基于流溪河模型的新丰江水库入库洪水预报模型研究

基于流溪河模型构建了不同空间分辨率的新丰江水库入库洪水预报模型,采用粒子群算法优选模型参数进行洪水模拟,对比实测资料验证了模型性能。结果表明,建立的新丰江水库入库洪水预报流溪河模型模拟效果优良,符合新丰江水库入库洪水预报的精度要求,可用于新丰江水库入库洪水预报：90 m空间分辨率的模型模拟效果最好,200 m空间分辨率的模型也具有良好的模拟性能,500 m空间分辨率的模型模拟性能有明显降低。模型计算工作量随分辨率的提高呈指数增加,90 m空间分辨率的参数优选时间是200 m空间分辨率参数优选时间的7.04倍,而200 m空间分辨率的参数优选时间是500 m空间分辨率参数优选时间的3.53倍。     

潮白河流域降水演变及其径流效应

分析了潮白河流域1991~2000年降水资料时空演变规律,采用同倍比放大法对各年的降水数据进行整体轮换处理,处理后各年总降水量为1991~2000年的平均年降水量。随后基于GBHM(Geomorphology-Based Hydrological Model)模型进行了10年径流量模拟。结果显示,在降水总量相同的情况下,1994年型降水时空分布最有利于产流,径流总量与峰值流量最大,1999年型径流总量与峰值流量最小。1994年型径流总量是1999年型径流总量的3.88倍;1994年型峰值流量是1999年型峰值流量的35.87倍。由此可见,降水总量相同时,其时空分布对径流总量和峰值的影响极大。     

基于分布式水文模型的中小河流洪水预报技术

中小河流大多位于资料短缺的山丘区,洪水具有突发性强、汇流时间快、预见期短以及分布广的特点。中小河流洪水预报首要目的和任务是预警预报,预报方式应以自动预报为主,以实现及时预警,最大程度地避免人员伤亡,减轻灾害损失。本文分析了中小河流洪水预报的特点与难点,提出了中小河流洪水预报的思路及实用预报模型与方法,开展了基于分布式水文模型的中小河流洪水预报技术在新安江上游屯溪流域预警预报中的应用研究,以期为当前所开展的全国中小河流洪水预警预报系统建设提供参考。研究表明:分布式水文模型是资料短缺地区中小河流洪水预报的有效方法,基于分布式水文模型的洪水预报技术能够满足中小河流洪水自动预警预报的生产需要。     

分布式水文模型的GPU并行化及快速模拟技术

分布式水文模型对流域水文过程的应用深度及广度不断加深,常与数值天气及气候预报相结合,面临巨大的计算量。近年来GPU技术的进步使普通电脑能够实现高效而又廉价的并行计算。提出了资料插值、单元产流以及单元汇流采用GPU并行计算,马斯京根法河道汇流采用一种非并行的递归方法。基于笔记本电脑和NVIDIA GPU/CUDA结合C#语言,由分布式新安江模型在沂河流域的模拟应用表明,降水量空间插值及新安江产流的并行执行效率为普通CPU上C#的8~9倍。使用直接递归法实现马斯京根汇流演算比以往采用汇流次序表的执行效率提升0.5~0.9倍。     

基于Bernese非差的GNSS大网分布式解算

非差精密单点定位(PPP)是大规模GNSS网络数据处理的主要模式之一。分析了基于Bernese自动处理引擎BPE的非差定位解算流程,通过修改配置文本文件实现BPE功能自动调用。针对单机集中处理模式下解算规模受限、时效性差的问题,采用分布式技术,利用C#编程实现了GNSS精密单点定位的并行处理。采用IGS数据进行实验,算例结果表明:在分布式环境下调用Bernese自动解算功能进行并行数据处理,能够实现快速、准确的GNSS大网高精度PPP定位解算,计算效率明显提高。     

分布式传感器网络系统的网络预测控制

本文针对分布式传感器网络系统的Fornasini-Marchesini （FM）状态空间模型,对系统的预测控制器设计问题进行研究.特别是针对所考虑的二维FM传感器网络系统,提出了一种新的网络预测控制方案来补偿通信时滞.首先,根据李雅普诺夫稳定性理论,给出了二维系统保持稳定的充分条件;然后利用稳定性条件,提出了一种新的预测控制器设计策略并保证系统的控制性能;最后,通过一个数值实例验证了所设计控制器的有效性.     

辽宁庄河地区构造变形及构造演化初探

辽宁庄河地区构造活动强烈，构造变形样式多种多样，反映了在不同体制下，构造变形由下部构造层次到上部构造层次的系统变化，从早期褶皱变形到后则破裂变形过程中岩石韧性递减的系统演变。笔者利用构造解析方法，初步确定了该区的构造序列并探讨了构造演化过程。     

Structural Control of Sand Bodies and Deep Exploration for Oil and Gas

The structural styles can be used to analyses and predict developments and distributions of sand bodies in a rift basin. The dynamic process of faulting and sedimentation can be expressed as follow: the basin topography controlled by fault activity can control water dynamics; which in turn affect the transport and sedimentation of sediments. The corresponding analysis between structural styles and sand depositional types includes the following aspects: (1) in section, the corresponding between development of fault terraces and sand depositional types; (2) in plane, the relationship between faults' association and distributions of sand bodies. There are four types of terrace styles to be identified. They are Steep Slope Single Fault Terrace (SSSFT), Steep Slope Multiple Fault Terrace (SSMFT), Gentle Slope (GS) and Gentle Slope Multiple Fault Terrace (GSMFT), which also can be divided into six subtypes by the timing of the faults activities and the directions of their activity migrations (basinward and landward or marginward). They correspond to the following sand depositions such as alluvial fan, fan delta and turbidite fan etc.. The analysis of structure-sedimentation is a discussion on the rank Ⅲ sequence evolution under the condition of pulsing or episodic fault activities. It has been recognized four plane fault associations such as the comb, the broom, the fork and the fault-fold association as well as the corresponding sand distributions. Structural-sedimentary models above mentioned are significant for the deep oil and gas exploration when lacking of the drill data. It may reduce multiple resolutions in the interpretation of seismic-sedimentary facies and promote sand predictions through the constraints of the structural styles of the basin units. The structural-sedimentary pattern can be used as a geological model in oil and gas exploration in the rift basins.     

Refined conceptualization of TOPMODEL for shallow subsurface flows

The TOPMODEL framework was used to derive expressions that account for saturated and unsaturated flow through shallow soil on a hillslope. The resulting equations were the basis for a shallow‐soil TOPMODEL (STOPMODEL). The common TOPMODEL theory implicitly assumes a water table below the entire watershed and this does not conceptually apply to systems hydrologically controlled by shallow interflow of perched groundwater. STOPMODEL provides an approach for extending TOPMODEL's conceptualization to apply to shallow, interflow‐driven watersheds by using soil moisture deficit instead of water table depth as the state variable. Deriving STOPMODEL by using a hydraulic conductivity function that changes exponentially with soil moisture content results in equations that look very similar to those commonly associated with TOPMODEL. This alternative way of conceptualizing TOPMODEL makes the modelling approach available to researchers, planners, and engineers who work in areas where TOPMODEL was previously believed to be unsuited, such as the New York City Watershed in the Catskills region of New York State. Copyright © 2002 John Wiley & Sons, Ltd.