计算机噪声仿真的软硬件设计方法

本文结合具体科研项目，提出两种实用计算机噪声仿真方法，方法之一是根据噪声分析程序提供时域波形数据文件，通过格式处理形成ＷＡＶ文件，然后在声卡上播放。另一种方法是在ＰＣ机的打印机接口处外接专门放音装置，这两种办法依据充分，方法切实可行，达到工程实用，对工业噪声的主要评价分析及噪声控制的研究提供了强有力的开发工具。     

钨系延期药燃速的影响因素分析

采用试验和数学回归分析的方法探讨了组分配比，钨粉粒度，附加物化钙等主要因素对钨系延期药燃速的影响。     

加速路径时滞故障的强健测试产生

探讨如何利用针对固定型故障测试产生的比较成熟的算法，结合时滞故障的特点，进行路矩时滞故障的强健测试产生，在十值逻辑完备的基础上，提出最大输入组的概念，减少测试过程中不完善和重复的选择；给出多路回退过程中的目标传播规则，以减少传播过程中的目标个数，加快回退速度；改进了路径敏化方法，强调了对局部结果的保存和利用，减少重复计算，探讨了时滞测试中ＸＯＲ／ＮＸＯＲ门的直接处理方法，在ＦＡＮ算法基础上，实现了     

针对广义控制对象的一维鲁棒PID控制器

在现代鲁棒控制理论基础上，针对广义控制对象提出一种一维鲁棒ＰＩＤ控制器设计方法，其优点是控制器参数可以解析得到，控制器只有一个可调的参数，被调参数与系统的鲁棒性有直接的联系，特别地控制器可以很好地用于大纯滞后控制对象。仿真结果表明本文方法与其他方法相比具有本质的改进。     

Financial prediction: Some pointers,pitfalls and common errors

There is growing interest both in the field of neural computing and in the financial world in the possibility of using neural networks to forecast the future changes in prices of stocks, exchange rates, commodities and other financial time series. Since networks have been shown to be capable of modelling the underlying structure of a time series, many attempts have been made at exploiting that capability in order to carry out a technical analysis of such prices. If the efficient markets hypothesis is true, however, there is no underlying structure to be modelled, and the whole endeavour is doomed to failure. This paper investigates the common methods for such an approach, and outlines the major pitfalls and common errors to avoid. The author hopes that by pointing out the possible pitfalls now, we can avoid making claims to the commercial world before we are properly ready to do so.     

全自动气压罐的自控电路

通过对现有的气压罐控制电路的分析，引入数字逻辑电路，可控硅无触点控制电路取代传统的继电器．接触器网络，使整个电路实现了无电触点全自动控制，大大提高了电路工作的可靠性．     

延迟线解调光PSK信号时的量子噪声谱

本文分析了延迟线法解调光PSK信号时的量子噪声谱,讨论了检测条件、信号传输速率等对量子噪声的影响。     

激光工作参数对铜蒸气激光器振荡—放大链最佳延时影响的实验研究

本文研究了氖气压、输入电压、管壁温度和放电管气氛对铜蒸气激光器振荡—放大链最佳延时的影响。结果表明,激光工作参数对黄光影响较大。当激光工作参数改变时,最佳延时相对于最大放大区(10ns)有较大的变化。     

L approximation of a parabolic system regarded as a delay system

We present an approach to the problem of finding an L^∞ approximant of the infinite-dimensional system describing the diffusion of heat in a wall. We show that this system can be regarded as a delay system with Laplace variable √s. We are able to get results, established in Zwart et al. (1988), about partial fraction expansion for delay systems, achieved by some adjustment to the specificities of our particular case. The determination of an L^∞ approximant is realised in two steps, using the optimal Hankel-norm approximation.