φ1m氨合成塔20钢异径管失效分析

分析了氨合成塔底部副线20钢异径管爆破的原因。结果表明：异径管长期处于200℃以上工作，管内H2与管材中的碳或Fe3发生化学反应，生成CH4致使管内脱碳并产生裂纹，异径管强度降低脆性增加，导致爆破。     

CCD型束流截面探测器

CCD型束流截面探测器的主要特点是使用电荷耦合器件做传感器,用束流同步光中的可见光成份做为信号源。该探测器同时具有模拟量和数字量两种输出,工作周期短,速度高,不影响束团粒子寿命,在电子储存环物理运行中,是一种有效的探测设备。     

一种构思新颖的抽油机设计方案

介绍了一种与现有抽油机结构完全不同的机 电一体化抽油机 ,它主要由往复滚筒提升总成、减速器总成、蓄能助启系统及电磁自动控制和动力系统组成。其特点是采用机 电一体化设计 ,充分利用飞轮的蓄能及与电磁自动控制器的相互配合来控制电磁离合器的激磁电流和电动机的电力输入 ,实现上冲程时通电、下冲程时断电的工作方式。该机体积小 ,结构紧凑 ,适应性强 ,能满足抽油井超长冲程和节能的要求     

长距离钢带传动的张紧机构设计与应用

比较了几种长距离传动方式的特点与适用场合，重点探讨了实现长距离精密传动的技术要点。结合实际工程，完成了长距离钢带精密传动的应用，并指出张紧机构的设计与应用是钢带实现长距离精密传动的关键。为此文中对钢带传动的典型张紧机构进行了比较，并分析了这几类张紧机构的应用情况，有参考和应用价值。     

四川南桠河一期工程姚河坝水电斜井开挖施工技术浅论

以姚河坝水电站引水隧洞50°倾角、长度为194.734m的斜井开挖为实例,从施工测量、开挖方法、通风防尘、临时支护斜井及安全施工等方面探讨长洞身、大倾角斜井在无爬罐条件下的人工开挖方法.     

大庆油田套损井打通道加固技术

介绍了大庆油田近几年在套损井打通道加固技术方面取得的技术进步，在磨铣打通道技术上主要对钻铣工具的结构进行了优化设计及合理及合金刀块的优选组合，提高了磨铣效率，缩短了施工周期；在爆炸打通道技术中设计了安全隔爆装置，提高了施工的安全性，使爆炸扩径技术得到完善；Φ106mm密封加固技术的研制成功，取代了Φ100mm密封加固技术，为套损井修复后的完井工艺提供有效的技术支持，提出了大庆油田目前在套损井打通道加固方面存在的难题，结合国外在套损井打通道加固方面技术的新发展，对现有技术的局限性进行了分析，提出了今后技术攻关的方向。     

Semiparametric Estimation in Time‐Series Regression with Long‐Range Dependence

Abstract. We consider semiparametric estimation in time‐series regression in the presence of long‐range dependence in both the errors and the stochastic regressors. A central limit theorem is established for a class of semiparametric frequency domain‐weighted least squares estimates, which includes both narrow‐band ordinary least squares and narrow‐band generalized least squares as special cases. The estimates are semiparametric in the sense that focus is on the neighbourhood of the origin, and only periodogram ordinates in a degenerating band around the origin are used. This setting differs from earlier studies on time‐series regression with long‐range dependence, where a fully parametric approach has been employed. The generalized least squares estimate is infeasible when the degree of long‐range dependence is unknown and must be estimated in an initial step. In that case, we show that a feasible estimate which has the same asymptotic properties as the infeasible estimate, exists. By Monte Carlo simulation, we evaluate the finite‐sample performance of the generalized least squares estimate and the feasible estimate.     

Effect of refraction on optical microscopic measurement of internal blood-vessel diameter and its correction

In optical microscopic measurement of internal blood-vessel diameters, the effect of refraction must be taken into account to ensure accuracy of the result. This effect is discussed and an analytical correction formula derived. Phantom blood vessels with known internal and external diameters were used to test the validity of the correction formula. The errors obtained prior to correction were reduced significantly after correction.     

企业不但应该做大更应该做强

从入世的角度 ,分析了我国企业在重组过程中存在的问题 ,并指出了我国企业做强做大的紧迫性     

A new iterative order reduction (IOR) method for eigensolutions of large structures

Order reduction is a computationally efficient method to estimate some lowest eigenvalues and the corresponding eigenvectors of large structural systems by reducing the order of the original model to a smaller one. But its accuracy is limited to a small range of frequencies that depends on the selection of the retained degrees of freedom. This paper proposes a new iterative order reduction (IOR) technique to obtain accurately the eigensolutions of large structural systems. The technique retains all the inertia terms associated with the removed degrees of freedom. This hence leads to the reduced mass matrix being in an iterated form and the reduced stiffness matrix constant. From these mass and stiffness matrices, the eigensolutions of the reduced system can be obtained iteratively. On convergence the reduced system reproduces the eigensolutions of the original structure. A proof of the convergence property is also presented. Applications of the method to a practical GARTEUR structure as well as a plate have demonstrated that the proposed method is comparable to the commonly used Subspace Iteration method in terms of numerical accuracy. Moreover, it has been found that the proposed method is computationally more efficient than the Subspace Iteration method. Copyright © 2003 John Wiley & Sons, Ltd.