过滤机液位控制系统在洗煤厂的应用

介绍了过滤机液位控制系统的结构、功能及其在洗煤厂的应用情况，并根据其运行结果，指出了需改进的部分。     

燃料添加剂对柴油机烟粒燃烧的影响

考察了燃料添加剂对降低柴油机烟粒燃点温度的效应。含金属添加剂的柴油机烟粒被收集在金属纤维过滤器上,把原状烟粒样品移入实验室反应器,用模拟柴油机排气进行燃烧试验。实验结果表明,当烟粒中含有Pd或Cu时,烟粒的燃点温度可降至430℃左右(普通柴油机烟粒的燃点温度约600℃);Pd的添加还可大大降低烟粒一次燃烧产物中CO的分率。文中还对金属(催化剂)/烟粒接触程度和添加剂溶液中可燃性部分对烟粒燃烧的影响作了讨论。     

利用DA算法实现大规模FIR滤波器

分布式算法是一种广泛地应用在可编程逻辑序列（FPCA）和ASIC设计中计算乘积和的算法。DA算法的处理速度仅与输入的位宽有关，对于大规模乘积和的运算，其计算速度有着明显的优势。当输入位宽过大时，可以将DA算法改进成并串结构以获得更快的处理速度。该文对在FPCA中利用DA算法实现大规模FIR滤波器，提出了具体的实现方案。     

生物荧光激发滤光片及栅滤光片的研制

本文论述生物荧光激发滤片及栅滤光片的膜系设计，压缩滤光片通带的新方法以及制备滤光片所采取的工艺措施。     

Telomeres and meiosis in health and disease

Telomeres are important segments of chromosomes that protect chromosome ends from nucleolytic degradation and fusion. At meiosis telomeres display an unprecedented behavior which involves their attachment and motility along the nuclear envelope. The movements become restricted to a limited nuclear sector during the so-called bouquet stage, which is widely conserved among species. Recent observations suggest that telomere clustering involves actin and/or microtubules, and is altered in the presence of impaired recombinogenic and chromosome related functions. This review aims to provide an overview of what is currently known about meiotic telomere attachment, dynamics and regulation in synaptic meiosis.     

OFDM系统中的峰值平均包络功率比上下界的分析

本文主要对OFDM系统中的峰值平均包络功率比(PMEPR)的上下界进行了推导.推导结果表明,PMEPR的上界仅和数据序列的非周期自相关函数有关,这对于迅速去除PMEPR超过给定门限的数据序列是非常有用的.从推导的PMEPR下界看,只有当子载波数N很少时,它才会随N变化较大.针对一个16子载波的BPSK OFDM系统,本文借助于PMEPR的上界还对一种降低PMEPR的选择性映射技术进行了分析,并给出了所有可能信息序列的PMEPR分布.分析结果表明,最大PMEPR约为6.5dB,比最坏情况下的PMEPR减少了5.5dB.     

六自由度飞行模拟器体感模拟算法及仿真实现

针对国内首台直九飞机六自由度模拟器，研究了与之相应的体感模拟算法，并应用MATLAB及VC 建立了模型。在此模型的基础上，对一组实际飞行数据进行了仿真计算和分析。结果表明，该算法为充分发挥六自由度模拟器模拟能力提供了一种有效的方法。     

地桩沉降量单片机智能检测系统的研究

论述了以８０３１为控制核心的地桩沉降量检测系统的工作原理、系统组成。重点介绍了主要硬件电路的设计特点及软件设计思想，提供了部分硬件电路图及控制软件流程图。该系统具有自检、置数、动态显示、数据处理、打印等功能，使用方便，造价低     

Estimation and testing of time-varying coefficient regression models in the presence of linear restrictions

A linear regression model with random walk coefficients is extended to allow for linear restrictions between the coefficients to be satisfied at each point in time. Estimation in this model is shown to be no more involved than estimation in the standard model. It is also demonstrated how, after a slight modification to the testing problem, classical test procedures may be applied to the problem of testing for such restrictions. The performance of the Lagrange Multiplier test for a variety of different restrictions is then investigated via simulation. An empirical application involving testing for homogeneity in a random walk coefficient version of the AIDS model is given.