筒形件旋压有限元分析中芯模和旋轮相对运动的处理方法  

The Treatment of Relative Motion between Mandrel and Roller in Numerical Simulation for Tube Spinning

作　　者：詹梅[1] 马上官[2] 

机构地区：[1]西北工业大学凝固技术国家重点实验室,西安710072 [2]西北工业大学材料科学与工程学院,西安710072

出　　处：《精密成形工程》2011年第6期107-111,共5页Journal of Netshape Forming Engineering

基　　金：国家高新技术研究发展计划项目(2008AA04Z122);国家自然科学基金资助项目(50405039);高等学校创新引智计划资助项目(B08040)

摘　　要：以ABAQUS仿真软件为平台,建立芯模自转与旋轮公转的两种筒形件正旋有限元模型,介绍了2种不同模型分析边界条件的设定。采用Python语言开发子程序提取模拟结果的三维坐标值,然后导入逆向工程软件Geomagic中还原为云图的方法,分析了2种模型模拟结果的贴模性、壁厚均匀性、径向应力应变,并比较了2种模型的计算时间。结果表明:芯模自转模型的模拟计算时间明显小于旋轮公转模型,芯模自转模型的贴模性与壁厚均匀性较旋轮公转模型更均匀,因此芯模自转模型较旋轮公转模型更适合于筒形件流动旋压的模拟分析。In this study a finite element （FE） model of mandrel autorotation and an FE model of roller-revolution for for-ward tube flow forming based on ABAQUS/Explicit code were created. Treatment of boundary condition for two models were presented in details. Three-dimensional coordinate values were extracted from simulation results, and then the values were imported into reverse-engineering software Geomagic using the subroutine developed by Python language. It is shown that simula- tion time by using the mandrel-autorotation model is significantly less than that by using roller-revolution model, the thickness and die fittingness distribute more uniform by using the mandrel autorotation model than those by using roller-revolution model. Therefore, the mandrel-autorotation model is the one suitable for simulation of the tube spinning.

关 键 词：筒形件旋压 数值模拟 ABAQUS 相对运动 

分 类 号：TG376[金属学及工艺—金属压力加工]