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基于有限元模型的蜂窝芯层面内等效弹性模量仿真 被引量:8
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作者 周金翠 盛美萍 张安付 《机械强度》 CAS CSCD 北大核心 2015年第3期488-492,共5页
建立蜂窝芯层有限元模型,并基于广义胡克定律分析蜂窝芯层中胞元数目对面内等效弹性模量的影响。具体算例表明:蜂窝芯层横向胞元数变化对其面内横向等效弹性模量影响较小,对纵向等效弹性模量影响较大;纵向胞元数变化严重影响蜂窝芯层面... 建立蜂窝芯层有限元模型,并基于广义胡克定律分析蜂窝芯层中胞元数目对面内等效弹性模量的影响。具体算例表明:蜂窝芯层横向胞元数变化对其面内横向等效弹性模量影响较小,对纵向等效弹性模量影响较大;纵向胞元数变化严重影响蜂窝芯层面内横向等效弹性模量,但对纵向等效弹性模量影响较小。同时得到结论:当蜂窝芯层纵向尺寸与横向尺寸比值小于1.3时,其面内横向等效弹性模量小于纵向等效弹性模量;反之,横向等效弹性模量大于等于纵向等效弹性模量;对于大尺度结构,可建立缩比模型求解其等效弹性模量。 展开更多
关键词 蜂窝芯层 等效弹性模量 有限 胞元数
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Evolution of microstructure of aluminum alloy hollow shaft in cross wedge rolling without mandrel 被引量:3
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作者 YU Zi-ming PENG Wen-fei +2 位作者 ZHANG Xiao OLEKSANDR Moliar TITOV Viacheslav 《Journal of Central South University》 SCIE EI CAS CSCD 2022年第3期807-820,共14页
During the process of cross wedge rolling of aluminum alloy hollow shaft, the evolution of its microstructure has an important influence on the mechanical properties of the rolled piece. In order to obtain the microst... During the process of cross wedge rolling of aluminum alloy hollow shaft, the evolution of its microstructure has an important influence on the mechanical properties of the rolled piece. In order to obtain the microstructure evolution law of aluminum alloy hollow shaft in cross wedge rolling without mandrel, a finite element model is constructed through the finite element software Deform-3D. The influences of rolling temperature, sectional shrinkage,spreading angle and forming angle on the average grain size of rolled piece are studied by numerical simulation of microstructure evolution. The cellular automata method reveals the inherent relationship between the process parameters and the evolution of the microstructure, and provides a reference for optimizing the rolling process parameters of aluminum alloy hollow shafts and improving the forming quality. The results show that the average grain size of the rolled piece increases with the increase of the rolling temperature, decreases with the increase of the sectional shrinkage,and decreases first and then increases with the increase of the spreading angle, and changes little with the increase of the forming angle. 展开更多
关键词 cross wedge rolling without mandrel hollow shaft cellular automata rolling parameters microstructure evolution
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