桩网二元组合在加固软基中的应用研究

工程实践表明对软土地基工后沉降和不均匀沉降有特殊要求的构筑物,采用桩网加固地基是一种经济有效的处理方法。由于其作用机理、荷载传递方式是一个复杂的相互作用问题,本文运用应力扩散原理估算筋材承受的荷载,并由此计算筋材的拉力和割线模量,为桩网法设计提供理论依据。     

安徽巢北地区古构造应力场恢复

以巢北地区发育的节理为研究对象,在前人研究的基础上,依据区内选取的15个观测点节理数据,对巢北古构造应力场进行恢复,发现该地区经历过2次主要构造运动:第一次为印支运动,控制该区所发育的NEE向主要大型褶皱,应力场方向以NNW—SEE向为主,主要方向为287°~355°,平均为319°;第二次为燕山运动,对前期形成的褶皱进行改造,应力场方向以NE—SW向为主,主要方向为23°~68°,平均为44°。     

1995年永登5.8级地震多种前兆异常特征

研究了１９９５年７月２２日甘肃永登５．８级地震地电、水化学、水动态、地应力、地形变等５种前兆的异常特征，得到如下结论：①该次地震中短期（１年尺度）和短临异常空间分布符合“异常震源地点发震机制主要活断层”之间的特定关系，近２～３年的中期异常集中分布在西秦岭北缘北西向断裂带和海原通渭武都南北向断裂带上；②震前约１年时间尺度震源区发育起来了北北西南南东向挤压变化突出的附加应力场，并引起断层错动；③源兆集中分布在本次地震震源周围，场兆集中分布在上述两条活动断裂带上．源兆占异常的大多数，场兆占少数．在时间上场兆出现在先，源兆在后．     

The coalescence of water drops II. The coalescence problem and coalescence efficiency

By the use of the model of approaching drops (Arbel and Levin, 1977) the coalescence efficiencies of drops are computed. It is found that for interactions of drops at their terminal velocities the coalescence depends both on the size of the large drop and on the size ratio of the interacting drops in agreement with the experimental results of Whelpdale and List (1971) and Levin and Machnes (1977).The results were found to be sensitive to the assumption of the drops deformation and to the critical separation distance. This distance is defined as the distance at which the drops begin to merge. The variations of the coalescence efficiency with these parameters is discussed.Appendix: List of symbols D distance between the deformed surfaces of the drops - D _o initial value ofD - D _s stop distance, the distance at which the impact velocity vanishes - D _c critical coalescence distance - E collection efficiency - E ₁ collision efficiency - E ₂ coalescence efficiency - E _2R coalescence efficiency for collisions with stationary targets - F _c centrifugal force - p ratio of the radii of the interacting drops - r _o initial distance between drops' centers - R _L radius of larger drop - R _s radius of smaller drop - R _D radius of deformation - v approach velocity of two deformed surfaces - v _o initial value ofv - V _i impact velocity (given negative sign when drops approach each other) - V _c critical impact velocity - W _i velocity of the smaller drop at infinity for it to reachD _o with velocityv _o - x _i impact distance, the distance between the trajectories of the two drops - x _c critical impact distance for coalescence -  average critical impact distance for coalescence - X _c critical impact distance for collisions - coefficient of deformation given in equation 1 - _i impact angle defined byWhelpdale andList (1971) given also inArbel andLevin (1977) - coefficient of deformation given in equation 2 - viscosity of air - _i impact angle used inArbel andLevin (1977) and here - _c critical angle for coalescence - average critical angle for coalescence On sabbatical leave (1976–77) from the Department of Geophysics and Planetary Sciences, Tel Aviv University, Ramat Aviv, Israel.The National Center for Atmospheric Research is sponsored by the National Science Foundation.     

Generalized Hough transform for the stress inversion of calcite twin data

Since the mechanical twinning along calcite e-planes has a critical resolved shear stress, not only principal stress axes but also differential stress can be determined from the orientations of twin lamellae. Based on the five-dimensional stress space that fulfills the principle of coordinate invariance, it is shown in this article that the inversion of twin and untwin data is comparable with fitting a spherical cap to data points on a unit sphere in the space. The principal stress orientations and stress ratio are indicated by the center of the cap, whereas differential stress is denoted by the size of the cap. Based on this geometrical interpretation, the generalized Hough transform was applied to the inversion of the data in this study. The new method is demonstrated to be robust to sampling bias, variability in the critical resolved shear stress. The determination of differential stress was difficult when the differential stress to be detected was ∼10 times larger than the critical resolved shear stress. Stresses were separated by the method from heterogeneous data successfully as long as the spherical caps corresponding to the stresses to be detected had no or a small intersection.     

山西地区应力场变化与地震的关系

收集了1970～2006年37年的小震初动符号建立了震源机制解数据库,研究了山西断陷带小震综合机制解时空演化特征.结果表明:山西断陷带小震综合机制解以走滑正断层为主,断陷带两端以拉张作用为主,中部地区以剪切作用为主,忻定盆地、太原盆地的区域应力场与华北区域应力场差异较大.利用沿山西断裂带布设的GPS监测网1996～2007年12期复测资料,分析了山西断裂带水平运动与地震活动的关系.结果表明:山西断裂带现主要受NWW-SEE向压应力场、NNE-SSW向张应力场的控制.1998～1999年有一次较为明显的应力扰动,空间上表现为北强南弱,接着发生了1999年11月1日大同—阳高5.6级地震.     

压实粉土非线性应力-应变关系的试验研究

对京九线路基粉土用GDS三轴仪进行固结不排水剪试验,研究不同围压、含水量、压实度下压实粉土样的应力-应变关系。结果表明:压实粉土在低围压下为应变软化,高围压下为应变硬化,存在一个屈服应力;含水量和压实度对粉土强度和应力-应变关系影响显著,随着含水量的减小、压实度的增大,压实粉土样强度增大,应力-应变曲线上升。对围压小于屈服应力的应变软化曲线,用常规的土的软化关系式进行拟和;对围压大于屈服应力的应变硬化曲线,用邓肯-张模型进行拟和;这二者的结合能描述压实粉土的应力-应变关系曲线,效果良好。     

郯庐断裂带(安徽段)及邻区的动力学分析与区域构造演化

依据区域构造层次划分,采用构造筛分法,层层深入,层层筛分,确定发生于各个不同时代地层/岩层内的断裂活动的同期及叠加的应力场特征。综合所有的同期应力场特征及辅以叠加的应力场特征来验证,从而确定了一个连续的、完整的断裂活动的应力场演化序列;结合区域构造变形特征分析,阐明郯庐断裂带(安徽段)的构造演化。应力场分析显示:晚三叠-早侏罗世应力场为北北西—南南东或近南北向挤压,属古特提斯构造域,断裂发生同造山走滑;早白垩世早期,应力场为北西—南东向挤压,断裂发生左行走滑运动,中国东部处于西环太平洋构造域;早白垩世晚期—古新世(始新世),区域发生北西—南东向伸展作用,断裂处于伸展断陷作用阶段;新生代,受区域上近东西向的挤压作用影响,断裂发生挤压逆冲兼右行走滑作用。     

巴姆地震变形场和应力场：Ⅱ．用FEPG有限元方法求解

本文利用FEPG有限元程序对2003年12月的巴姆地震变形场和应力场进行了模拟计算.2003年12月26日,巴姆地区发生6.6级地震.Nakamura、Suzuki等人利用余震资料和地震破坏程度的分布图分析了余震震中的统计分布形式,得到了此次地震的发震断层是巴姆断层以西大约5km的Arg-e-Bam隐伏断层的结论.凌勇等人从差分干涉雷达(D-InSAR)出发,得到了此次地震的同震干涉条纹和雷达视线方向的位移场,并从雷达干涉的相干图上确定了发震断层的痕迹.他们还利用Okada程序模拟计算了此次地震的位移场,模拟计算的结果与D-InSAR测量的位移场比较符合.Okada程序从断层的位错为出发点进行计算,从运动学角度对此次地震变形场和应力场进行研究;本文从动力学的角度出发,研究远场区域边界的应力状态以及断层的物性参数的变化对巴姆地震形变场的影响,将各种计算结果进行对比的同时也和前人的结果相比较.本文计算中采用了凌勇等人的断层参数,即Arg-e-Bam隐伏断层为近南北走向,向东倾斜,近直立的倾角,右旋走滑,其(Strike,dip,slip)为(175°,80°,173°).断层未延伸到地表,自地面以下1km处往下延伸16km的宽度,断层长度为20km.对断层的杨氏模量、泊松比、断层附近区域的边界受力大小、两个主应力的比例以及主应力的方向的改变对计算结果的影响做了讨论.最后通过上述几组计算结果建立了一个与前人结果较为符合的巴姆地震参数模型.通过计算,一方面揭示了应力状态和物性参数的影响,另一方面也说明Arg-e-Bam隐伏断层是此次地震的发震断层这一结论是可信的.     

反倾层状边坡弯曲折断的应力及挠度判据

以地质分析为基础 ,将反倾层状边坡的任意岩层概化为受复合作用力的板梁模型 ,通过简单的力学解析 ,开展了反倾层状岩石边坡弯曲折断判据的研究。依据岩层折断时和相临岩层的瞬时关系 ,将岩层下部视为瞬时临空状态 ,考虑岩层自重荷载和上部岩层附加荷载 (上部岩层重力荷载、层间摩擦力 )的共同作用 ,基于最大拉应力准则 ,提出了岩层弯曲折断的应力判据 ;依据应力判据 ,得到了岩层弯曲折断的挠度判据 ;利用应力判据及挠度判据 ,可实现反倾层状边坡弯曲折断的现场判定及其控制设计