Three-level designs: Evaluation and comparison for screening purposes

Since their introduction by Box and Hunter, resolution criteria have been widely used when comparing regular fractional factorials designs. In this article, we investigate how a generalized resolution criterion can be used to assess some recently developed three-level screening designs, such as definitive screening designs (DSDs) and screening designs from weighing matrices. The aim of this paper is to capture the projection properties of those three-level screening designs, complementing the work of Deng and Tang, who used generalized resolution and minimum aberration criteria for ranking different two-level designs, particularly Plackett-Burman and other nonregular factorial designs. An advantage of generalized resolution, extended here to work on three-level designs, is that it offers a useful criterion for ranking three-level screening designs, whereas the Deng and Tang resolution is used mainly for the assessment of two-level designs. In addition, we applied a projection estimation capacity (PEC) criterion to select three-level screening designs with desirable properties. Practical examples and the best projections of the designs are presented in tables.     

Solving method of generalized nonlinear dynamic least squares for data processing in building of digital mine

Data are very important to build the digital mine. Data come from many sources, have different types and temporal states. Relations between one class of data and the other one, or between data and unknown parameters are more nonlinear. The unknown parameters are non-random or random, among which the random parameters often dynamically vary with time. Therefore it is not accurate and reliable to process the data in building the digital mine with the classical least squares method or the method of the common nonlinear least squares. So a generalized nonlinear dynamic least squares method to process data in building the digital mine is put forward. In the meantime, the corresponding mathematical model is also given. The generalized nonlinear least squares problem is more complex than the common nonlinear least squares problem and its solution is more difficultly obtained because the dimensions of data and parameters in the former are bigger. So a new solution model and the method are put forward to solve the generalized nonlinear dynamic least squares problem. In fact, the problem can be converted to two sub-problems, each of which has a single variable. That is to say, a complex problem can be separated and then solved. So the dimension of unknown parameters can be reduced to its half, which simplifies the original high dimensional equations. The method lessens the calculating load and opens up a new way to process the data in building the digital mine, which have more sources, different types and more temporal states.     

人民币汇率变动对中国煤炭进口影响的实证研究

以2010年1月至2015年3月间的月度数据作为研究对象,在ADF单位根检验、自相关检验、协整检验的基础上,用广义差分法建立变量间长期稳定均衡关系,并建立表示变量间短期均衡关系的误差修正模型,实证分析人民币名义汇率的变动是否会对中国煤炭进口额产生影响以及产生怎样的影响。实证分析结果表明:人民币升值会导致中国煤炭进口额增加,中国煤炭价格指数上升长期会使中国进口更多的煤炭,代表中国经济发展水平的中国制造业采购经理指数也会影响中国煤炭进口,但影响不显著。     

基于广义预测控制的泵控马达调速系统的研究

为减小泵控马达系统中参数时变、外界扰动等不确定因素对调速性能的影响，提出了基于广义预测控制的控制方案，并设计了泵控马达系统调速性能测试试验台．给出了泵控马达调速系统的整体数学模型并得到其单输入单输出的传递函数．建立了泵控马达系统的受控自回归积分滑动平均模型，对广义预测算法进行推导．在液压马达转速受负栽扰动、转动惯量变化两种情况下进行了仿真分析，通过仿真结果可以看出，采用该方案以后泵控马达系统的调速性能具有良好的跟踪性能和鲁棒性阁4，参10．     

土-岩混合高边坡锚索（杆）加固前后稳定性分析

介绍了通用条分法(GLE)的基本方程,通过定义不同条间力倾角函数,可以方便的模拟各种简化条分法和严格条分法,如简化Bishop,简化Janbu,Spencer法,Morgenstern-Price法等。采用该方法对广州一土岩混合高边坡几种可能的滑动破坏形式进行稳定性分析,并对加固设计进行验算。分析表明采用的设计加固方案能够满足稳定性要求。     

脉冲磁场与脉冲磁场测量仪

简单说明低脉冲磁场发生装置的工作原理（储能电容放电式、晶体闸流管脉冲电压式）。设计并制作的峰值保持电子积分式脉冲磁场测量仪，用来测量持续时间大于约１０ｍｓ级的脉冲磁场，测量随机误差为±１％。     

利用ANSYS程序分析软岩冲击矿压及广义应力(应变)率准则

利用ANSYS程序分析了权台煤矿软岩冲击矿压。通过对所得数据的处理。总结出一种用于判断冲击矿压的广义应力(应变)率准则。即冲击矿压发生时。冲击点附近的应力(应变)变化比其他时刻同地的变化和其他位置同时刻的变化都为剧烈。并将这一准则用于工作面回采时的冲击矿压预测。结果是合理的。     

广义m法及在基坑支护结构计算中的应用

在基础设计中有熟悉的文克尔弹性地基模型,在桩水平力计算及支护设计中有m法,如考虑多层土层复杂情况,m法则无法求解,本文将此类问题归入广义m法,利用两结点Hermite单元形函数推导其刚度矩阵。此法便于编制计算机程序,已用于弹性地基梁、桩水平力计算、支护结构三维有限元结构计算     

灰元、灰代数及广义概率空间

把灰数结构理论推广到一般被认识对象,得到了灰元、灰事件及灰代数,在认知结构上建立了允许概率动态变化的广义概率空间;分析了A·H·Kолмогоров概率空间的局限性,讨论了广义概率空间的可能应用前景。     

用广义协调Coons混合曲面元分析中厚板的振动

利用文献[1]的厚薄板通用广义协调元Coons混合曲面法分析了中厚板的振动,其优点是自由度少、精度高、程序简便、收敛快。算例计算出了四边简支方板的前几阶频率,其结果与文献[2]的结果符合良好。