Ck-Reconstruction of Surfaces from Partial Data

In this paper, we study the problem of constructing a smooth approximant of a surface defined by the equation z = f(x ₁, x ₂), the data being a finite set of patches on this surface. This problem occurs, for example, after geophysical processing such as migration of time-maps or depth-maps. The usual algorithms to solve this problem are picking points on the patches to get Lagrange's data or trying to get local junctions on patches. But the first method does not use the continuous aspect of the data and the second one does not perform well to get a global regular approximant (C ¹ or more). As an approximant of f, a discrete smoothing spline belonging to a suitable piecewise polynomial space is proposed. The originality of the method consists in the fidelity criterion used to fit the data, which takes into account their particular aspect (surface's patches): the idea is to define a function that minimizes the volume located between the data patches and the function, and which is globally C ^k. We first demonstrate the new method on a theoretical aspect and numerical results on real data are given.     

Integration schemes with substepping algorithms for creep analysis in geomaterials

This paper describes a robust and efficient methodology for predicting displacements, deformations, and stresses in geomaterials that are susceptible to creep. The methodology is based on two integration schemes, which consider substepping algorithms. The first scheme is used for integrating space-time relations in a global sense, whereas the second scheme is used for integrating stress-stain relations in a local sense. Different from previous studies, both integration schemes are easy to implement and general in the sense that they can be applied to any type of creep law. Through an in-house finite element simulator, several numerical tests are performed. They include triaxial and wellbore closure analyses considering soft soils and salt rocks. The results show that the combination of both schemes leads to stable and accurate solutions with reduced computational time.     

建筑围护结构节能与防火体系构建

从围护结构节能与防火一体化思路出发,提倡钢筋混凝土结构保温一体化建筑体系和砌体结构保温一体化建筑体系;尤其主张在我国建筑工业化全面升级的基础上大力开发与推广保温型混凝土预制装配化技术,统一建筑模数,实现标准化与多样化;针对预制装配化保温型混凝土在梁、构造柱等容易出现的冷、热桥问题的部位,创新式提出以相变储能材料与建筑结构相融合来提高建这些部位的热工性能,减少温度梯度;从系统上做到保温与建筑同寿命、免维护、工序少,工期短、耐火等,从而真正实现低碳,构建建筑围护结构节能防火一体化建筑体系。     

Analysis of implicit HHT‐α integration algorithm for real‐time hybrid simulation

Real‐time hybrid simulation is a viable experiment technique to evaluate the performance of structures equipped with rate‐dependent seismic devices when subject to dynamic loading. The integration algorithm used to solve the equations of motion has to be stable and accurate to achieve a successful real‐time hybrid simulation. The implicit HHT α‐algorithm is a popular integration algorithm for conducting structural dynamic time history analysis because of its desirable properties of unconditional stability for linear elastic structures and controllable numerical damping for high frequencies. The implicit form of the algorithm, however, requires iterations for nonlinear structures, which is undesirable for real‐time hybrid simulation. Consequently, the HHT α‐algorithm has been implemented for real‐time hybrid simulation using a fixed number of substep iterations. The resulting HHT α‐algorithm with a fixed number of substep iterations is believed to be unconditionally stable for linear elastic structures, but research on its stability and accuracy for nonlinear structures is quite limited. In this paper, a discrete transfer function approach is utilized to analyze the HHT α‐algorithm with a fixed number of substep iterations. The algorithm is shown to be unconditionally stable for linear elastic structures, but only conditionally stable for nonlinear softening or hardening structures. The equivalent damping of the algorithm is shown to be almost the same as that of the original HHT α‐algorithm, while the period elongation varies depending on the structural nonlinearity and the size of the integration time‐step. A modified form of the algorithm is proposed to improve its stability for use in nonlinear structures. The stability of the modified algorithm is demonstrated to be enhanced and have an accuracy that is comparable to that of the existing HHT α‐algorithm with a fixed number of substep iterations. Both numerical and real‐time hybrid simulations are conducted to verify the modified algorithm. The experimental results demonstrate the effectiveness of the modified algorithm for real‐time testing. Copyright © 2011 John Wiley & Sons, Ltd.     

地球化学与耕地质量调查数据整合方法对比

土地质量地球化学评估与耕地质量等级调查评价,都是涉及土地资源的质量调查与评价的基础性工作。两项成果的整合研究,是当前数据共享与学科间数据交叉融合的必然趋势。笔者将两项成果有机结合,分别从数据独立性、成果实用性、科学性等角度出发,对两项成果分别采用基于两项成果数据的叠加法、综合法和基于两项调查数据的因素法进行数据整合方法探讨,并以吉林省前郭县为研究区,对整合成果的适用性及优缺点进行讨论。结果表明,不同的整合方法各有优缺点:基于两项成果数据的叠加法可以保持成果各自的独立性;基于两项成果数据的综合法易于表达,但过于强调经验;基于两项调查数据的因素法物理意义明确,但理论支撑不足。     

地球空间数据集成多尺度问题基础研究

多尺度数据集成是地球空间数据集成中最难处理的问题。将多尺度数据的集成分解为空间和时间多尺度数据集成,在分析应用项目对数据尺度需求的基础上,就两种多尺度数据集成的传统和数据意义上的集成方法进行了详细的探讨。     

复合水力化增透技术在低渗突出煤层瓦斯抽采中的应用

为增加低渗突出煤层的透气性,提高煤层瓦斯抽采率,提出\     

生态地质环境承载力研究进展

生态地质环境从生态地质学和环境地质学发展而来,由地质环境、生态环境和社会经济环境三个子系统构成一个有机整体,它与环境类承载力结合形成生态地质环境承载力,表征环境能够承受的人类活动阈限。国内的生态地质环境承载力研究分为2000年以前的准备阶段、2000-2010年探索前进阶段、2011年至今的稳定发展阶段,国家重大方针政策实施和重大生态地质环境事件影响了承载力的研究方向。生态地质环境子系统和系统的承载力发展程度存在差异,生态环境承载力研究较多、地质环境承载力研究次之、社会经济环境承载力研究相对较少,系统承载力研究处于不断整合之中。已有研究在学科交叉融合、耦合机制、模拟预测模型集成和国家重大需求服务响应等方面存在不足。未来生态地质环境承载力研究应坚持系统观,统合子系统和系统两个尺度,从拓展学科纵深关联、深化多维耦合机制、发展集成模拟预测模型、面向国家与社会需求等方面将研究推向新高度。     

Kirchhoff积分法OBS数据地震波场延拓

针对海底地震仪(OBS)数据基准面校正的特殊性,采用Kirchhoff积分法对中国南海实际OBS资料进行了基准面校正处理,将炮点延拓到OBS所在处的海底面上,取得了预期的效果。分析表明该延拓法对地震波场的分辨率及信噪比影响不大,且与静校正方法相比较,该方法能够得到地下地层较真实的速度场,这对于后续的动校正、叠加等常规处理十分重要。