首页> 外国专利> Modelling spatial distribution of geometric objects in a discontinuous environment e.g. geological faults

Modelling spatial distribution of geometric objects in a discontinuous environment e.g. geological faults

机译:在不连续环境中对几何对象的空间分布进行建模地质断层

摘要

In a method for modelling, in particular, the fault configuration of a subsoil zone having a base network made up of major faults detected by exploration of the zone, minor faults not detected during the exploration, corresponding to a same type of tectonic event, are positioned in this network. The base network is analysed to determine its fractal characteristics and minor faults are selected at random from among a set of minor faults observing a given statistical distribution. Each of these minor faults is sited by determining the fractal dimension of the base network as well as the density function defining the distribution of fault lengths, selecting a set of fault lengths using the defined distribution of lengths, and positioning each fault in the base network at random and testing the position to check that the network of faults as positioned retains a fractal nature. IMAGE
机译:特别地,在一种用于建模的地下土壤区域的故障构造中,该地下土壤区域具有由通过对该区域的勘探而检测到的主要断层构成的基础网络,对应于相同类型的构造事件,是在勘探期间未检测到的次要断层。定位在此网络中。分析基础网络以确定其分形特征,并从一组观察到给定统计分布的次要断层中随机选择次要断层。通过确定基础网络的分形维数以及定义故障长度分布的密度函数,使用定义的长度分布选择一组故障长度,并将每个故障定位在基础网络中,可以定位这些次要故障中的每一个随机测试位置,以检查所定位的断层网络是否保持分形性质。 <图像>

著录项

  • 公开/公告号GB2294343A

    专利类型

  • 公开/公告日1996-04-24

    原文格式PDF

  • 申请/专利权人 * INSTITUT FRANCAIS DU PETROLE;

    申请/专利号GB19950021369

  • 发明设计人 MARIE-CHRISTINE * CACAS;

    申请日1995-10-18

  • 分类号G06F19/00;

  • 国家 GB

  • 入库时间 2022-08-22 03:40:06

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