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1)  side trimmer
圆盘剪
1.
Design and research of the turret side trimmer;
双刀头机架旋转式圆盘剪的研制
2.
The mechanical composition of newly designed side trimmer and chopper in transform to cold rolling recoiler line, and of main technical data and features in designing structure are introduced.
介绍了冷轧切边重卷机组改造中,新设计切边圆盘剪及碎边剪的设备组成、主要技术参数及设计结构特点。
2)  disc shear
圆盘剪
1.
,the article briefly analyzes stress state of the disc shear in course of trimming cold aluminum sheet,analyzes the cause of aluminum sheet\'s shape wave,then puts forward the measures decreasing and amending the shape wave when using the disc shear.
结合东北轻合金有限责任公司1#、2#铝冷轧机的生产工艺和设备情况,对圆盘剪在冷轧铝板带切边过程中的受力进行分析,同时分析铝带形成切边浪形的原因,并结合生产实践,提出了减少及改善圆盘剪切边浪形的措施。
2.
Main equipment design of strip slitting unit applied for big steel coil,heavy thickness and high strength,such as uncoiling machine,disc shear and recoiler were researched.
对大卷、厚壁、高强度钢带纵剪机组的主要设备如开卷机、圆盘剪、卷取机的设计进行了探讨。
3)  Rotary Shear
圆盘剪
1.
Structural Analysis and Design for Double Headed Rotary Shear;
双头回转式圆盘剪结构分析与设计
2.
The characteristics of theoretical calculation about shearing force of rotary shear were introduced and the model of shearing system was established,On this basis,shearing force was simulated by means of computer.
介绍了圆盘剪剪切力理论计算的特点,建立了圆盘剪虚拟样机,在此基础上进行剪切力计算机仿真。
4)  rotary trimming shears
圆盘剪
1.
According to the trimming-mechanism and the trimming-deformation process of the strip,the trimming force and the driving power of rotary trimming shears are analyzed and calculated.
从剪切机理、板带的剪切变形过程,分析计算圆盘剪剪切力和传动功率,介绍了圆盘剪开口度调整装置,剪刃侧间隙调整机构和重叠量调整机构以及侧间隙和重叠量对剪边质量的影响。
5)  blade of disk shear
圆盘剪剪刃
1.
This paper based on production practice,analyzed the cause of the blade of disk shear and scrap shear.
本文结合生产实践,通过对园盘剪的圆盘剪剪刃和碎边剪剪刃经常出现的崩口现象进行分析,有针对的提出各项预防措施和解决方法,提高了园盘剪剪刃与碎边剪剪刃的使用寿命,很大程度减少了停车时间,提高了生产效率。
6)  circle shear blade
圆盘剪刃
补充资料:多圆盘


多圆盘
polydisc

多圆盘t州y此c;no月,即yr」,多圆柱(polycy如der) 复空问C月(n)l)中的一区域 △二△(a=(a,,…,a。),厂二(r,,…,r。))= ={:=(:,,…,:。)〔C”:!:一“,】<;,, ,=l,…,n},它是,;个圆盘的拓扑积 △二△lx…x△。, △,={:,苦C“}“,一a,J0,V二1,…,。,是它的多半径(polyradius).当a二0,r=(l,一,1)时可得单位多圆盘(画t卯bdjsc).△的特异边界(distj奥卿shedbouJld盯y)是集合 T=T(“,:)= =毛:任C”:}:,一a,】=r,,,=l,二,n},它是完全拓扑边界刁△的一部分.多圆盘是一完全R凶曲翻rd七区域(Reinhardt doln姐n). 多圆盘概念的一个自然拓广是一多区域(polyre-脚n)(多圆型区域(polvcirc吐场r regon),广义多圆柱(general止ed加lycyl角der))D=D,x…x刀。,它是(一般为多连通的)区域D、.CC(v二1,二,n)的拓扑积.多区域D的边界r二刁D由n个Zn一I维的集合组成二 r、一{:‘C”::,‘口D,,:,“D,,拜笋v}, v=1,…,n.它的公共部分是D的。维特异边界(distin助shedboux〕dary): T=日D一x·‘’x刁D。二 二{:〔C”::,任刁D,,?二1,…,n}. E.八.C叨咖eHuea撰[补注]
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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