含裂隙煤层的地震记录模拟

采用线性滑移(Linear Slip Deformation)裂隙介质模型、各向异性弹性波模拟方法,对含裂隙煤层进行了2D2C(二维二分量)单炮记录模拟与分析。结果表明:煤层含裂隙后与不含裂隙时相比,反射时差的变化已不足以识别,但由于波速的改变会使煤层顶底界面的波阻抗发生变化,从而引起波的动力学特征的改变,AVO现象尤其明显。当裂隙为非垂直时,炮点两侧的反射波能量和振幅出现不对称现象。x分量和z分量的特征明显不同,转换波主要记录在x分量上,横波在x分量上有不可忽视的能量。因此,应用各向异性理论、利用多分量转换波研究煤层裂隙的特征是可能的。     

基于流体饱和多孔隙介质波动方程的时间推移地震反演

针对二维流体饱和多孔隙介质波动方程,设计了自适应同伦法和小波-自适应同伦法,在此基础上,将局域化思想引入时间推移地震反演,并使用小波-自适应同伦法和自适应同伦法反演两次监测数据,提出了一种适用于时间推移地震勘探的局域化反演算法.为了验证新方法是可行的,文中把它应用于同一地点不同时间的观测模型,通过数值实验表明了这种方法的有效性.     

复杂介质地震定位中震源轨迹的计算

在地震定位中常常需要求解震源轨迹,但由于复杂介质中的震源轨迹较为复杂,难以给出其解析解,因此震源轨迹的计算通常仅限于简单介质模型.本文基于最小走时树射线追踪技术,提出了一种计算复杂介质中震源轨迹的方法.为回避发震时间问题,以观测到时差作为震源轨迹的约束条件.首先从模型节点中选出少量理论到时差与观测到时差之绝对差,即双重时差较小的点作为震源轨迹的代表点,然后以其中双重时差最小的点为初始点,在双重时差场中利用最小走时树射线追踪方法计算出初始点到其他震源轨迹代表点的射线路径作为震源轨迹.当选的震源轨迹代表点较多时,得到的震源轨迹较为粗略,此时可去掉射线经过次数较少的代表点的射线路径使震源轨迹更为精细.为减少计算量,对最小走时树射线追踪方法的终止条件做了修正.以一个复杂介质模型中的地震为例,计算了包括速度扰动、到时扰动等不同情况下的震源轨迹,结果表明所提出的震源轨迹计算方法切实可行.     

广西气象台影视广告竞争性环境分析

采用美国著名战略学者——迈克尔.波特的五种竞争力量模型分析方法,通过对身处媒体巨变中的广西气象台影视广告环境的竞争性进行分析,提出了竞争对策。     

Transient dynamic response of multilayered saturated media subjected to impulsive loadings

This paper presents a stable and efficient method for calculating the transient solution of layered saturated media subjected to impulsive loadings by means of the analytical layer element method. Starting with the field equations based on Biot's linear theory for porous, fluid‐saturated media, and the seepage continuity equation, an analytical layer element for a single layer is established by applying Laplace‐Hankel integral transform. The global stiffness matrix in the transform domain for a layered saturated half‐space subjected to a transient circular patch loading is obtained by assembling the layer elements of each layer. The displacements in the time domain are derived by Laplace‐Hankel inverse transform of the global stiffness matrix. Numerical examples are conducted to verify the accuracy of the method and to demonstrate the influences of type of transient loading, buried depth of loading, permeability, and stratification of materials on the transient response of the multilayered saturated poroelastic media.     

A bridge between dual porosity and multiscale models of heterogeneous deformable porous media

In this paper, a multiscale homogenization approach is developed for fully coupled saturated porous media to represent the idealized sugar cube model, which is generally employed in fractured porous media on the basis of dual porosity models. In this manner, an extended version of the Hill-Mandel theory that incorporates the microdynamic effects into the multiscale analysis is presented, and the concept of the deformable dual porosity model is demonstrated. Numerical simulations are performed employing the multiscale analysis and dual porosity model, and the results are compared with the direct numerical simulation through 2 numerical examples. Finally, a combined multiscale-dual porosity technique is introduced by employing a bridge between these 2 techniques as an alternative approach that reduces the computational cost of numerical simulation in modeling of heterogeneous deformable porous media.     

A dual-porosity model considering the displacement effect for incompressible two-phase flow

The dual-porosity model is usually employed to simulate the flow in fractured reservoirs. However, its original form for the multiphase flow does not consider the displacement effect under macropressure gradient. Especially for the incompressible multiphase flow, it predicts zero transfer term between fracture and matrix, which is unreasonable. To improve this, a modified double-porosity model is proposed for incompressible two-phase flow, in which the displacement effect is considered and the corresponding shape factor is derived. For the anisotropic case, the shape factor of displacement depends upon the velocity direction. The accuracy and the efficiency of the proposed dual-porosity model are indicated through numerical tests.     

Clogging process by suspended solids during groundwater artificial recharge: Evidence from lab simulations and numerical modelling

Permeability reduction of infiltration media due to suspended solid (SS) clogging is the bane of groundwater artificial recharge. To overcome the clogging problem and advance the understanding of the process‐based spatial‐temporal evolution of SS clogging, a 1D laboratory column simulation was carried out, followed by numerical modelling of the experimental data in this study. It was found that clogging caused a reduction in the hydraulic conductivity (K) in the upper layer at the beginning and extended deeper to approximately 50 cm, and no reduction in K was detected below 52 cm throughout the experimental period of 129 hr. The most clogged layer spanned from the surface to a depth of 11 cm, and the middle 11–52 cm was characterized by a slight decrease in K. The clogging rates of the different layers decreased with the depth, which was based on data analysis, with the largest value of 0.038 hr^?1 in the upper 1 cm. The overall K began to decrease from the surface layer and was increasingly affected by clogging with time. A mathematical model was established to simulate the SS clogging process evolution based on considerations of the attachments and detachments of particles. Then the model was applied to perform several scenario analyses after calibration and validation using the data obtained in the experiment. The simulation results indicated that the SS concentration was much more sensitive than the groundwater depth below the land surface, and 10 days of constant recharge is recommended as the disposal cycle of the clogged layer under the given conditions.     

A new matrix for multiphase couplings in a membrane porous medium

The empirical Darcy's law of water transport in porous media, Fick's law of chemical diffusion, and Fourier's law of thermal transport have been widely used in geophysics/geochemistry for over 150 years. However, the strong couplings between water, temperature, and chemicals in a membrane porous medium have made these laws inapplicable and present a significant hurdle to the understanding of multiphase flow in such a material. Extensive experiments over the past century have observed chemical osmosis and thermal osmosis, but a model for understanding their underlying physicochemical basis has remained unavailable, because of the highly cross‐disciplinary and multiscale‐multiphase nature of the coupling. Based on the fundamental principles of nonequilibrium thermodynamics and mixture coupling theory, a rigorously theoretical and mathematical framework is proposed and a general model accounting for all of the coupled influences is developed. This leads to a simple and robust mathematical matrix for studying multiphase couplings in a membrane porous medium when all chemical components are electrically neutral.     

Modeling concrete exposed to high temperature: Impact of dehydration and retention curves on moisture migration

High‐performance concrete is a widely used building material for tunnels, high‐rise buildings, nuclear plants etc. When these structures are exposed to fire, high‐performance concrete is prone to spalling. Moisture migration is believed to be one of the processes directly related to this phenomenon. In this paper, moisture profiles measured experimentally from neutron radiography on heated concrete are compared with results from a numerical model implemented in the finite element code Cast3M. The water loss measured experimentally, and the numerical results suggest that the commonly used constitutive laws for dehydration and water retention curves need to be reconsidered. The influence of these constitutive laws on the moisture migration is investigated. The dehydration constitutive law plays an important role on the dehydration front but has negligible effect on the moisture accumulation behind this front. By contrast, the water retention curves do not influence the dehydration front but affect the quantity and location of water condensation. The role of the permeability is also discussed.