地铁隧道结构变形监测控制网及其数据处理

由于地铁隧道结构变形监测控制网的特殊性,在变形数据处理过程中基准点稳定性判断是不容忽视的环节,通常稳定性判断是在室内数据处理时进行,为了优化变形数据处理过程,本文采用已有组合后验方差检验法进行基准点稳定性检验,并验证该方法的可靠性,在此基础上提出灵敏度的概念,即检验观测值出现多大变动时能被该方法检测出来,并测试出组合后验方差检验法的灵敏度。通过灵敏度的研究和应用可以现场进行稳定性分析,指导外业变形监测工作,提高观测结果利用率和数据处理效率。     

加权方差分析及其在地壳垂直运动中的应用

经典最小二乘准则下的方差分析要求观测值的正态随机误差之间是相互独立的，而实际遇到的测量数据经常并不满足这一条件。为了从广泛意义上更科学地研究和应用方差分析这一理论，提出了加权方差理论，导出和论证了相应的公式，并以实例讨论了它在地壳垂直运动分析中的应用。     

A TAXONOMICAL AND ECOLOGICAL SURVEY OF ROTIFER COMMUNITIES IU KROTTENSEE (AUSTRIA)

The composition and distribution of benthic, periphytic and planktonic rotifers in different habitatsin Krottensee were investigated. Sixty-five rotifer taxa were identified, their relative abundance estimated. Classification of the data set by cluster analysis allowed the recognition of distinct habitat groupe con-fined to acid bog ponds, macrophytes, sediments, and open water. Five groups of rotifer taxa were identifiedon the basis of their habitat preferences and the occurrence of the taxa. Highest diversities were found onmacrophytes and in acid bog ponds.     

页岩孔隙度测量实验方法分析与评价

页岩气是目前国内外非常规油气领域研究的热点,有效的页岩孔隙度值是评价页岩储层物性的重要参数。由于页岩本身具有易碎的特点,导致钻取柱体样品难度大,很多学者采用碎样法计算孔隙度,但碎样法与柱体法的差别及测定结果的有效性并未见相关研究成果。本文对相同样品通过三种不同方法:氦气膨胀法测孔隙度(柱体),真、视密度法及低温氮气吸附实验法(样品粉碎至40~60目)分别计算孔隙度。结果发现三种方法测定的三组孔隙度数值不同,每种方法在样品制备上及实验方法的差别是影响实验结果的主要因素,为检验三组孔隙度值的有效性,采用数理统计中的单因素方差分析法进行分析,结果表明页岩柱体与粉碎至40~60目范围内的页岩样品测量的孔隙度值虽有差别,但在有效范围内,具有一致性。但是将页岩粉碎后,页岩中的有效孔隙变化程度较大,故用柱体测定的有效孔隙度法优于其他两种碎样方法。     

基于验后方差估计的稳健整体最小二乘方法

根据整体最小二乘的验后方差估计,求出观测值的验后方差,通过方差检验可找出方差异常大的观测值。然后根据经典权与观测值方差成反比的定义赋予它一个相应小的权进行下一步迭代平差,逐步实现粗差定位。通过坐标转换实验,利用一般最小二乘法(LS)、加权整体最小二乘法(WTLS)以及文中提出的稳健整体最小二乘法(RTLS)分别对待估参数进行求解对比,解算结果表明文中提出的方法能对粗差进行有效的定位,且估计量受粗差影响较小,具有稳健性,估算效果优于其它两种方法。     

方差分量估计在高速铁路铺轨控制网中的应用

在处理边角网平差时,由于测边、测角相互独立,通常只能根据经验按观测类型不同进行验前方差估计,不能准确确定测边、测角观测量的权,影响了控制网的精确度。以高铁铺轨控制网(CPIII)数据处理为例,采用方差分量估计方法对控制网进行了数据处理和精度分析,并与等权处理方法做了比较,对边角网或其它不同类型的复杂控制网数据处理具有一定的参考价值。     

Bromide as a conservative tracer for soil-water studies

The assumption that potassium bromide is a conservative tracer for soil-water studies was tested in a series of batch sorption experiments. Sorption experiments were conducted on soil samples collected from the O, E, and A horizons of the Albemarle soil series near Charlottesville, VA. The experiments were conducted under conditions of differing bromide concentration and filter treatments. Bromide concentrations in soil-solution mixtures were measured through time using an Orion bromide-specific electrode. An analysis of variance of results showed no significant sorption of bromide through time under any concentration level or filter treatment (α = 0·01). No sorption of bromide between different soil horizons could be determined. This work clearly indicates that bromide is conservative under the conditions examined.     

An investigation of analysis of variance as a tool for exploring regional differences in strong ground motions

The statistical technique known as analysis of variance is applied to a large set of European strong-motion data to investigate whether strong ground motions show a regional dependence. This question is important when selecting strong-motion records for the derivation of ground motion prediction equations and also when choosing strong-motion records from one geographical region for design purposes in another. Five regions with much strong-motion data (the Caucasus region, central Italy, Friuli, Greece and south Iceland) are investigated here. For the magnitude and distance range where there are overlapping data from the five areas (2.50 M_s 5.50, 0 d 35 km) and consequently analysis of variance can be performed, there is little evidence for a regional dependence of ground motions. There is a lack of data from moderate and large magnitude earthquakes (M_s > 5.5) so analysis of variance cannot be performed there. Since there is uncertainty regarding scaling ground motions from small to large magnitudes whether ground motions from large earthquakes are significantly different in different parts of Europe is not known. Analysis of variance has the ability to complement other techniques for the assessment of regional dependence of ground motions.     

Helmert方差分量估计严密公式与简化公式等价性的证明

在分析了Helmert方差分量估计严密公式与简化公式迭代收敛结果一些统计性质的基础上,导出了关于收敛结果共同的求解方程,从理论上证明了两种结果的等价性,为使用简化公式提供了依据。     

GPS／GLoNASS组合定位的抗差Helmert方差分量估计模型

GPS和GLONASS存在系统差异,组合定位时,采用Helmert方差分量估计可得到更加准确的结果。但GNSS观测值常受到衍射信号和多路径效应的影响,使观测值存有粗差,从而导致Helmert方差分量估计的失真。为此,将抗差Helmert方差分量估计应用于GPS／GLONASS组合单点定位,实验结果表明：抗差Helmert方差分量估计可以有效地抑制组合系统粗差观测值的影响。