Explorations into the formal structure of drainage basins

Every basin of higher than first order is drained by a channel network composed of two subnetworks. Their basins are separated by a drainage divide line, called the basin divider, which is the primary organizing feature of the main basin. Each basin of magnitude n contains n – 1 subnetworks of higher order, and is therefore organized by a set of n – 1 dividers. The dividers and the basin boundary are interconnected in a graph called the divider network of the basin; in graph-theoretic terms this network forms a tree and has the same magnitude and link numbers as the channel network draining the basin. While the subbasins and subnetworks of a drainage basin form a nesting hierarchy, the corresponding dividers do not; indeed, any two dividers share at most one node in common, and whether they do so is independent of whether the corresponding subbasins are nesting or disjoint. However, the dividers of nesting basins are linked by recursive relationships which permit the derivation of a set of algebraic equations; these equations relate the dividers of a basin to other basin components; for example, their combined length is equal to half the length of all first-order basin boundaries minus the length of the main basin boundary. The second part of the paper explores the dependence of the divider length on other basin parameters. The expected length, as predicted by the assumption of topological randomness, is clearly rejected by the data. An alternative approach (regression) is based on the observed magnitudes of the subbasins separated by each divider, and is reasonably successful in estimating divider length. The last section introduces the concept of the standardized basin defined by a boundary length of unity; the estimated lengths of the basin divider and the basin boundary permit an approximate reconstruction of the idealized basin shape and the location of the divider in it.     

云南澜沧江流域热区资源开发及热作基地建设研究

本文通过对澜沧江流域热区资源的分析，认为该区种植热带橡胶、香料、咖啡、南药、热果、发展甘蔗、茶叶、建立各种热作基地是开发利用热区资源的主要途径；热作布局应在立体布局和地域布局基础上形成大分散、小集中的专业化布局；热区开发应采取相应的措施和特殊政策。     

甘肃武都龙家沟盆地地层时代及发育特征

根据化石组合，龙家沟盆地的地层可划分为中侏罗统龙家沟组，上白垩统及上中新统保德组。龙家沟组是盆地的主体沉积，含有多层煤层及油页岩。保德组中发现有我国著名的“龙家沟三趾马动物群”．是保德期庙梁亚期的主要代表动物群之一。     

前陆盆地类型及褶皱－冲断层样式

Ｄｉｃｋｉｎｓｏｎ正式引入前陆盆地这一术语并提出周缘前陆盆地和弧后前陆盆地两种成因类型。根据中国西北部盆地的构造位置，笔者又提出再生前陆盆地和分割前陆盆地两种类型。按前陆盆地中褶皱－冲断层关系可以分出系列褶皱－冲断层样式：从断弯褶皱、断展褶皱到断滑褶皱。褶皱－冲断层样式的发育决定于最初为应力轨迹所切割的不稳定面，而确定应力轨迹的主要因素是埋藏深度和区域构造作用。因此断滑褶皱大多数发育在地下浅处，而断弯褶皱主要发育在地下较深处。     

华北晚古生代聚煤盆地造盆构造述略

本文从盆地基底、盆地基盘及盆地发育期构造演化三个层次讨论了华北晚古生代聚煤盆地的造盆构造特征。文中提出了盆地基盘概念，阐述释了华北地台晚古生代积活动肇始的构造机理，对华力西阶段华北板块板缘活动及其板内地层记录进行了对应研究。     

小流域水沙耦合模拟概念模型*

小流域水沙耦合模拟概念模型,采用文献[1]、[2]和[4]中提出的概念性坡面产沙、沟蚀产沙、坡面汇沙、沟道汇沙和格林-安普特下渗曲线结构,结合水文学中的概念性汇流计算方法,构成了一个完整的、具有明确物理意义的流域水流、泥沙耦合模拟模型.该模型结构简单,经子洲试验站团山沟三试验场和蛇家沟、团山沟、水旺沟三试验小流域实测资料的模拟检查表明,模型结构合理、效果较好,适合于黄土地区流域.     

蒙新高原盐湖资源及盆地结构

通过蒙新高原典型盐湖区的解剖研究，查清了代表性盐湖盆地的相环境及其沉积建造，将盐湖盆地环境的变化形式划分为沉陷型、抬升型和改造型，并归结了盐湖盆地相环境分异与盆地地质结构之间的相互关系，为开发大陆干旱区盆地的盐湖和卤水资源及其环境演化的理论研究提供了依据。     

俯冲带的后撤与弧后扩张

西太平洋地壳年龄较老,因而岩石层较冷和比重较大,俯冲带的角度也较大,活动和成熟的弧后盆地则较多;条件与之相反的东太平洋弧后盆地则较少.本文探讨这种相关关系的力学成因,计算了俯冲板块诱生的弧后上涌地幔流动.计算表明,俯冲角度大及存在后撤俯冲时,有利于在弧后地区产生明显的上涌地幔流,这种深部热物质的上涌会导致弧后扩张.反之,年龄较轻的海洋地块较热和较轻,俯冲角度一般也较小,不易诱生上涌地幔物质流动和弧后扩张.大陆地壳密度小于地幔物质,大陆碰撞区就更不具备弧后扩张的条件.     

含油岩石弹性特征及其与油气的关系

本文用准噶尔盆地东部油区58口井共2257块油气储层岩芯标本,在常温常压和模拟地下温度压力下对V_P/V_S及衰减系数进行了精确测量,结合密度、孔隙度及岩石学研究获得个同岩性地层含油、水、气不同流体的V_P/V_S比、泊松比及不同深度的速度校正曲线;用回归分析获得V_P-V_S,密度-速度,密度-孔隙度的相关关系式;用数学统计获得稠油地区岩芯砂岩的速度特征值;用AVO技术进行模型计算和实例验证.为油气碳氢检测,测井速度标定,声阻抗及演,模型正演等提供了有价值的数据.     

盆地演化过程中的扇三角洲

作为构造活动和古地理演变最为敏感产物的三角洲系列(泛指河流三角洲和扇三角洲)广布于不同类型的构造盆地中,盆缘坡度常是构造活动的表现。地貌,扇三角洲的堆叠及其几何学和与之共生的层序组合就成为指示构造活动的一种物理参数。裂谷演化过程中,形成扇三角洲—浊流沉积—辫状河三角洲组合的特殊充填序列。前陆盆地则发育着由深变浅的次深海(或深海)—浅海浊积扇/扇三角洲—海陆过渡—陆上磨拉石组合。走滑拉分盆地中构成特有的歪斜扇体,普遍为向上变粗和变粗又变细的层序。故可以此作为判别古构造性质的物理参数之一。