露天矿边坡角的优化设计

提出了基于离散元法和神经网络的集成优化设计方法，离散元能充分考虑边坡岩体结构的不连续性，处理边坡的大变形情况，神经网络是从中获取经验知识，并用之解决问题的智能系统，该方法从两条途径，不同的角度，不同的侧面来设计边坡角，并进行优化，增强了设计的可行性。     

关于新型冠状病毒命名的思考与建议

2019年12月,一种由新型冠状病毒(2019-nCoV)引起的病毒性肺炎开始在武汉暴发流行。2020年2月11日,世界卫生组织(WHO)将新型冠状病毒肺炎命名为COVID-19(冠状病毒病2019),国际病毒分类学委员会(ICTV)的冠状病毒研究小组(CSG)建议把新型冠状病毒命名为SARS-CoV-2(严重急性呼吸综合征冠状病毒2),既没有与疾病名称一致,也没有完全真实地显示该病毒本身的特征,因而立即引发关注和争议。基于COVID-19的病原学、流行病学和临床特征的基本信息,建议将新型冠状病毒命名为“人类冠状病毒2019”(human coronavirus 2019,简称HCoV-19)。文章回顾并评价了CSG的命名方法,指出他们使用基于基因序列信息进行病毒命名的方法并不合适,建议采用传统的联系疾病的病毒命名方法对具有明显疾病特点的病毒如2019-nCoV进行命名。     

福建两个蛋鸭品种和常见野鸭线粒体DNA(mtDNA)限制性酶切图谱的比较

用７种限制性内切酶（ＢａｍＨⅠ、ＢｇｌⅡ、ＥｃｏＲⅠ、ＥｏｃＲⅤ、ＰｓｔⅠ、ＳａｃⅠ、ＸｂａⅠ）分析了蛋鸭（金定鸭、莆田黑鸭）、野鸭（斑嘴鸭、绿头鸭）的ｍｔＤＮＡ限制性类型,并用双酶法构建了以上鸭类的ｍｔＤＮＡ限制性酶切图谱．结果表明,蛋鸭与野鸭在ｍｔＤＮＡ结构上发生了明显分岐．比较两种野鸭和金定鸭的图谱,发现金定鸭与绿头鸭的亲缘关系较近．     

电动飞机技术进展

 电动飞机是一种环保、节能、高效的新型航空器。为支持电动飞机发展,需要系统总结和分析电动飞机的设计方法和设计技术。首先,简要介绍了电动飞机的发展概况和技术进展,通过统计数据展示各类电动飞机性能提高的情况并说明其性能不足的方面。重点归纳和分析各类电动飞机的总体设计方法,包括太阳能、蓄电池(锂电池)、燃料电池及常规动力飞机平台改装的电动飞机,以及设计工具和设计支持系统。最后分析电动飞机的设计技术,包括气动力和总体布局、电动力系统、结构和材料等方面。     

落花飘零各有命——《莺莺传》、《霍小玉传》之我见

文章以《莺莺传》、《霍小玉传》为切入口,认为寒门士子因追逐仕途经济之成功,不惜始乱终弃。而崔莺莺因出身甲姓,与出身卑微的霍小玉虽然处在同一时代,同为弃妇却命运殊途。作文者也因创作宗旨异趣而让后人评价不一。     

Genomic and genic sequence variation in synthetic hexaploid wheat （AABBDD） as compared to their parental species

In order to understand the genomic changes during the evolution of hexaploid wheat, two sets of synthetic hexaploid wheat from hybridization between maternal tetraploid wheat （AABB） and paternal diploid goat grass （DD） were used for DNA-AFLP and single strand conformation polymorphism （SSCP） analysis to determine the genomic and genic variation in the synthetic hexaploid wheat. Results indicated that more DNA sequences from paternal diploid species were eliminated in the synthetic hexaploid wheat than from maternal tetraploid wheat, suggesting that genome from parental species of lower ploidity tends to be eliminated preferentially. However, sequence variation detected by SSCP procedure was much lower than those detected by DNA-AFLP, which indicated that much less variation in the genic regions occurred in the synthetic hexaploid wheat, and sequence variations detected by DNA-AFLP could be derived mostly from non-coding regions and repetitive sequences. Our results also indicated that sequence variation in 4 genes can be detected in hybrid F1, which suggested that this type of sequence variation could be resulted from distant hybridization. It was interesting to note that 3 out of the 4 genes were mapped and clustered on the long arm of chromosome 2D, which indicated that variation in genic sequences in synthetic hexaploid wheat might not be a randomized process.     

NECESSARY AND SUFFICIENT CONDITION FOR GLOBAL CONTROLLABILITY OF A CLASS OF AFFINE NONLINEAR SYSTEMS

In this paper, we investigate the global controllability of a class of n-dimensional affine nonlinear systems with n- 1 controls and constant control matrix. A necessary and sufficient condition for its global controllability has been obtained by using the methods recently developed. Furthermore, we generalize the above result to a class of affine nonlinear systems with a block-triangular-like structure. Finally, we will give three examples to show the applications of our results.     

On a kind of biharmonic boundary value problems related to clamped elastic thin plates

By using complex variable methods, the boundary value problem for biharmonic functions arisen from the theory of clamped elastic thin plate is shown to be equivalent to the first fundamental problem in plane elasticity which, as well-known, may be easily solved by reduction to a Fredholm integral equation. The case of circular plate is illustrated in detail, the solution of which is obtained in closed form. Foundation item: Supported by the National Natural Science Foundation of China (No. 19871064) Biography: LU Jian-ke(1922-), male, Professor. Research interests are in applications of complex variables.     

重庆文理学院开展小铁人三项运动的可行性研究

用文献资料法、调查法对重庆文理学院的地形、地貌进行研究，就重庆文理学院开展小铁人三项运动的意义、可行性等进行分析，设计了该项运动的路线图，并指出在重庆文理学院开展小铁人三项运动具有极其重要的意义和较为充分的条件．     

The EM scattering from one-dimensionally lossy fractal surfaces

The EM scattering from rough surface has been investigated in the past years. Periodic and random models are often used in modeling the rough surface. Recently, the fractal geometry is rapidly improved. It provides a new way to model the rough surface whose characteristics are long-range order and short-range disorder. In this paper, A fractal function is used to model the rough surface. A scattering coefficient for calculating the angular distribution and the amount of energy in the spectrally scattering field to the fractal characteristics of the surfaces by finding their analytical expressions is derived by using the Kirchhoff solution. In the end, we calculate some scattering patterns. Supported by the National Natural Science Foundation of China Gao Huotao: born in 1964, Graduate student