整治建筑物壅水及重力相似偏离影响的初步研究

简述整治建筑物的壅水及其机理,归纳出局部水头损失壅水的通用公式。将丁坝工程壅水区分为床面摩阻损失增大壅水和局部水头损失壅水2部分。在ΔFr>0的模型中,采用换算式ΔZp=ΔZm.hλ,定性地说是偏大的。可采用换算式Δhfp=Δhfmhλ。而丁、潜坝局部水头损失的壅水,则应采用hjp=Δhjmλu02。     

用称重传感器实现倾角虚拟测量

将虚拟测量技术应用于平台倾角的测量,提出了用称重传感器测量倾角的设想,并通过实验加以验证,发现该方法存在一定的测量误差,但误差分布规律性较强,应用误差补偿方法以减小实际测量误差。经过补偿,使称重传感器测量倾角的实际误差大大减小,最大相对误差为0.375%F.S.,最大绝对误差为0.1687°,达到了较高的测量精度,完全可以满足工程实际倾角测量的精度要求。     

基于修正容重增加法的加筋土挡墙稳定性分析

在分析容重增加法基本原理和缺陷的基础上,提出容重增加法用于加筋土挡墙稳定性分析时的修正方法,给出容重增加法在FLAC3D中的实现步骤,并进行实例分析。研究结果表明:岩土体容重的增加会导致岩土体力抗剪强度的增大和筋材的抗拔力增加,其应用于加筋土挡墙稳定性分析时应进行必要的修正,证明提出的修正方法是可行且高效的。     

重力式方块卸荷板大型构件出运码头升级改造

以工程实例介绍了重力式方块卸荷板码头的改造设计方案。由于原有码头卸荷板悬臂较大,在码头前沿均布荷载增大的情况下,使得基床顶面产生较大的后倾应力,基床承载力不满足规范要求。改造方案通过在后方设灌注桩及现浇钢筋混凝土板,减少码头卸荷板悬臂部分上部荷载,防止基床顶面产生较大的后倾应力,为类似的码头改造设计提供了借鉴。     

局部置换法在扶壁重力式码头倒滤井清理中的应用

扶壁重力式码头回填施工完成后,倒滤井残留砂的清理极为困难。以安哥拉罗安达第二石油服务基地及重件码头项目为工程依托,对局部置换法进行研究。该方法在回填砂和扶壁之间形成隔断层,阻断回填砂向倒滤井的流动,使得倒滤井残留砂的清理高效、彻底。     

模糊决策理论在汽车内部设计方案评价中的应用

方案评价是产品设计过程中的重要环节。分别应用模糊综合评判法、基于模糊集重心的模糊评价法和二元对比排序法对汽车内部设计方案进行定性评价,并对3种方法的评价结果进行了比较。此外,还给出了一个关于A柱盲区定量评价的实例,并建立了整车内部布置与设计的多级评价体系。指出了进一步实现基于知识工程的整车设计评价还需要解决的其他关键技术。     

块石基床爆夯技术在重力式码头的应用及质量控制

爆夯技术近年在重力式码头抛石基床上得到广泛应用,本文结合福建某重力式码头基床、地基及水文的实际情况,总结块石基床水下爆炸夯实技术的设计、施工工艺、质量控制及爆破的安全控制,以供类似工程参考。     

单斜岩质地层重式挡墙抗滑移合理性设计

基于西南山地较为常见的单斜岩质地层上修建重力式挡墙的情况,通过对水平基底、倾斜基底、锚杆基础、台阶基础、加大埋置深度、台阶和锚杆联合基础六种基础处理方式进行经济技术对比,分析各种方案的优缺点,提出了合理化的基础抗滑移设计方案.     

A note on the use of correlation coefficients for assessing goodness-of-fit in spatial interaction models

The use of correlation coefficients to evaluate the accuracy of spatial interaction models is inappropriate unless such models have been fitted using least squares techniques. In other cases the correlation involves an implicit intercept value and a regression coefficient that may significantly modify the interaction model's estimates. Researchers have not acknowledged the role of these two parameters when the correlation is used. A generalized root mean square error is proposed as an alternative indicator of accuracy that may be used with any model.     

Flexural gravity wave generation by initial disturbances in the presence of current

The effect of uniform current on the generation of flexural gravity waves resulting from initial disturbances at a point was analyzed in two dimensions. The problem was formulated as an initial boundary value problem under the assumptions of the linearized theory of water waves. By direct application of the Laplace transform and then the Fourier transform, explicit expressions for the velocity potential and free surface elevation were obtained in integral forms; these were evaluated asymptotically for large distances and times by the application of the method of the stationary phase to obtain the far field behavior of the surface elevations in specific cases. Simple numerical computations were performed to illustrate the effect of uniform current on the surface elevation, wavelength, phase velocity, and group velocity of the flexural gravity waves and on the far field behavior of the progressive waves in two different cases, namely, when there is an initial depression concentrated at the origin and an initial impulse concentrated at the origin.