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1.
本文对唐山地震昌黎等七个台的地电阻率日均值时间序列进行了关联维计算.取每年为一个时间段,其目的在于探索分数维对地震各个阶段的反应,以便达到利用分数维进行地震预报的目的。计算结果表明大部分地电台的地电阻率在地震前有明显的降维特征。通过地震前后七个台的地电阻率分数维的变化,得到了地震前后前兆场的分布特征,这一结果对于未来震源区的判定有重要意义。  相似文献   
2.
在地质调查的基础上,初步厘定了清江下游主要活动断层的现今几何轨迹结构,并从几何形态、结构特性和现今活动性三方面对其进行自然段划分;进而利用分形分维分析,估算活动断层不同区段轨迹结构的分维值。计算结果表明:每一个断层段具有一个特征性的分维值,轨迹结构越复杂,分维值越高,现今活动性越强;其中,仙女山断层带中段分维值最高, D= 1257,而松园坪断层北段最低, D= 1018。结合地震活动分析发现:仙女山断层带是清江下游现今活动最强的活动断裂;仙女山断层带的中小地震活动,具有间歇式 分段振荡迁移的特性;时间上地震活动期为1~5a,相对平静期为10a 左右;空间上地震活动从南段开始,振荡迁移到北段,然后又向中段迁移,目前地震活动似乎正在向中南段边界迁移;并且,中南段断裂轨迹结构比北段复杂,分维值也高,地震活动强度相对较大,因此,未来仙女山断层带可能发生的中强地震( Ms= 50 级左右)将主要集中于中南段,而不是北段。  相似文献   
3.
勘查地球化学对异常评价的最大不确定性源于对地球化学景观特性的认识不够。我们应用构造相空间的方法分析了浙江儒岙幅(1:5万)水系沉积物测量的Ag含量数据,揭示了地球化学景观是具有低维吸引子(DZ≈2.9)的混饨系统。这一发现将对勘查地球化学中采样密度的选择、地球化学场模拟、异常评价等根本性问题产生重大影响。  相似文献   
4.
80年代中期以来地震分形研究在中国兴起,并发展为一个十分活跃的科学分支。本文综述了近年中国地震分形研究的概况,及取得的重要进展,并提出了急需解决的主要问题。  相似文献   
5.
吴小平  黄雍 《地震研究》1998,21(1):88-93
本用最大似然法对云南省几个不同地区大震发生前后时期的b值进行了扫描,并用数盒子法和相关函数法计算了相应时期内地震震中分布的容量D0,信息维D1和关联维D2的随时间变化,用最小二乘法拟合了不同地区b值与各阶段分维值的关系,发现各阶分维与b值均有正的线性相关关系,此结果与AKi从理论上推出的D=2b基本一致,本从分维与b值的物理实质对所得结果进行了分析和探讨。  相似文献   
6.
分形理论在土体粒度成分特征评价中的应用   总被引:4,自引:0,他引:4  
由于土体粒度成分的复杂性,目前对土的粒度成分分析缺乏合适的定量描述参数,分形理论为该问题提供了新的途径。实例计算表明,分维作为描述土体粒度成分特征的参数,能较好反映了各种粒径大小在土体中的组成特点,可将其作为土体工程分类的一个综合性定量指标。  相似文献   
7.
    
A numerical rock fragmentation model was elaborated, producing a 3D puzzle of convex polyhedra, geometrically described in a database. In the first scenario, a constant proportion of blocks are fragmented at each step of the process and leads to fractal distribution. In the second scenario, division affects one random block at each stage of the process, and produces a Weibull volume distribution law. Imposing a minimal distance between the fractures, the third scenario reveals a power law. The inhibition of new fractures in the neighbourhood of existing discontinuities could be responsible for fractal properties in rock mass fragmentation. To cite this article: L. Empereur-Mot, T. Villemin, C. R. Geoscience 334 (2002) 127–133.  相似文献   
8.
We investigated the existence of a fractal law (power law) distribution of size pyroclastic fragments erupted during the fallout phase of the 79 A.D. Plinian eruption at Mt. Vesuvius. In particular, we performed a particle size distribution analysis on 18 white and grey pumice samples collected in six sites distributed in the SW sector of Mt. Vesuvius. Our measurements show that the fragmentation of samples in the investigated range (from 32 mm to 850 μm) follows a power law, guaranteeing the scale invariance of the process. The relationship frequency-size distribution of the fragments is verified independently from the nature (i.e., pumices and lithics) and stratigraphic height of the considered samples in the pyroclastic deposit. Therefore, the fractal fragmentation theory can be indicated for evaluating the relationship between the intensity of fragmentation (fractal dimension D) and eruption energy. In this way the apparent chaotic distribution of the particles in the fallout deposits hides a self-organized complexity revealed by the retrieved power law distribution. We further remark that a key aspect of our analysis is the founded evidence that the fractal dimension of the lithics is systematically greater than that of the pumices.  相似文献   
9.
Argillaceous rocks cover about one thirds of the earth's surface. The major engineering problems encountered with weak- to medium-strength argillaceous rocks could be slaking, erosion, slope stability, settlement, and reduction in strength. One of the key properties for classifying and determining the behavior of such rocks is the slake durability. The concept of slake durability index (SDI) has been the subject of numerous researches in which a number of factors affecting the numerical value of SDI were investigated. In this regard, this paper approaches the matter by evaluating the effects of overall shape and surface roughness of the testing material on the outcome of slake durability indices.

For the purpose, different types of rocks (marl, clayey limestone, tuff, sandstone, weathered granite) were broken into chunks and were intentionally shaped as angular, subangular, and rounded and tested for slake durability. Before testing the aggregate pieces of each rock type, their surface roughness was determined by using the fractal dimension. Despite the variation of final values of SDI test results (values of Id), the rounded aggregate groups plot relatively in a narrow range, but a greater scatter was obtained for the angular and subangular aggregate groups. The best results can be obtained when using the well rounded samples having the lowest fractal values. An attempt was made to analytically link the surface roughness with the Id parameter and an empirical relationship was proposed. A chart for various fractal values of surface roughness to use as a guide for slake durability tests is also proposed. The method proposed herein becomes efficient when well rounded aggregates are not available. In such condition, the approximate fractal value for the surface roughness profile of the testing aggregates could be obtained from the proposed chart and be plugged into the empirical relation to obtain the corrected Id value. The results presented herein represent the particular rock types used in this study and care should be taken when applying these methods to different type of rocks.  相似文献   

10.
Dimension and entropy in the soil-covered landscape   总被引:2,自引:0,他引:2  
Both the Hausdorff dimension and the K-entropy supply a measure of the irregularity of the landspace surface. The relationship between the two measures is investigated over a variety of terrains in Britain and a method of calculating the entropy is checked against an independent estimate of the dimension with reasonable agreement. The calculation of the K-entropy requires that the landscape surface be represented by an homogenous ergodic random field. This condition is satisfied by the tendency of soil-covered terrains to progressively approximate to a form well represented by a Gaussian field. Gaussian random fields can either be very smooth, possessing derivatives of all orders at every point or they are highly irregular and non-differentiable everywhere. Within the regular conceptualization the Rice-Kac theory is used to predict the numbers of crossing points and the extent of excursion sets. These predictions are tested against an example terrain from the High Weald of East Sussex with very good agreement, apart from predictions of local maxima. A worked example of the calculation of the K-entropy is given as an appendix. The potential role of information theory in geomorphology extends beyond the use made of entropy in this investigation. In particular ergodic theory has important practical and theoretical implications.  相似文献   
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