剃齿时齿形中凹现象的形成机理

本文综合啮合原理、微分几何和弹性力学的基础理论,对剃齿过程中刀具齿面和被剃齿轮齿面间的失配进行了分析。最后利用径向力求出了齿面间的压切量,从而解释并验证了剃齿过程中产生的齿形中凹现象。这对提高剃齿精度、降低噪音有着重要意义。     

EQUILIBRIUM ALGORITHMS WITH NONMONOTONE LINE SEARCH TECHNIQUE FOR SOLVING THE TRAFFIC ASSIGNMENT PROBLEMS

This paper presents a unified bination algorithms （such as FrankWolfe problems. Global convergence results are framework of the nonmonotone convex comAlgorithm） for solving the traffic assignment established under mild conditions. The line search procedure used in our algorithm includes the nonmonotone Armijo rule, the non- monotone Goldstein rule and the nonmonotone Wolfe rule as special cases. So, the new algorithm can be viewed as a generalization of the regular convex combination algorithm.     

无缝线路站区拉方道岔施工技术方案探讨

结合具体实例阐述了无缝线路站区道岔拉方的施工方案,该方案是解决无缝线路道岔爬行有效的途径和方法.     

一维连通流形的分类（Ⅰ）

连通的一维流形在同胚的意义之下恰可分成７类，它们分别以下列７个空间作为代表：１）紧致区间［０，１］；２）半实轴［０，∞）；３）实数轴Ｒ；４）单位圆周Ｓ１；５）超穷长半直线［０，ω１）；６）单向超穷长直线（－∞，ω１）；７）（双向）超穷长直线（－ω１，ω１）．     

鳍线结构铌酸锂光波导调制器的总体设计

本文分析、计算了鳍线结构铌酸锂（ＬｉＮｂＯ＿３）光波导调制器的结构，标准的微波波导与调制器之间的过渡，对该调制器的总体结构作了优化设计，并在三厘米波段由数值计算给出一个工程设计的例子。     

线图求根

给定线图G,如何求得根图H,使G=L(H)?本文就无向图和有向图作出解答.     

Loss of antibody production accompanied by chromosome loss in a cloned hybrid line secreting antibodies to sheep red blood cells

Summary Somatic cell hybrids between Sp2/O-Ag14 mouse myeloma cells and lymphocytes derived from BALB/c mice hyperimmunized with sheep red blood cells (SRBC) were produced. One hybrid producing IgG₁ antibody to SRBC was selected, cloned twice and subsequently transferred to BALB/c mice. After a number of transfers it was found that the antibody titer in ascitec fluid gradually decreased. Cytogenetic analysis revealed gradual chromosome loss in the hybrid clone, which produced progressively less antibody.     

Hamilton图的代数刻划

运用矩阵方法,给出了连通图是Ｈａｍｉｌｔｏｎ图的一个代数刻划     

Construction of High Level Expression Cell Lines of Erythropoietin *

Ｅｒｙｔｈｒｏｐｏｉｅｔｉｎ（ＥＰＯ）ｉｓｏｎｅｏｆｔｈｅｍｏｓｔｉｍｐｏｒｔａｎｔｒｅｇｕｌａｔｏｒｙｆａｃｔｏｒｓｄｕｒｉｎｇｔｈｅｄｅｖｅｌｏｐｍｅｎｔｏｆｍａｍｍａｌｉａｎｅｒｙｔｈｒｏｃｙｔｅ,ａｃｔｉｎｇｍａｉｎｌｙｏｎｔｈｅｅｒｙｔｈｒ...     

形状误差的动态评定：逐次逼近规划方法的应用

本文讨论形状误差最小包容区域的判别方法。根据逐次逼近规则评定理论,将传统的静态评定方法发展为动态评定方法,给出形状误差最小条件的统一判别准则和计算设计方法。并以直线度误差评定为例,较为详细地介绍了欠逼近规划方法在形状误差中的应用,从而实现计算机的智能判别和仲裁。