On the diameter of geometric path graphs of points in convex position

For a set S of n points in convex position in the plane, let P(S) denote the set of all plane spanning paths of S. The geometric path graph of S, denoted by Gn, is the graph with P(S) as its vertex set and two vertices P,Q∈P(S) are adjacent if and only if P and Q can be transformed to each other by means of a single edge replacement. Recently, Akl et al. [S.G. Akl, K. Islam, H. Meijer, On planar path transformation, Inform. Process. Lett. 104 (2007) 59-64] showed that the diameter of Gn is at most 2n−5. In this note, we derive the exact diameter of Gn for n?3.     

基于图像处理的晶体生长直径检测技术

针对单晶硅生长过程中的直径测量,提出一种“不在同一条直线上的三点确定圆”的直径测量算法.首先对获取到的单晶生长图像进行图像预处理,提取单晶体的边缘信息,然后基于“不在同一条直线上的三点确定圆”的原理,对部分“释热光环”提取特征点,从而获取硅单晶直径像素值,再通过量纲转化把直径像素值转化为长度值.试验表明,该算法获得的硅单晶直径的准确率满足直径检测系统的要求.     

The spined cube: A new hypercube variant with smaller diameter

Bijective connection graphs (in brief, BC graphs) are a family of hypercube variants, which contains hypercubes, twisted cubes, crossed cubes, Möbius cubes, locally twisted cubes, etc. It was proved that the smallest diameter of all the known n-dimensional bijective connection graphs (BC graphs) is , given a fixed dimension n. An important question about the smallest diameter among all the BC graphs is: Does there exist a BC graph whose diameter is less than the known BC graphs such as crossed cubes, twisted cubes, Möbius cubes, etc., with the same dimension? This paper answers this question. In this paper, we find that there exists a kind of BC graphs called spined cubes and we prove that the n-dimensional spined cube has the diameter ⌈n/3⌉+3 for any integer n with n?14. It is the first time in literature that a hypercube variant with such a small diameter is presented.     

Bottom-up pyramid cellular acceptors with three-dimensional layers

In 1997, C.R. Dyer and A. Rosenfeld introduced an acceptor on a two-dimensional pattern (or tape), called the pyramid cellular acceptor, and demonstrated that many useful recognition tasks are executed by pyramid cellular acceptors in time proportional to the logarithm of the diameter of the input. They also introduced a bottom-up pyramid cellular acceptor which is a restricted version of the pyramid cellular acceptor, and proposed some interesting open problems of the bottom-up pyramid cellular acceptors. On the other hand, we think that the study of threedimensional automata has been meaningful as the computational model of three-dimensional information processing such as computer vision, robotics, and so forth. In this paper, we investigate about bottom-up pyramid cellular acceptors with three-dimensional layers, and show their some accepting powers. This work was presented in part at the 13th International Symposium on Artificial Life and Robotics, Oita, Japan, January 31–February 2, 2008     

基于BDD算法的系统安全性分析

随着现代武器系统越来越趋于大型化和复杂化,采用事故树方法进行系统安全性分析的难点问题也日益突出,本文研究了基于BDD的FTA优化求解算法,并采用此方法对某系统进行了相关安全性分析。     

成型阴极脉冲电化学光整加工在轧辊上的应用

采用成型阴极对冷轧丝杠轧辊进行脉冲电化学光整加工.文章介绍了该方法的基本原理,给出了实验装置,在一定的工艺条件下,对轧辊进行了脉冲电化学光整加工.结果表明,该方法能将轧辊表面粗糙度从0.3μm减小至0.06μm.     

轧辊表面激光强化处理技术的初步应用及探讨

介绍了合作开发轧辊表面激光强化处理技术的初步实践，以及激光的强化机制、应用效果，对使用激光处理轧辊在生产中暴露出来的问题提出了解决方案。     

三铰点轻压下水平扇形段辊缝控制方法

针对三铰点轻压下水平扇形段的结构特点,介绍了该扇形段标定方法,用测试的方法确定了最小的标定压力.通过对测试数据的分析,找到了一种辊缝补偿的方法,并且用试验测试的方法验证了其合理性.     

精密轧辊磨床磨削缺陷分析及对策

分析了精密轧辊磨床常见磨削缺陷的几何形态、产生原因和影响因素,提出了消除和预防轧辊表面磨削缺陷的分析方法与措施,并以实例证明了其实用性和正确性。     

连杆机构在钢管矫直机进料辊道设计中的应用

矫直机进料辊道是钢管矫直工艺中必不可少的辅机设备之一。采用两个简单的连杆机构,来设计辊道升降机构和拨料翻盖机构,达到了设计要求,实现了预定功能。整个设备结构简单,各运动机构协调一致,节约了设计制造成本,提高了企业经济效益。