中国城市群空间结构的稳定性分析

应用中心地理论,引入中心性指数和分形网络维数等方法以及GIS格网化技术,按照交通原则,即K ＝4作为参照系,采用2004年基础数据,对由160个地级市和700多个县级市构成的28个城市群及其空间结构的稳定性进行了定量测度。结果显示：① 中心性指数越大的城市群,其空间结构稳定性越强;② 中心性指数越大,与中心地结构相似性程度越高,空间稳定性越强;③ 网络维数越大,城市群空间结构稳定性越强;④ 点列数越长的城市群空间结构稳定性越强;⑤ 依据中心性指数大小,可将中国城市群划分为单核分割型、单核偏离型、单核集中型、双核平衡型和双核偏离型共5大类型;⑥ 根据半升梯形模糊隶属度函数模拟结果,将中国城市群空间结构稳定性划分为强稳定型、较强稳定型、中等稳定型、弱稳定型和不稳定型共5个等级;⑦ 根据不同等级的城市群个数,认为中国城市群空间结构的稳定性相对较差。本文最后提出了技术应用、参数选择等方面存在的问题以及未来研究的重点。     

散乱数据插值的HASM方法

本文运用高精度曲面建模(HASM)方法,研究了空间散乱数据插值算法,并以陕西咸阳彬县大佛寺煤矿区的实测数据为案例,使用交叉统计检验方法比较分析HASM方法与地理信息系统(GIS)领域中常用传统插值方法的空间插值结果。结果表明,HASM方法具有较高的精度。本文还分析了传统常用插值方法的一些统计结果,得出一些结论,这些结论对于使用常用传统GIS空间插值方法的研究者有很好的参考作用。     

长江主干流的球面重心计算及其尺度效应分析

长江不仅具有长度这一非空间属性,还具有重心、方位、密度以及形状等多种空间分布属性。为了对长江的空间分布特征进行统计分析,提出了一种基于球面坐标的空间分布统计方法。采用空间随机抽样的方法,通过对组成长江水系的2种有限线段(即原始数据线段和等长切分线段)进行了不放回空间随机抽样,估计了长江球面重心位置的不确定性。为了解长江水系空间数据固有的多尺度特性,还研究了长江水系不同分辨率的空间切分(1 000 m、100 m、10 m)条件下的球面重心的规律。长江球面重心的计算方法不仅适用于球面线状物体球面重心的计算,也适用于球面面状物体重心的计算。研究长江水系的空间分布特征可以增加人们对长江水系的认知,为研究长江流域的经济、政治等相关的研究提供重要的地理参考信息或背景信息。     

地图代数在洪水淹没模拟与分析中的应用

扩展了地图代数系统的功能 ,提出了运用地图代数进行洪水淹没模拟与分析的方法 ,建立了洪水淹没模型 ,并给出了洪水淹没模拟与分析的实例     

中国地级城市建成区蓝绿空间时空格局及其气候影响因素分析

蓝绿空间是城市生态安全的重要保障。本文通过谷歌地球引擎（GEE）提取2005、2010、2015与2020年的植被与水体指数数据,构建了包含272个地级城市建成区的蓝绿空间数据库。运用蓝绿空间覆盖率、300 m服务半径覆盖率、分维数与分离度4个指标分析其时空格局与演化模式,并进一步探讨其气候影响因素。结果表明：(1)地级城市建成区蓝绿空间整体呈现为“南高北低”的格局,且南方“西高东低”、北方“东高西低”,但环渤海地区为蓝绿空间覆盖率“洼地”;时间格局为“总体增长、局部降低”,华中地区呈下降趋势的城市最多;(2)就分区而言,西南地区城市建成区蓝绿空间覆盖率最高（平均高于65%）、分离度最低（平均低于0.60）,西北地区覆盖率分异较大,华北地区覆盖率最低（平均10%～30%）且分离度最高（平均约0.98）;(3)采用多尺度地理加权回归模型所得R2为0.85（校正R2为0.83）,其中,降水量对城市建成区蓝绿空间的影响最显著,降水量变化成正相关,气温则成负相关;整体上气候影响与比人为影响相当,但在某些时段间更大。     

A fundamental theorem for eco-environmental surface modelling and its applications

We propose a fundamental theorem for eco-environmental surface modelling(FTEEM) in order to apply it into the fields of ecology and environmental science more easily after the fundamental theorem for Earth's surface system modeling(FTESM). The Beijing-Tianjin-Hebei(BTH) region is taken as a case area to conduct empirical studies of algorithms for spatial upscaling, spatial downscaling, spatial interpolation, data fusion and model-data assimilation, which are based on high accuracy surface modelling(HASM), corresponding with corollaries of FTEEM. The case studies demonstrate how eco-environmental surface modelling is substantially improved when both extrinsic and intrinsic information are used along with an appropriate method of HASM. Compared with classic algorithms, the HASM-based algorithm for spatial upscaling reduced the root-meansquare error of the BTH elevation surface by 9 m. The HASM-based algorithm for spatial downscaling reduced the relative error of future scenarios of annual mean temperature by 16%. The HASM-based algorithm for spatial interpolation reduced the relative error of change trend of annual mean precipitation by 0.2%. The HASM-based algorithm for data fusion reduced the relative error of change trend of annual mean temperature by 70%. The HASM-based algorithm for model-data assimilation reduced the relative error of carbon stocks by 40%. We propose five theoretical challenges and three application problems of HASM that need to be addressed to improve FTEEM.     

Ecological Carrying Capacity of Grasslands and Animal Husbandry Sustainability in Central Asia

Grassland ecosystems are one of the most important terrestrial ecosystems on the earth. Central Asia has the largest contiguous grazing area in the world and good conditions for the development of animal husbandry. However, in the past 30 years, the grassland ecosystem in Central Asia has experienced significant degradation, and the livestock industry has also experienced an overall decline to the point that livestock products are now dependent on imports. The ecological footprint method was used to analyze the change trend and characteristics of grassland ecological carrying capacity and ecological occupation in Central Asia. The grassland ecological capacity in Central Asia was found to be much higher than the global level, and great potential still remains for further development and utilization. The international trade of livestock products in Central Asian countries showed a deficit, and the net import of livestock products increased year by year. Net imports reached 9.5% in 1992-2016, and the dependence on foreign countries increased significantly, which is not conducive to the sustainable development of animal husbandry in Central Asia. In the future, the counties of Central Asia should optimize the aspects of policy, management and technology to improve the productivity of grassland animal husbandry, strengthen grassland ecological protection, and realize the coordinated and sustainable development of their grassland ecological economic systems.     

一种由等高线构建DEM的新方法

基于HASM,提出了一种由等高线建立DEM的新方法HASM-OC。HASM-OC方法保证地形曲面的整体光滑性,保证DEM最大程度上忠实于原始等高线数据。实际等高线案例结果表明,HASM-OC方法与基于薄板样条原理的Hutchinson方法的DEM模拟结果及其回放的等高线差相比,前者比后者保留更多的地形特征信息,前者的回放等高线比后者回放等高线更忠实于原始数据。     

基于云平台的地勘基金成果管理系统

地质资料是地质工作形成的重要成果,是国家大数据建设的重要内容,是国民经济和社会发展的重要信息支撑。当今地质资料管理软件种类繁多,服务标准不一,信息孤岛严重,迫切需要新技术及提供标准统一、信息及时共享的服务手段,云平台技术为解决地质资料管理与服务共享提供了契机。本文以地勘基金成果数据为管理对象搭建云平台系统,设计了统一地勘服务标准的总体架构,对地勘基金成果数据进行分类与存储设计,并详细设计了地图检索、地质图服务管理、项目全流程展示等应用功能,从技术实现的角度阐述了系统的开发环境、集群节点部署等关键技术。以贵州省为例,实现了省区整装勘查项目、地勘基金项目地质数据的有效管理与查询。实践证明,基于云平台的地勘基金成果管理系统,能有效支撑地勘成果服务,为地勘基金数据的管理与应用提供决策支持。     

Stability of Spatial Structure of Urban Agglomeration in China Based on Central Place Theory

This paper brings forward the concept of stability of the spatial structure of urban agglomeration(UA)based on Central Place Theory by introducing centrality index and fractal theory.Before assessment,K=4 is selected as parameter to calculate centrality index and fractal dimension(K represents the quantitive relationship between city and the counties in Central Place Theory),and then found the number of nodes,the type of spatial structure,the spatial al-location of nodes with different hierarchy affecting the stability of spatial structure.According to spatial contact direction and the level of stability,UAs in China are classified into five types.Finally,it is posed as a further question that how to use hierarchical relation K=6 and K=7 in central place system to coordinate with the assessment of stability of spatial structure is brought forward.