堆焊切粒刀技术初探

介绍堆焊切粒刀的优点 ,着重探讨了采用靠模法加工堆焊切粒刀螺旋槽的原理 ,论证了所介绍加工工艺的合理性 .事实证明 ,采用介绍的加工工艺生产的堆焊切粒刀 ,可满足设计的技术性能 ,质量可达到国外同类产品的水平     

Experimental Study on the Milling of a Ti Beta 21S

Ti Beta 21S (Ti-15Mo-2.7Nb-3Al-0.2Si) was devel op ed by TIMET in 1989. It is a metastable beta titanium alloy that offers subs tantial weight reductions over other engineering materials. Compared with common beta Ti alloys, it offers the high specific strength, good cold formability, im proved oxidation resistance, elevated temperature strength, creep resistance, an d thermal stability. Besides the common characters of titanium alloy, such as po or heat diffusivity, low elastic modulus, Ti Beta 21S has ...     

The Extraction Method of Cutting Engagement in Ball-end Milling Simulation

Ball-end mill is widely used in workpiece processi ng with free-form surfaces. Such models that can predict processing character istics precisely are very necessary to the aim of cost reducing, quality improvi ng and productivity progressing, the cutting force prediction is the most import ant among these models. To explore the physical essence of metal cutting, model researchers commonly simplify the geometric conditions in cutting process, and a ssume that the geometric parameters that are needed to s...     

SQJ-Ⅰ型大型石球圆筒刀具对心加工设备的研制与应用

阐述了球面与圆筒刀具对心加工原理。介绍了应用该原理研制的SQJ—I型大型石球加工设备的结构特点、加工过程和性能特点。     

BM-20Д2型排粉机轴封漏粉改造

阐述了漳泽发电厂二期BM-20Д2型排粉机轴封漏粉原因、轴封结构及改造方法。     

运动处方对三大球运动伤病的监测与分析

三大球运动是对抗性、竞争性、趣味性很浓的运动项目,在运动过程中,由于多种原因,会出现多样性伤病.本文就体育专业学生三大球运动伤病状况作调查统计分析,开设制定相应的运动处方,尽量减少或预防伤病的产生,以期更好地完成教学、训练任务.     

实空间上的闭子集与相似包含关系

Paul Frdos曾提出如下关于实直线R的问题：是否对R的每一个无限子集X，都存在一个具有正测度（Lebesgue测度）的闭子集E，使得E的任何子集都不相似于X（E的任何子集都不与X线性同胚）。1984年，Falconer证明了如下结论：对于一个满足limxn=0和linxn 1/xn＝1的单调递减的正实数列{xn}，Erdos问题有一个部分肯定的解答。本文将证明：上述关于数列的条件可以替换为更一般的（弱一些的）条件。最后把本文的相应结论推广到有限维欧氏空间R^n中。     

求解线性方程组的超几何球法

由解析几何观点知道,线性方程组解的几何意义是方程组中各个方程所代表的超平面的交点.根据直径对应的圆周角是直角以及直角三角形中短边对小角的原理进一步知道,当将初始点向线性方程组中各个方程所代表的超平面上投影得到投影点时,初始点和其任何一个投影点及方程组的解点都将位于一个相应的超球面上,其中必定存在一个投影点离问题解点的距离最短,即把该点作为下一次迭代的初始点,从而可将线性方程组求解的问题变成球面上逼近解点的迭代问题.利用此方法通过计算几个良(病)态线性方程组算例,说明该方法不仅具有一定的抗病态性,而且简单实用.     

步进电机细分技术在经济型数控机床中的应用

本文叙述了步进电机细分原理及微机控制系统，并将其应用于经济型数控铣床的横向进给伺服系统，有效提高了开环数控系统的定位精度。     

Study on End Milling Generation Surface Model and Simulation in View of Main Axle s Tolerance

In accordance with the relative movement between end-milling cutter and workpiece surface, a theoretical generation model for milled surface was established with the movement error of principal axle considered. Then the milled surfaces under various cutting condition were simulated, the results of which showed that end milled surfaces were of “vaulted profile“, heights of surface irregularty at various points to be different with maximum value in the middle and smaller at both sides, the difference were ...