Fault type analysis along the San Andreas Fault zone: A numerical approach

Finite Element (FE) modeling under plane stress condition is used to analyze the fault type variation with depth along and around the San Andreas Fault (SAF) zone. In this simulation elastic rheology was used and was thought justifiable as the variation in depth from 0.5 km to 20 km was considered. Series of calculations were performed with the variation in domain properties. Three types of models were created based on simple geological map of California, namely, 1) single domain model considering whole California as one homogeneous domain, 2) three domains model including the North American plate, Pacific plate, and SAF zone as separate domains, and 3) Four domains model including the three above plus the Garlock Fault zone. Mohr-Coulomb failure criterion and Byerlee's law were used for the calculation of failure state. All the models were driven by displacement boundary condition imposing the fixed North American plate and Pacific plate motion along N34°W vector up to the northern terminus of SAF and N50°E vector motion for the subducting the Gorda and Juan de Fuca plates. Our simulated results revealed that as the depth increased, the fault types were generally normal, and at shallow depth greater strike slip and some thrust faults were formed. It is concluded that SAF may be terminated as normal fault at depth although the surface expression is clearly strike slip.     

地域系统研究的开拓与发展

通过分析中科院地理科学与资源研究所地域系统研究的开拓与发展历程,总结了"综合自然区划-生态地理区域系统-综合区划"重要发展阶段的创新成果,介绍了重要的格局研究所取得的进展。地域系统研究与社会发展的客观需求密切相关。20世纪50年代,为了认识自然规律,为农业生产布局服务,开创了综合自然区划;20世纪90年代,从生态建设和环境保护的需求出发,将生态系统观点、生态学原理和方法引入地域系统研究,开展了生态地理地域系统研究;随着地球系统科学和可持续发展研究的深入,从20世纪末开始探索综合区划研究,自然要素和社会经济要素的有机融合成为近期格局研究的鲜明特色。在此过程中,地域系统研究的方法论和技术手段不断创新,遥感、地理信息系统和数值模型等的深入应用,极大地推进了该领域的研究。中科院地理资源所的地域系统研究,始终与国家的重大经济建设和环境保护紧密结合,成为今后自然地理学乃至地理学发展的一个重要方向。     

金融危机下国家大规模投资政策模拟

构建了一个中国多区域可计算一般均衡模型(MReCGE-C),利用该模型分析了我国应对国际金融危机的大规模投资政策。MReCGE-C根据城乡属性和年龄结构对居民进行了分组,放松了要素流动的限制,使劳动力和资本可以同时跨区域跨部门流动,并设计了一种基于居民终生效用的区域均衡机制,通过区域差距变量可以调控和测度区域差距。最后利用MReCGE-C模型针对国家大规模投资计划下的3种典型投资方案进行了模拟。结果发现在等量新增投资下,针对中部地区投资方案的GDP增长率高于针对中西部和全国投资方案的GDP增长率,同时针对中部地区投资方案对于城乡就业的拉动也要优于其余两种投资方案,而且可以实现缩小区域差距的目标。综合比较,目前国家大规模投资的优势应该指向中部地区。     

The contribution of physical geography to environmental public policy development in Mexico

In recent years, physical geography in Mexico has contributed to the enterprise of geographical science by integrating with fields of study closely related to topics of sustainable development. This paper outlines the contribution of the discipline to environmental public policy development, particularly ecological land use planning and integrated watershed management. In terms of applications, physical geography appears to have reached a stage of maturity in Mexico. However, it must offer a stronger leadership in areas such as ecoregional analysis (in an integrated fashion, and not only from the biological‐ecological perspective) and regional vulnerability to global change processes. An excellent opportunity exists for scientists and decision makers to develop a common agenda.     

基于实体建模的三维地层构造

以三维实体模型为基础,提出了三维地层实体模型,给出了三维实体地层模型的体系数据结构和几何拓扑结构,完整描述了三维地层模型。给出了地层模型的构造过程,并讨论了地层缺失、倒转等的特殊地质状况的构模处理方法。三维地层实体模型是完整,全面的地层模型,比基于多层网格和三棱柱体元的地层模型具有更多的优点。     

Quantifying the effect of in-stream rock clasts on the retardation of heat along a stream

With the introduction of Distributed Temperature Sensing (DTS) into the field of hydrology, temperature has become a powerful tracer in both space and time. However, the interpretation of the observed temperature signal is often not straightforward due to its non-conservative behavior. The objective of this research is to explore and quantify the retardation of heat along a small first order stream, with the long-term objective of identifying different runoff mechanisms by using heat as a tracer.     

Higher-order compositional modeling with Fickian diffusion in unstructured and anisotropic media

We present advances in compositional modeling of two-phase multi-component flow through highly complex porous media. Higher-order methods are used to approximate both mass transport and the velocity and pressure fields. We employ the Mixed Hybrid Finite Element (MHFE) method to simultaneously solve, to the same order, the pressure equation and Darcy's law for the velocity. The species balance equation is approximated by the discontinuous Galerkin (DG) approach, combined with a slope limiter. In this work we present an improved DG scheme where phase splitting is analyzed at all element vertices in the two-phase regions, rather than only as element averages. This approximation is higher-order than the commonly employed finite volume method and earlier DG approximations. The method reduces numerical dispersion, allowing for an accurate capture of shock fronts and lower dependence on mesh quality and orientation. Further new features are the extension to unstructured grids and support for arbitrary permeability tensors (allowing for both scalar heterogeneity, and shear anisotropy). The most important advancement in this work is the self-consistent modeling of two-phase multi-component Fickian diffusion. We present several numerical examples to illustrate the powerful features of our combined MHFE–dg method with respect to lower-order calculations, ranging from simple two component fluids to more challenging real problems regarding CO₂ injection into a vertical domain saturated with a multi-component petroleum fluid.     

汾渭地震带地震趋势数学建模分析

按照中国大陆及邻近地区活动地块和地震带的划分方案, 使用Mapsis软件选取了汾渭地震带1000年以来M_S4.7以上地震, 这样的地震资料应具有地质单元的统一性。 使用数学中19阶多项式模型, 对地震资料进行最佳逼近拟合, 并递推未来1—2年时间尺度预测。 模型中的参数用最小二乘法求取。 引用一种数学方法来描述汾渭地震带的地震趋势规律。     

地震预报实验场:科学问题与科学目标

本文简要回顾了以往地震预报实验场的经验教训,讨论了新一代地震预报实验场的实施策略。汲取汶川地震的经验启示,本文提出"地震博弈"策略,即考虑中长期地震预测的可用性与不确定性,在监测与实验系统设计中考虑地震活动和地震构造相依的区域模型。对于特定的活动断裂或活动地块边界带的潜在强震段落,设置适应多种孕震模型的"想定地震破裂",针对地震孕育的"想定模式"设计观测项目和监测系统。这一系统以地震成因和孕震模型的有效约束、"预期"前兆的有效监测、预测/预报效能的有效检验为导向。从技术角度,本文提出将地震预报实验场作为一个"大科学工程",强调复杂的多层次、多组分技术系统性能的稳健性,以及为确保与地震有效的"近距离接触"的系统可持续性。     

绵阳“9．22～27”持续暴雨过程特征及成因分析

利用常规实测资料、NCEP刷CAR再分析资料、T213分析资料,对绵阳地区2008年9月22—27日出现的持续性暴雨过程进行环流形势及物理量场分析,结果表明：此次降水过程可分为两个明显的降水时段,其区域不同、强度不一;副高、冷空气、两条水汽通道以及台风是此次过程的主要影响系统;第一降水时段的各物理量水平皆大于第二时段,不稳定能量、水汽和气流的辐合、辐散区分布及上升下沉气流的位置和强度对暴雨的强度和落区预报有较好的指示意义。