电性拓扑态指数预测硝基类含能材料撞击感度

应用电性拓扑态(E-state)指数模拟分析了硝基类含能化合物的撞击感度,采用逐步回归构建了5个变量的定量结构-性质相关模型,模型的相关系数和标准偏差分别为0.907和0.1713,交叉验证相关系数及均方根误差分别为0.941和0.1869,模型具有较高的可靠性、相关度和预测能力。模型分析表明,电性拓扑态指数与硝基类化合物的撞击感度有较好的相关性,原子的电性状态是影响撞击感度的重要因素。     

Improving regional ionospheric TEC mapping based on RBF interpolation

Radial basis function (RBF) interpolation with multi-quadric is developed to perform ionospheric total electron content (TEC) mapping for the Chinese region between 15°N ~ 40°N and 100°E ~ 125°E. TEC measurements from the Centre for Orbit Determination in Europe (CODE) covering the solar maximum year 2011 are used to investigate the performance of the proposed RBF interpolation method. The differences between the RBF interpolated TEC and the CODE TEC are within 0.5 TECU and the root mean square error (RMSE) is very small when 49 data points are used. The maximum difference is ~5 TECU and the error is less than 1 TECU with 25 samples. Our study suggests that a random distribution of measurement points gives smaller RMSEs than a homogenous distribution when the number of sample points is low. The study indicates that RBF interpolation offers a powerful and reliable tool for ionospheric TEC mapping.     

三维粘弹性大变形动力响应分析

将大变形增量问题的Ｔｏｔａｌ Ｌａｇｒａｎｇｉａｎ法应用于粘弹性结构的动力响应分析，利用Ｐｒｏｎｇ级数导的Ｋｉｒｃｈｈｏｆｆ应力和Ｇｒｅｅｎ应变表示的粘弹性积分型增量本构方程及其递推公式，从而给出一种计算三维粘弹性大变形动力响应的有限元增量迭加方法，经算例验证，所述方法及其相应程序具有机器内存少、计算量小和效率高的优点。     

Contributing Factors to Temporal and Spatial Associations in Mental Representations of Maps

Abstract

The present work explores an interactive model of spatial and temporal information in map memory. In four experiments, participants learned a map with temporal and spatial information confounded or unconfounded. Attentional and representational levels of information were made apparent through tasks that tap spatial, temporal, or other information. Learning criteria emphasizing sequential order or location imposed differential weighting of the information types in memory. Results indicate that map memory is spatial, but also interacts with the order in which map locations are encountered. Findings show flexibility in allocating attention and information indexing of location and sequential order information in map learning.     

FC-空间内的截口定理及其应用

本文主要在FC-空间内讨论一类截口定理,得到一些存在性定理,这些结果推广和改进了最近一些成果.     

论股份合作制企业的劳动法律关系

本文结合股份合作制企业的特点,系统的分析了股份合作制企业的劳动法律关系的特殊性和这些特殊性产生的根源.文章对实践中股份合作制企业在处理劳动关系的过程中经常出现的问题进行了分析,并且提出了解决问题的建议和思考.     

传输型线阵测绘相机几何精度标定方法

分析了传统框幅式测绘相机几何精度评价和测试方法的局限性：不适用于以长焦距、小视场角为主的传输型线阵测绘相机。从传输型测绘相机原理出发。分析了以视主点作为传输型测绘相机主点评价指标的合理性和可行性。指出了同传统方法相比在几何精度标定过程中需要注意的问题并提出标定方法。     

Mineral mapping in the Kap Simpson complex,central East Greenland,using HyMap and ASTER remote sensing data

This research focuses on the application of HyMap airborne hyperspectral data and ASTER satellite multispectral data to mineral exploration and lithologic mapping in the Arctic regions of central East Greenland. The study area is the Kap Simpson complex in central East Greenland. The Kap Simpson complex is one of the largest exposed Palaeogene felsic complexes of East Greenland. It has been the target of several mineral exploration projects. The analysis of the HyMap data produced a detailed picture of the spatial distribution of the alteration minerals in the Kap Simpson complex, unavailable from field-based studies in the area. The analysis of the ASTER data produced mineral maps which due to the moderate spatial and spectral resolution of the ASTER imagery can be useful for reconnaissance level mineral exploration. Colour composites of the mean normalized ASTER thermal bands display lithological information and detected a large felsic igneous intrusion that has not been shown on the recently compiled geological maps of the area. The results of this research have considerable potential to evaluate the use of hyperspectral and multispectral remote sensing for geological purposes in the Arctic regions of central East Greenland.     

外商经营房地产活动与上海城市的近代化

以外资公司为主体的房地产业是近代上海经济的支柱产业之一。笔者对上海近代房地产业的诞生、外高的投资和营销方式、房地产业发展与金融业的关系，房地产业在上海城市近代化过程中的作用及其衰落进行了分析。     

Fuzzy压缩映象不动点定理

本文将Fuuzy压缩原理进行了推广，首次通过引入一个Fuzzy ε上半连续函数和Fuzzy链空间成功的证明了Fuzzy数值函数的不动点定理。