The determination of potential difference by the joint application of measured and synthetical gravity data: a case study in Hungary

In an elementary approach every geometrical height difference between the staff points of a levelling line should have a corresponding average g value for the determination of potential difference in the Earth’s gravity field. In practice this condition requires as many gravity data as the number of staff points if linear variation of g is assumed between them. Because of the expensive fieldwork, the necessary data should be supplied from different sources. This study proposes an alternative solution, which is proved at a test bed located in the Mecsek Mountains, Southwest Hungary, where a detailed gravity survey, as dense as the staff point density (~1 point/34 m), is available along a 4.3-km-long levelling line. In the first part of the paper the effect of point density of gravity data on the accuracy of potential difference is investigated. The average g value is simply derived from two neighbouring g measurements along the levelling line, which are incrementally decimated in the consecutive turns of processing. The results show that the error of the potential difference between the endpoints of the line exceeds 0.1 mm in terms of length unit if the sampling distance is greater than 2 km. Thereafter, a suitable method for the densification of the decimated g measurements is provided. It is based on forward gravity modelling utilising a high-resolution digital terrain model, the normal gravity and the complete Bouguer anomalies. The test shows that the error is only in the order of 10⁻³mm even if the sampling distance of g measurements is 4 km. As a component of the error sources of levelling, the ambiguity of the levelled height difference which is the Euclidean distance between the inclined equipotential surfaces is also investigated. Although its effect accumulated along the test line is almost zero, it reaches 0.15 mm in a 1-km-long intermediate section of the line.     

面向军事指挥人员空间认知规律的虚拟地理环境设计研究

虚拟地理环境提供了空间认知的新工具。虚拟地理环境的设计是一种创造性的思维过程,离不开人脑的参与。可以说,一个虚拟地理环境系统就是一个认知模型,不同的目的、不同的专题、不同的视角得到不同的模型。对于虚拟地理环境,人们更多的是关注技术,而忽略设计。把一般原理同具体特点结合起来,才能设计出既符合一般规则,又具有不同个性的虚拟地理环境系统。军事指挥人员是一个特殊的群体,本文分析了该群体的特点和地理空间认知过程,提出了面向中高级军事指挥人员的虚拟地理环境设计思路。     

连续运行参考站实时动态测量技术在带状线路测量中应用

通过在30km长的带状线路上按5km、1km、0．5km和0．1km的间距对中线点进行采样,分别比较各相邻点之间的连续运行参考站实时动态测量技术（CORSRTK）高差与水准高差之间的差异,得出在采样点间距不大于1km时,该带状区域可以用相邻点之间的连续运行参考站（CORS）高差代替水准高差,结果可满足1：2000地形图测绘的高程精度需求,从而对于加快工程进度,缩短工期等具有较强的参考作用。     

竣工前后房产面积测绘差异原因分析

以竣工前后的房产面积差异分析为研究对象,从计算规则改变、设计变更、施工变更等五个方面分析了其中原因,全文是笔者长期工作实践基础上的理论升华,相信对从事相关工作的同行能有所裨益。     

对应分析的原理和数据预处理

本文对多元统计分析中目前应用的对应分析方法的原理公式作了重新推导,提出z_ij=(p_ij/p_i.p_.j)-1的数据变换公式;并对原始数据作了严格的预处理。最后应用一个实例计算和作图,与简单的因子分析及原用的对应分析成果作了比较。理论和算例都说明本文介绍的对应分析的数据预处理和分析方法较原用方法原理上更正确,应用上更合理,并克服了变量中对各种数据原有的局限性。     

国情普查项目控制点测量方法研究

遥感影像数据作为第一次全国地理国情普查项目的首要基础资料,如何快速生产出满足精度要求的遥感影像成果,对国情普查项目有着不言而喻的作用,在西部经济欠发达地区,基础控制点数据库尚未全覆盖,需要在短时间内采集大范围的控制点信息,本文通过生产实践,对几种控制点采集方法进行综合比对,认为StarFire全球双频GPS星链差分系统测量的方法较适合我国西部荒漠、戈壁地区的国情影像像控点采集任务。     

对地铁结构监测基准点稳定性的研究

本文在研究大量变形监测技术与监测成果的基础上,注意到基准点的稳定性,它直接影响到监测成果的可靠性和客观性,尤其当基准点的稳定性超过两倍测量中误差时,监测成果不仅不能客观反映变形体的变形量,甚至出现较大偏差或错误,从而导致人们对变形体的变形趋势和安全性分析失准。因此,本文对监测基准点稳定性进行深入研究,并通过应用实例提出监测基准点的布设方法和稳定性分析方法。     

1962—1986年JYD1968.0地极坐标的均匀化及其与BIH的比较

本文研究了１９６２－１９８６年ＪＹＤ１９６８．０地极坐标均匀中星表系统差，章动系列的变动和光行星常数变动的影响，并将经过改正后的ＪＹＤ１９６８．０地极坐标系统和ＢＩＨ系统作了比较。     

Optimal weighting in the finite difference solution of the convection-dispersion equation

Oscillation and numerical dispersion limit the reliability of numerical solutions of the convection-dispersion equation when finite difference methods are used. To eliminate oscillation and reduce the numerical dispersion, an optimal upstream weighting with finite differences is proposed. The optimal values of upstream weighting coefficients numerically obtained are a function of the mesh Peclet number used. The accuracy of the proposed numerical method is tested against two classical problems for which analytical solutions exist. The comparison of the numerical results obtained with different numerical schemes and those obtained by the analytical solutions demonstrates the possibility of a real gain in precision using the proposed optimal weighting method. This gain in precision is verified by interpreting a tracer experiment performed in a laboratory column.     

Improved treatments for evaluating horizontal magnetic components through the 3-D FDM in E -polarization induction problems

To improve the accuracy of the numerical evaluation through the 3-D finite difference method, the surface boundary conditions are added to modify the old program. The author has tested the new program by making calculations for the model constructed by Wanamaker, et al (1984). The comparison between the numerical results obtained from this paper and those by Wannamaker, et al (1984) indicates that a pronounced improvement is realized in the evaluation of the horizontal magnetic components. Moreover, better calculations for the vertical magnetic components are also obtainable by using the new program.