期刊文献+
共找到8篇文章
< 1 >
每页显示 20 50 100
具有大范围刚体运动的有限变形体几何描述
1
作者 陈占清 李天珍 《彭城职业大学学报》 2002年第2期91-93,共3页
给出了具有平行移动和整体刚性转动有限变形体的几何学描述,通过引入牵连坐标系实现了整体刚性转动与局部转动的分离,从而扩大了有限变形几何场论的应用范围。
关键词 刚体运动 有限变形体 虚拟约束 牵连坐标系 刚性转动
下载PDF
Effect of wire diameter compression ratio on drawing deformation of micro copper wire
2
作者 Tao HUANG Han-jiang WU +3 位作者 Ke-xing SONG Yan-min ZHANG Yan-jun ZHOU Shao-lin LI 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2024年第8期2605-2618,共14页
A crystal plasticity finite element model was developed for the drawing deformation of pure copper micro wire,based on rate-dependent crystal plasticity theory.The impact of wire diameter compression ratio on the micr... A crystal plasticity finite element model was developed for the drawing deformation of pure copper micro wire,based on rate-dependent crystal plasticity theory.The impact of wire diameter compression ratio on the micro-mechanical deformation behavior during the wire drawing process was investigated.Results indicate that the internal deformation and slip of the drawn wire are unevenly distributed,forming distinct slip and non-slip zones.Additionally,horizontal strain concentration bands develop within the drawn wire.As the wire diameter compression ratio increases,the strength of the slip systems and the extent of slip zones inside the deformation zone also increase.However,the fluctuating stress state,induced by contact pressure and frictional stress,results in a rough and uneven wire surface and diminishes the stability of the drawing process. 展开更多
关键词 micro copper wire drawing deformation crystal plasticity finite element slip mode
下载PDF
求解一个大挠度弯曲矩形板的挠曲面方程 被引量:1
3
作者 夏茂辉 毕晓华 常锦才 《河北理工学院学报》 CAS 2004年第3期94-98,107,共6页
应用大挠度弯曲薄板的第二类功的互等定理,求解均载一对边固定一对边简支大挠度弯曲矩形板的挠曲面方程。
关键词 大挠度弯曲矩形板 挠曲面方程 有限变形体 互等定理 第二类功
下载PDF
应用大挠度薄板功的互等定理求解四边固定矩形板的挠曲方程 被引量:1
4
作者 夏茂辉 毕晓华 常锦才 《唐山学院学报》 2004年第2期77-80,共4页
应用大挠度弯曲薄板的第二类功的互等定理,求解均载四边固定大挠度弯曲矩形板的挠曲面方程。
关键词 有限变形体 大挠度弯曲薄板 功的互等定理 基本系统 挠曲方程
下载PDF
应用大挠度薄板功的互等定理求解一对边固定一对边自由的矩形薄板
5
作者 夏茂辉 毕晓华 《通化师范学院学报》 2004年第2期8-12,共5页
应用大挠度弯曲薄板的第二类功的互等定理 。
关键词 大挠度薄板 互等定理 有限变形体 第二类功 弯曲矩形板 变形理论
下载PDF
Grain statistics effect on deformation behavior in asymmetric rolling of pure copper foil by crystal plasticity finite element model 被引量:4
6
作者 陈守东 刘相华 刘立忠 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2015年第10期3370-3380,共11页
The grain statistics effect was investigated through asymmetric rolling of pure copper foil by a realistic polycrystalline aggregates model and crystal plasticity element finite model.A polycrystalline aggregate model... The grain statistics effect was investigated through asymmetric rolling of pure copper foil by a realistic polycrystalline aggregates model and crystal plasticity element finite model.A polycrystalline aggregate model was generated and a crystal plasticity-based finite element model was developed for each grain and the specimen as a whole.The crystal plasticity model itself is rate dependent and accounts for local dissipative hardening effects and the original orientation of each grain was generated based on the orientation distribution function(ODF).The deformation behaviors,including inhomogeneous material flow,decrease of contact press and roll force with the increase of grain size for the constant size of specimens,were studied.It is revealed that when the specimens are composed of only a few grains across thickness,the grains with different sizes,shapes and orientations are unevenly distributed in the specimen and each grain plays a significant role in micro-scale plastic deformation and leads to inhomogeneous deformation and the scatter of experimental and simulation results.The slip system activity was examined and the predicted results are consistent with the surface layer model.The slip band is strictly influenced by the misorientation of neighbor grain with consideration of slip system activity.Furthermore,it is found that the decrease of roll force and the most active of slip system in surface grains are caused by the increase of free surface grain effect when the grain size is increased.The results of the physical experiment and simulation provide a basic understanding of micro-scaled plastic deformation behavior in asymmetric foil rolling. 展开更多
关键词 foil rolling grain heterogeneity crystal plasticity finite element deformation behavior
下载PDF
Numerical Analysis of Finite Deformation of Overbroken Rock Mass in Gob Area Based on Euler Model of Control Volume 被引量:10
7
作者 LIU Wei-qun MIAO Xie-xing 《Journal of China University of Mining and Technology》 EI 2006年第3期245-248,共4页
The overbroken rock mass of gob areas is made up of broken and accumulated rock blocks compressed to some extent by the overlying strata. The beating pressure of the gob can directly affect the safety of mining fields... The overbroken rock mass of gob areas is made up of broken and accumulated rock blocks compressed to some extent by the overlying strata. The beating pressure of the gob can directly affect the safety of mining fields, formarion of road retained along the next goaf and seepage of water and methane through the gob. In this paper, the software RFPA'2000 is used to construct numerical models. Especially the Euler method of control volume is proposed to solve the simulation difficulty arising from plastically finite deformations. The results show that three characteristic regions occurred in the gob area: (1) a naturally accumulated region, 0-10 m away from unbroken surrounding rock walls, where the beating pressure is nearly zero; (2) an overcompacted region, 10-20 m away from unbroken walls, where the beating pressure results in the maximum value of the gob area; (3) a stable compaction region, more than 20 m away from unbroken walls and occupying absolutely most of the gob area, where the beating pressures show basically no differences. Such a characteristic can exolain the easy-seeoaged “O”-ring phenomena around mining fields very well. 展开更多
关键词 overbroken rock mass plastically finite deformation method of control volume bearing pressure
下载PDF
The instability of an elastic planet with a liquid core
8
作者 Shengjun Fan Yanju Liu Fei Jia 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2022年第12期101-110,共10页
Considering a spherical planet with a liquid core surrounded by a solid shell,we developed a quasi-static model to investigate the deformation of the double-layered planet with self-gravity and obtained the boundary v... Considering a spherical planet with a liquid core surrounded by a solid shell,we developed a quasi-static model to investigate the deformation of the double-layered planet with self-gravity and obtained the boundary value problem about radial equilibrium,which is solved by the numerical methods.The effects of governing parameters about geometry,density and bulk modulus on the deformation of the planet with self-gravity were discussed.In addition,we also developed the incremental equation theory to investigate the stability of the double-layered planet under its own gravity.It is concluded that instability is more likely to occur on the planet with smaller liquid cores when the outer radius and density of the planets are constant.Although we only study special double-layered planets,these methods can be conveniently extended to complex multi-layered planets. 展开更多
关键词 INSTABILITY Double-layered PLANET GRAVITY DEFORMATION
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部