绕线机电脑程控器研制

介绍单片机作为智能元件设计绕线机电脑程控器,实现了断电数据保护,不报废线圈,恢复供电可继续尚未完成的绕制之生产要求,以自动根据负栽、电网电压进行动态调整的方式,提高和保证了绕制精度,整数计数时达±1匝,小数计数时达±0.1匝,可顺序循环,也可选一组或任意次序工作,抗干扰能力强,功耗低.用CTC计数,可用于高速绕制场合。     

生成可用周期序列的直接法

提出一种生成可用周期序列的直接方法,采用此法,只要根据一个可用周期序列中元素的位置即可直接生成多个相同周期的可用序列及相应的位置组合,或根据二、三个短周期可用序列即可生成数十个长周期的可用序列,此法对长周期序列尤为适用,效率比以往的方法可提高数十倍。     

基于人工神经网络基础上的汽轮发电机组励磁与转速控制

在对汽轮发电机组过渡过程和人工神经网络理论分析研究的基础上，把人工神经网络引入到对发电机组励磁与转速系统的控制中，根据分工合作、协调控制的原则提出了由两个三层ＢＰ网络为核心的ＡＮＮ综合控制器．该控制器能识别运行状态的变化，在故障时自动启动快关汽门装置，达到对机组的综合协调控制．最后给出了该控制器对单机－无穷大系统的数字仿真结果     

一种FEC控制器的研究

作者针对常规 Fuzzy 控制方式的局限性,将 Fuzzy 控制技术、常规控制技术和专家系统技术相结合,研制出一种新型的模糊专家控制器——FEC 控制器。我们着重探讨了以 Fuzzy 控制为主导的四种控制方式知识库的建立;提出应用 Fuzzy 控制技术实现系统推理、搜索的设想,设计了一种基于 Fuzzy 逻辑的推理机;运用 Fuzzy集理论解决了 FEC 控制器的参数自调整问题;对 FEC 控制器的品质和搜索算法进行了大量的数字仿真比较实验,并在 STD BUS 工业控制机上用该控制器实现了电阻炉温度控制。结果表明,该控制器实现了系统动态、静态品质的综合优化,为改进Fuzzy 控制系统的性能,完善不确定过程控制,提供了一种有效的、实用的方法。     

多级计算机控制系统可行性方案探讨

该文提出了一种应用于煤码头的计算机多级分布式控制系统的模式,论述了系统各级功能、软件配置、系统联连方式及数据通信。方案是可行的。     

OPTO 22控制系统热备技术研究

为使OPTO 22控制系统实现控制器热备份,需要解决主控制器与备份控制器之间的连接组织、数据交换、故障识别和自动切换等一系列问题.根据实践提出解决方案,对OPTO22控制系统的热备过程应注意的几个问题提出了解决方法并进行了分析.     

仪表风干燥器的PLC控制系统

本文介绍了可编程控制器（PLC）在仪表风干燥器控制系统中的应用，并给出了PLC控制的软、硬件系统设计，实践证明该控制系统先进可行并具有实用价值。     

Generalized reduced-order synchronization of chaotic system based on fast slide mode

A new kind of generalized reduced-order synchronization of different chaotic systems is proposed in this paper. It is shown that dynamical evolution of third-order oscillator can be synchronized with the canonical projection of a fourth-order chaotic system generated through nonsingular states transformation from a cell neural net chaotic system. In this sense, it is said that generalized synchronization is achieved in reduced-order. The synchronization discussed here expands the scope of reduced-order synchronization studied in relevant literatures. In this way, we can achieve generalized reduced-order synchronization between many famous chaotic systems such as the second-order D\"{u}ffing system and the third-order Lorenz system by designing a fast slide mode controller. Simulation results are provided to verify the operation of the designed synchronization.     

Iterated monoidal categories

We develop a notion of an n-fold monoidal category and show that it corresponds in a precise way to the notion of an n-fold loop space. Specifically, the group completion of the nerve of such a category is an n-fold loop space, and free n-fold monoidal categories give rise to a finite simplicial operad of the same homotopy type as the classical little cubes operad used to parametrize the higher H-space structure of an n-fold loop space. We also show directly that this operad has the same homotopy type as the n-th Smith filtration of the Barratt-Eccles operad and the n-th filtration of Berger's complete graph operad. Moreover, this operad contains an equivalent preoperad which gives rise to Milgram's small model for when n=2 and is very closely related to Milgram's model of for n>2.     

-actions whose fixed data has a section

Given a collection of real vector bundles over a closed manifold , suppose that, for some is of the form , where is the trivial one-dimensional bundle. In this paper we prove that if is the fixed data of a -action, then the same is true for the Whitney sum obtained from by replacing by . This stability property is well-known for involutions. Together with techniques previously developed, this result is used to describe, up to bordism, all possible -actions fixing the disjoint union of an even projective space and a point.