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1)  Stress Distribution
应力分布
1.
Deformation model and stress distribution of continuous extrusion process;
连续挤压变形力学模型与接触应力分布规律
2.
Application of homogenization method on the analysis of micro-stress distribution in non-continuous carbon nanotube reinforced composites;
均质化法在分析非连续碳纳米管增强复合材料微观应力分布规律中的应用
3.
Electromagnetic radiation laws of the stress distribution in working face;
回采工作面应力分布的电磁辐射规律
2)  strain distribution
应力分布
1.
Objective: Toanalyze thestrain distribution of bonearound theimplant?s cervical and apical area onvertical loads with linear strain gauges.
目的:在模型上比较在不同部位施加不同大小的垂直负荷对种植体周围骨的应力分布的影响。
2.
Objective To find out the character of the its strain distribution.
目的了解骶髂关节面应力分布的规律。
3.
Using ANSYS creates finite element calculating model of GIS shell flange,flange strain distribution disciplinarian with bolt pretightening force and without bolt pretightening force is obtained by applying PRETS179 and PTSMESH and is compared with the experimental result.
利用ANSYS软件建立GIS壳体法兰的有限元计算模型,用PRETS179和PTSMESH模拟壳体法兰在有螺栓预紧力作用和没有螺栓预紧力作用下的应力分布规律,并与实验结果进行比较。
3)  stress distributing
应力分布
1.
By means of finite element method, we analyze the stress distributing and fatigue state of tube mill hollow shaft of some factory applied self-produce FE soft ANSYS, provide the bases for estimating working circumstance of tube mill of running state.
利用有限元分析方法,应用自制的有限元软件ANSYS程序,对某厂管磨机出料中空轴的应力分布及疲劳状态进行分析研究,从而为判断运行状态中管磨机的工况提供依据。
2.
The stress distributing on the tube surface was measured.
利用光学显微镜和扫描电镜对7075-T6铝合金管材破裂断口特征及其覆盖物进行了分析;测试了管材表面的应力分布
4)  distribution of stress
应力分布
5)  stress field
应力分布
1.
The authors analyzed their performance,and obtained the hydrodynamic pressure distribution,film shape and the Mises stress field in the substrate.
轴承表面油槽中的油在油润滑时能防止轴承表面的胶合失效 ,而且这种轴承衬表面层的应力分布与光滑表面轴承也有显著不同。
2.
The stress field distributions of the silicon crystal during the loading and unloading process of indentation test we.
采用纳米压入法测量了4种硅晶体的微压痕特性,讨论了加载过程与卸载过程的特征,分析了硅晶体的纳米压入测量结果,同时计算了硅晶体中的应力分布
3.
Analysis of Stress Field of Journal Bearing;
本文对发动机的滑动轴承进行了计算,求解了滑动轴承的雷诺方程、粘度方程、密度方程与载荷方程,得到了压力分布与油膜厚度分布,进而通过接触力学分析得到轴承衬内的应力分布
6)  stress distributions
应力分布
1.
Thermal residual stresses and their effects on the stress distributions under the applied tensile and compressive loadings were studied by using the deformation model proposed in paper[1].
发展了文献 [1]中提出的变形模型 ,研究了短纤维增强金属基复合材料热残留应力的分布及其对拉伸和压缩载荷下应力分布的影响。
2.
As for SiC/RBSN ceramic matrix composites,the stress distributions of fiber,matrix and interfaces was analyzed under partial debonding/slipping and full debonding.
针对SiC/RBSN陶瓷基复合材料,在部分脱粘/滑移和完全粘结情况下,对纤维、基体、界面的应力分布进行了分析。
补充资料:应力分布
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性质:物体在加载的情况下,其表面和内部各点所受的应力大小和方向、应力分布不仅与材料性质和该物体的几何形状有关,而且与载荷大小和加载方式有关。弄清受载物体的应力分布是工程中十分重要的问题。测量应力分布的方法多种多样,如光弹应力分析、贴片法等。 

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