On building finite element models of structures from modal response

We develop two algorithms for estimating member stiffnesses and masses of a structure from measured modal response in conjunction with a finite element model of the structure. The mathematical model has known geometry and topology and parameterized constitutive properties. A few of the natural frequencies are measured and the corresponding modes are sampled at certain locations in space. The proposed algorithms are based on the concept of minimizing the sum of the squares of errors, specified as an index of discrepancy between the model and the structure, over all of the measured modes. The recursive quadratic programming method is used to solve the non-linear constrained estimation problem. Both proposed estimators can handle incompletely measured models, have robust convergence, and are amenable to modelling of complex structures. We demonstrate the use of our parameter estimation algorithm by applying it to identify the properties of a building from measured data.     

Scattering of plane SH waves by a cylindrical alluvial valley of circular-arc cross-section

A closed-form solution of two-dimensional scattering of plane SH waves by a cylindrical alluvial valley of circular-arc cross-section in a half-space is presented using the wave functions expansion. The solution is reduced to solving a set of infinite linear algebraic equations using the exterior region form of Graf's addition theorem. Numerical solutions are obtained by truncation of the infinite equations and their accuracies are demonstrated by convergence of the numerical results to the exact boundary condition with the increasing of the truncation order. The present solution is compared with the existing one presented by Todorovska and Lee for the same problem and their differences are analysed. Complicated effects of the depth-to-width ratio of the alluvial valley on surface ground motion are finally illustrated.     

从贝丘遗址看绳纹人与环境的相互关系

介绍了自本世纪７０年代末以来，日本学者在绳纹时代的考古研究中开辟的一个新领域，即通过分析贝丘遗址和周围的自然环境去认识绳纹的环境变化及绳纹人与环境的关系。同时提出了笔者关于绳纹时代人与环境关系的一个模式。     

圆弧型沉积盆地对平面SH波的散射

采用波函数展开方法给出圆弧型沉积盆地对面ＳＨ波二维散射问题的封闭级数解答。利用外域Ｇｒａｆ加法公式将解答归结为无穷代数方程组的求解。通过截断计算得到解答的数值结果，并通过连续条件的满足程度检验了截断计算的精度。将本文结果已有的近似解析解进行比较，指出了近似解答的误差来源和适用范围。给出一些典型算例说明盆地深度比对地震动的复杂作用。     

模拟地震的弹簧滑块模型的混沌运动

我们构造了一种自由度为２的双弹簧滑块系统，讨论模型参数的不均匀性和滑块间的相互作用与复杂现象的关系。假定滑块在所受力小于其静摩擦力时保持静止，因此，只有发生了滑动，两滑块所受力之差才改变。如果我们以两滑块受力之差为变量，就可以构造一种一维的映射。这种映射直观地显示了系统的演化，反映了方程终态解的形态。结果表明，用混沌运动来描述地震现象可能是较为合理的。     

华北地区韧性剪切带几种岩石的波速各向异性高温高压实验研究

对华北地区韧性剪切带几种代表上、中、下地壳深度的糜棱岩及其围岩在高温高压条件下进行纵波速度测定及各向异性研究．对实验样品的纵波速度测定得到以下结果：１．沿糜棱岩面理方向的纵波速度大于与面理垂直方向的纵波速度，差值为０．１５-０．３０ｋｍ／ｓ，各向异性为３％-５％；２．糜棱岩的纵波速度低于其围岩的纵波速度，差值为０．１０-０．４５ｋｍ／ｓ；３．中地壳角闪岩相糜棱岩的纵波速度各向异性高于上地壳绿片岩相糜棱岩和下地壳麻粒岩相糜棱岩的各向异性；４．地震波速各向异性与糜棱岩矿物优选定向有关．     

走向21世纪的实用地震学

实用地震学包括地震勘探、深部地震测深、工程地基与质量勘查以及浅部地质灾害预测等，在国民经济各方面起着重要作用，特别是在我国油气资源勘探与开发中起着并将继续起着不可替代的作用．在即将迈向２１世纪的今天，我们探讨一下实用地震学未来发展的道路是很必要的．实用地震学在２１世纪仍将在地学研究和国家建设中发挥它应有的作用，而且对它的要求也将越来越高，因而它在理论和应用方面都有诸多疑难问题要研究．本文就其发展现状、未来的理论研究和新技术的应用问题做些探讨．     

关于地震台站极性校正的问题

国内外的台网中总是一些台站，其极性读取似乎是由大量台站Ｐ波初动的整体分布确定的震源机制相矛盾，这些矛盾通常被作为坏读（ｂａｄ ｒｅａｄｉｎｇ）处理，造成台站的极性问题的复杂原因究竟是什么，利用ＮＥＩＣ的核爆资料，文中给出两种可能推测：台站仪器本身的不可和地震本身的复杂性。     

Preliminary inquiry into the causes of anomaly increase of air temperature by an impending earthquake

Ｐｒｅｌｉｍｉｎａｒｙｉｎｑｕｉｒｙｉｎｔｏｔｈｅｃａｕｓｅｓｏｆａｎｏｍａｌｙｉｎｃｒｅａｓｅｏｆａｉｒｔｅｍｐｅｒａｔｕｒｅｂｙａｎｉｍｐｅｎｄｉｎｇ　ｅａｒｔｈｑｕａｋｅＸｉｕ－Ｄｅｎｇ；Ｘｉａｎｇ－ＭｉｎＸＵ；Ｓｈｅｎｇ－ＤｅｎｇＭＡａｎｄＧ...     

曲江断裂断面结构及地震地质意义

本文在野外地质调查的基础上，从曲江断裂两盘的地层分布、产状变化、破碎带宽度的异常分布等方面对曲江断裂的断面结构进行了初步分析，认为曲江断裂上存在两个尺度较大的凹凸体。结合该断裂的右旋运动特点，对曲江断裂破碎带异常展宽段及串珠状小盆地的成因给予了解释，同时认为曲江断裂上三次７级以上强震的震中与凹凸体的位置明显相关。