站房工程的大部分管道处于室外或半室外空间,在冬季会有冻裂的危险。而电伴热方法可补充管道的热量损失,维持管道的温度,使得管道的温度偏差不会超过规定值,从而避免了管道的冻裂。阐述了电伴热系统的工作原理与特点,介绍了伴热电缆的施工技术。     

Ancient DNA sequences of rice from the low Yangtze reveal significant genotypic divergence

Rice (Oryza sativa) was first domesticated in the lower and middle Yangtze regions of China, and rice remains have been found in many Chinese archaeological sites. Until now, only phenotypic archeobotanical evidence, such as the spikelet bases of ancient grains, has been used to speculate on the domestication process and domestication rate of rice. In this study, we sequenced 4 genomic segments from rice remains in Tianluoshan, a site of the local Hemudu Neolithic culture in the low Yangtze and two other archaeological sites (~2400 and 1200 BC, respectively). We compared our sequences with those of the current domesticated and wild rice (O. rufipogon) populations. At least two genotypes were found in the remains from each site, suggesting a heterozygotic state of the rice seeds. One ancient genotype was not found in the current domesticated population and might have been lost. The rice remains belonged to the japonica group, and most if not all were japonica-type, suggesting that the remains might be at an early stage of indica-japonica divergence or an indica-japonica mixture. We also identified sequences with significant similarity to those from species of Sapindales, Zygophyllales, and Brassicales, which is consistent with the identification of other plant remains in the Tianluoshan site and the common rice field weeds such as mustards in southern China.     

双参数Co半群的收敛性问题

本文给出了有关双参数C0半群的一些性质,研究了双参数C0半群收敛性问题,借助单参数C0半群与双参数C0半群之间的关系,在一定条件下,将单参数C0半群序列的收敛性推广到了双参数C0半群上.     

试论高校图书馆的首问负责制

从首问负责制的基本概念入手,阐述了在高校图书馆推行首问负责制的意义和必要性,并在此基础上介绍了高校图书馆首问负责制的基本内容及基本流程,为高校图书馆推行首问负责制提供参考。     

提高图书馆资源利用价值的对策

介绍了金山中学图书馆的基本概况,探讨了合理利用图书馆资源,提高中学图书馆利用价值的对策。     

浅谈煤矿人员定位系统防雷措施

结合实际案例分析了煤矿人员定位系统发生雷击事故的原因,依据雷电防护原则,提出了防止煤矿人员定位系统发生雷击的方案及措施。     

有限双向E类保序变换半群的Green关系和正则性

设(X,≤)是全序集,T(X)是X上的全变换半群,E为X上的任意的非平凡等价关系,设E*O(X)={α∈T(X):x,y∈X,(x,y)∈E,x≤y(xα,yα)∈E,xα≤yα}则E*O(X)是T(X)的子半群;当X是有限和E是凸时,研究了E*O(X)的Green关系,并证明了它是正则子半群.     

基于SSH2的矿山项目进度管理系统的设计与实现

针对中关铁矿建设项目管理需求,采用SSH2(Struts2+Spring2+Hibernate3)组合框架技术,实现了矿山建设期间技术资料、计划、进度、日常工作等计算机管理,提高了项目管理水平和工作效率。     

两类差集偶的直接构造

给出两类差集偶的直接构造,证明了(4t,2t-2,2t,t-1,t-1)-差集偶和(4t,2t,2t,t,t)-差集偶的存在性。