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排序方式: 共有10000条查询结果,搜索用时 281 毫秒
991.
STATISTIC MODELING OF THE CREEP BEHAVIOR OF METAL MATRIX COMPOSITES BASED ON FINITE ELEMENT ANALYSIS 总被引:1,自引:0,他引:1
岳珠峰 《应用数学和力学(英文版)》2002,23(4):421-434
IntroductionThecreepbehaviorofshortfiberreinforceMetalMatrixComposites (MMCs)dependsonthefollowingfactors,suchasthecreeppropertyofthematrix ,elasticandfracturespropertiesofthefiber,geometricparametersofthefibers,arrangementofthefibersandthepropertyofthef… 相似文献
992.
993.
Guan Huimin Liao Zhenpeng 《Acta Mechanica Solida Sinica》1995,8(4):283-293
Wave motion in finite element models presents some characteristics different from thoseof wave motion in continuum,which leads to the errors and other special phenomena in finite elementsimulation of wave motion.The wave propagation in a 3-D finite element model is studied by utilizingthe formal solution in the paper,and the corresponding dispersion relations are derived.Then the mainproperties of wave motion in 3-D grids such as dispersion,cut-off frequency and polarization drift arediscussed.Characteristics different from those of wave motion in 2—D grids are revealed. 相似文献
994.
Wu Chengwei 《Acta Mechanica Sinica》1993,9(2):124-130
Bilinear rheological lubrication mechanics provides an important basis for the designs of recently developed electrorheological
(ER) “smart”journal bearings and those lubricated by mixed fluid-solid lubricants. But there is not yet a reliable and efficient
numerical method for such a problem of non-Newtonian fluid mechanics. In the present paper, a finite element method (FEM)
together with mat hematical programming solution is successfully used to solve such a problem. A reliable and generalized
numerical method for the designs of electrorheological “smart” journal bearings and the bearings lubricated by mixed fluid-solid
lubricant is presented. 相似文献
995.
本文根据塑性流动理论的基本公式,由隐式积分导出了与路径无关的变量更新算法和一致切线模量。采用单元广义应力应变直接离散塑性流动定律,构造了杂交应力单元一致切线刚度矩阵的显式表达式,编制了结构有限元程序SAFE,数值算例表明:本文的计算方法和计算程序是正确可靠的,可用于弹塑性板壳结构的非线性分析,计算结果屈曲临界载荷和极限承载能力。 相似文献
996.
SELF-ADAPTIVE STRATEGY FOR ONE-DIMENSIONAL FINITE ELEMENT METHOD BASED ON ELEMENT ENERGY PROJECTION METHOD 总被引:1,自引:0,他引:1
Based on the newly-developed element energy projection (EEP) method for computation of super-convergent results in one-dimensional finite element method (FEM), the task of self-adaptive FEM analysis was converted into the task of adaptive piecewise polynomial interpolation. As a result, a satisfactory FEM mesh can be obtained, and further FEM analysis on this mesh would immediately produce an FEM solution which usually satisfies the user specified error tolerance. Even though the error tolerance was not completely satisfied, one or two steps of further local refinements would be sufficient. This strategy was found to be very simple, rapid, cheap and efficient. Taking the elliptical ordinary differential equation of second order as the model problem, the fundamental idea, implementation strategy and detailed algorithm are described. Representative numerical examples are given to show the effectiveness and reliability of the proposed approach. 相似文献
997.
Zhenjun Yang 《Acta Mechanica Sinica》2006,22(3):243-256
The scaled boundary finite element method (SBFEM) is a recently developed numerical method combining advantages of both finite element methods (FEM) and boundary element methods (BEM) and with its own special features as well. One of the most prominent advantages is its capability of calculating stress intensity factors (SIFs) directly from the stress solutions whose singularities at crack tips are analytically represented. This advantage is taken in this study to model static and dynamic fracture problems. For static problems, a remeshing algorithm as simple as used in the BEM is developed while retaining the generality and flexibility of the FEM. Fully-automatic modelling of the mixed-mode crack propagation is then realised by combining the remeshing algorithm with a propagation criterion. For dynamic fracture problems, a newly developed series-increasing solution to the SBFEM governing equations in the frequency domain is applied to calculate dynamic SIFs. Three plane problems are modelled.
The numerical results show that the SBFEM can accurately predict static and dynamic SIFs, cracking paths and load-displacement curves, using only a fraction of degrees of freedom generally needed by the traditional finite element methods.The project supported by the National Natural Science Foundation of China (50579081) and the Australian Research Council (DP0452681)The English text was polished by Keren Wang. 相似文献
998.
999.
Study on failure process of delaminated stiffened composite plates under compression 总被引:4,自引:0,他引:4
Failure behavior of the delaminated stiffened composite plates under compression is studied by the finite element method,
based on a Global-Local variational model. A virtual crack closure technique and a self-adaptive grid moving scheme are proposed
to predict the delamination growth process. The contact effect along the delamination front is considered. The numerical results
show that the influences of the distribution and location of the stiffeners, the configuration and size of the delamination,
the boundary condition and the contact upon the failure behavior of the plates are significant.
The project supported by the National Natural Science Foundation of China (59975014) 相似文献
1000.
将基于应变软化玻璃状高分子材料微观特征建立的BPA8-链分子网络模型引入UpdatingLagrange有限元方法,建立了适于变形局部化分析的大变形弹塑性有限元驱动应力法.在此基础上,数值模拟了初始各向同性高分子材料平面应变拉伸变形局部化的传播过程.探讨了BPA模型对具有加工硬化特性的结晶性高分子材料变形分析的适应性;分析了局部化传播过程中颈缩截面的非均匀应力三轴效应;最后,讨论了网格尺寸以及初始几何不均匀性对颈缩扩散以及应力三轴效应的影响 相似文献