强震现场流动无线遥测地震台网观测系统的研制

描述了强震现场流动无线遥测地震台网观测系统的技术设计，系统构成，工作原理及应用。     

A THEORETICAL STUDY ON THE URBAN HEAT ISLAND EFFECT

The atmospheric thermodynamic equations are solved analytically to study the urban circulation caused by city heating.The perturbed flow and temperature fields are obtained and compared with observational facts from some urban boundary experiments.The agreement between the theoretical and observational results shows that this study may shed light on the physical characteristics of heat island circulation.     

数字卫星云图估算面雨量的应用试验

使用云分类降水率估计的方法，有静止气象卫星数字云图进行面雨量估算。对１９９３年８月４日华北南部一次降水过程的实测雨量与估算结果的对比分析表明，这种估算方法对雨区的差别有相当高的精度，对雨量的估计有一定的参考价值。     

松辽盆地舍伯吐地区第三系砂体层间氧化-还原过渡带发育特征及其含铀性

松辽盆地是上叠于海西褶皱带基底之上的中新生代陆相沉积盆地。舍伯吐地区位于松辽盆地西南部，区内上第三系松散堆积层赋存有3层稳定的砂体。砂体中均发育有不同规模的区域性层间氧化带。经钻探揭露，榆树屯地段Ⅱ层砂体的层间氧化-还原过渡带比较典型，并有铀和钼的次生富集，这一发现为松辽盆地找矿工作的突破展现了良好的前景。     

陇南伏期旱涝指数及预测模型

从陇南气候规律及农业生产实际出发，制定出客观定量衡量陇南伏期旱涝特征的旱涝指数，并利用1967－1996年旱涝指数，用EOF对陇南伏期旱涝进行分片，分析其时空分布特征，建立各片伏期旱涝均生函数预测模型，通过应用，预报准确率有较大提高。     

盐亭紫色土农业生态试验站地理信息系统的建设与应用

地理信息系统是对信息进行管理和分析的技术手段 ,为科研作更好的服务 ,本文简单介绍了中国科学院盐亭紫色土农业生态试验站地理信息系统的建设及应用。     

北衙红色粘土型金矿地质特征和成矿条件

本文系统研究了北衙红色粘土型金矿的地质特征和矿床类型，并从金矿产出的地质背景入手，分析其形成条件，认为是本区很有代表性的一种新的金矿类型，对矿区增储和区域找矿具有重大意义。     

松辽盆地南部第三系可地浸砂岩型铀矿成矿条件研究

松辽盆地第三系可地浸砂岩型铀矿成矿地质条件前人曾从区域上作过分析，从1998年起，该区投入了大量钻探工作，进行1：20万可地浸砂岩型铀矿区调。本文在钻孔编录及剖面编制、样品分析的基础上，从岩性、岩相，岩石化学、有机质、铀含量、岩石孔隙度、砂体分布、层间氧化带发育程度及水动力条件等方面，进一步分析了该区第三系铀成矿条件。     

Tectonic Dynamic Metallization of Silver-GoldHydrothermal Fluids in Proterozoic GneissTerrene Shear Zones, Suichang, Zhejiang, China

-,The well-known Suichang silvengold field is located inZhejiang Province of SOutheast China. It is the largest silver-gold deposit associated with copper and zinc in the Cathaysianmetallogenic province.There are a series of silver-gold dePOsits in the shear zonesof Proterozoic gneiss terrene, Suichang region. The volcanicapparatus at Mesozoic has complicated rpineralization. Respectively, there are two pieces of understanding on the origin ofore-formigg nuid: (l ) metamorphic fluid (Lia…     

The relationship between the first Fresnel zone and the normalized geometrical spreading factor1

Conventionally, the Fresnel zone and the geometrical spreading factor are investigated separately, because they belong to different theories of wave propagation. However, if the paraxial ray method is used for establishing the Fresnel–Kirchhoff diffraction formula for a laterally inhomogeneous multilayered medium, it can be shown that the normalized geometrical spreading factor is inversely proportional to the area of the first Fresnel zone associated with the reflection point. Therefore, if no diffracting edge cuts the first Fresnel zone, the geometrical optics approximation represents the principal part of the wavefield obtained by Fresnel–Kirchhoff diffraction theory. Otherwise, the geometrical optics approximation has to be corrected by adding edge diffractions. It is also shown that Kirchhoff-type migration and geometrical spreading factor correction both reduce the first Fresnel zone to a zone with unit area.