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激光烧结Al2O3/Ti系FGM的温度场与热应力场
引用本文:张同俊,李臻熙,李克平,李星国.激光烧结Al2O3/Ti系FGM的温度场与热应力场[J].激光技术,1999,23(1):57-61.
作者姓名:张同俊  李臻熙  李克平  李星国
作者单位:1.华中理工大学模具技术国家重点实验室, 武汉, 430074
基金项目:武汉工业大学校科研和教改项目 
摘    要:用有限元法对激光烧结Al2O3/Ti系FGM的温度场和残余热应力场进行了模拟计算,并对烧结过程试样中的温度分布进行了实时测量.结果表明:激光照射面(Al2O3层)和背光面(Ti层)的温度落差为325℃.陶瓷侧温度梯度大于金属侧,成分梯度指数p值愈大,陶瓷侧温度梯度愈大.试样内残余热应力分布受p值控制,依据残余热应力最小且陶瓷层为压应力的设计准则,确定了激光烧结Al2O3/Ti系FGM的最佳成分梯度指数p=0.5.

关 键 词:梯度功能材料    激光烧结    温度场    热应力场    有限元
收稿时间:1998-02-16
修稿时间:1998-06-04

Analysis on the field of temperature and thermal stress for Al2O3/Ti system FGM during laser sintering
Zhang Tongjun,Li Zhenxi,Li Keping,Li Xingguo.Analysis on the field of temperature and thermal stress for Al2O3/Ti system FGM during laser sintering[J].Laser Technology,1999,23(1):57-61.
Authors:Zhang Tongjun  Li Zhenxi  Li Keping  Li Xingguo
Abstract:We use finite element method to calculate temperature field and thermal stress field for Al2O3/Ti system FGM in the process of laser sintering.The temperature of the different layers of the sintering sample was measured with the thermocouples.The results show that the temperature drop between the laser irradiating surface(Al2O3/Ti layer) and the back surface(Ti layer) was 325℃,and the temperature gradient was more precipitous in Al2O3 ceramic layer than in Ti metal layer.We defined the parameter p,called component gradient of FGM sample,to indicate the level of the temperature gradient in ceramic Al2O3 layer.The thermal residual stress distribution mainly was dependent on the value of p.The axial shear stress occurred near the radial free edge,and transformed from compressive stress to tensile stress along with the increasing of p from less than 0.5 to greater than 0.5.The maximum radial stress occurred in the transition region between pure Al2O3 layer and graded interlayer.The distribution of circumferential stress was similar to radial stress distribution.All of the component of the thermal residual stress got the minimum when p=0.5.
Keywords:functional gradient material  laser sintering temperature field  thermal stress field  finite element method
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