具有高清晰度三维图像的模压全息图母版制作技术

从理论上分析了在模压三维全息图母版的记录光路中,为消除或减小像散和像场弯曲以及扩展照明光源产生的像模糊所应采取的参数设置。试验结果表明用此方法制作的模压三维全息图即使在漫射照明光下亦能呈现出清晰、明亮的图像。     

全息存储进行查表的实验结果分析

本文设计了一种利用全息的关联特性,互补编码和阈值判断的内容寻址光查表系统,利用基本的全息存储的异或运算,演示了模４的余数加法,并对铁电晶体多次存储的动态特性所导致的曝光次数,时间和衍射效率的关系,给出了简单的物理模型。     

一种分析频谱局部特性的快速算法

信号处理被广泛地应用于雷达、声纳、仪表等众多领域,在这些领域里信处主要完成信号的频谱分析。在某些场合,需要较高的频谱分辨率,这就需要较多的点数和惊人的运算量,但实际运用中我们所关心的往往是信号频谱的局部特性,并不需要它的整个频谱特性,ZFFT就是针对频谱的局部特性进行分析的一种方法。采用ZFFT方法可大大降低运算量。     

国外无人机载合成孔径雷达简介

概述无人机载合成孔径雷达的重要性,介绍几种典型系统,重点介绍美国无人机（ＵＡＶ）载Ｌｙｎｘ合成孔径雷达（ＳＡＲ）的性能特征及新颖之处,特别是它引入注目的高分辨率成象和动目标显示功能。展望未来无人机载合成孔径雷达的发展动向。     

Application of Solid Immersion Lens to Submicron Resolution Imaging of Nano-Scale Quantum Wells

We have discussed the resolution of submicron photoluminescence (PL) imaging using a solid immersion lens (SIL), which collects an evanescent light field. We apply the SIL microscope to measure PL image of a strip-line-patterned GaAs quantum well structure at low temperature. An improved resolution beyond diffraction limit and high collection efficiency of PL are realized.This paper was originally presented at the 5th International Conference on NEAR FIELD OPTICS and RELATED TECHNOLOGIES (NFO-5), which was held on December 6–10, 1998 at Coganoi Bay Hotel, Shirahama, Japan, in cooperation with the Japan Society of Applied Physics and Mombusho Grant-in Aid for Scientific Research on Priority Areas “Nearfield Nano-optics” Project, sponsored by Japan Society for the Promotion of Science.     

时隙式随机争用多址系统分析方法研究

本文给出一种新的平均周期分析方法,并对时隙式随机争用多址系统进行了分析,得到了系统的信息分组发送成功的平均长度公式、信息分组发生碰撞的平均长度公式和空闲时隙的平均长度公式,并在讨论了系统的冲突分解特性后,给出了系统的吞吐量。     

亚微米分步重复投影光刻机总体设计考虑的几个问题

介绍对亚微米分步重复投影光刻机光刻工作分辨力、套刻和生产能力三项主要技术指标的设计分析,方案考虑以及采取的技术措施。测试结果表明这些考虑是必要并且有效的,它为光刻机的研制成功打下基础,也为设计下一代指标要求更高的光刻机提供有益的参考。     

联用色谱数据的双窗口因子分析

利用组分光谱的特征信息,发展了一种能直接对联用色谱重叠峰中组分进行定性定量分析的新方法──双窗口因子分析（dualwindowfactoranalysis,DWPA）。该法可从多组分重叠峰中定性目标组分,且在未经其它组分的分辨下可直接对目标组分的光谱、色谱进行分辨。因此更适应于联用色谱对复杂体系中待测组分的定性定量分析。用该法成功地对4组分重叠峰进行了分析,实验结果令人满意。     

Models of Curves and Finite Covers

Let K be a discrete valuation field with ring of integers O _K .Letf : X ! Y be a finite morphism of curves over K. In this article, we study some possible relationships between the models over O K of X and of Y. Three such relationships are listed below. Consider a Galois cover f : X ! Y of degree prime to the characteristic of the residue field, with branch locus B. We show that if Y has semi-stable reduction over K,thenX achieves semi-stable reduction over some explicit tame extension of K.B/.WhenK is strictly henselian, we determine the minimal extension L=K with the property that X L has semi-stable reduction. Let f : X ! Y be a finite morphism, with g.Y/ > 2. We show that if X has a stable model X over O _K ,thenY has a stable model Y over O _K , and the morphism f extends to a morphism X ! Y. ! Y. Finally, given any finite morphism f : X ! Y, is it possible to choose suitable regular models X and Y of X and Y over O _K such that f extends to a finite morphism X ! Y ?As wasshown by Abhyankar, the answer is negative in general. We present counterexamples in rather general situ-ations, with f a cyclic cover of any order > 4. On the other hand, we prove, without any hypotheses on the residual characteristic, that this extension problem has a positive solution when f is cyclic of order 2 or 3.     

化学拆分的新方法研究

主要介绍了近年来发展起来的两种化学拆分新方法,包括拆分和组合拆分;并简要论述了化学拆分中的手性识别现象,以及化学拆分方法在手性药物制备中的应用。