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- stress function element 应力函数单元
- Explains the functions availabe for use with the Function element. 说明可与函数元素一起使用的函数。
- Selecting the adequate stress function and making it satisfy the correspondent boundary condition,this paper gives the distribution of stress and displacement in a semi-infinite cone subjected to a vertical concentrated force at the apex. 本文选择适当的应力函数并使其满足相应的边界条件;得出了顶端受竖向集中力的半无限圆锥体中的应力与位移的分布.
- According to the nature of two-dimensional biharmonic equations,this paper obtains a polynomial solution of the biharmonic equation for stress function by means of the MATHEMATICA software. 根据二维双调和方程的特点并借助于MATHEMATICA软件,得到了应力函数双调和方程的多项式解答。
- An element tangent stiffness equation was derived based on the secant stiffness equation of stability function elements with shear deformation effects considered. 以考虑剪切变形影响的稳定函数单元的割线刚度方程为基础,导出了单元切线刚度方程。
- By substituting the mapping function into it governing boundary equation, the complex stress functions can be obtained as a result of evaluating Cauchy integrals. 藉由歌西积分,其所对应之复变应力函数便可求得。
- Each category is related to a functional element within the computer and has a set of standard counters assigned to it. 每个类别均与计算机内的一个功能元素相关,并且为每个类别均分配了一组标准计数器。
- It wants to make GCSE maths and English tougher by bringing a “functional” element into the exams. 政府试图通过把“实用性”要素放到考试里,使得GCSE的数学和英语更难。
- Eubanks , R.A. and E.Sternberg, “On the Completeness of Boussinesq-Papkovitch Stress Functions”, J.Rat.Mech.Analy. 邵德文、周宜兴,切力作用在二分之一空间固体表面解析解正确性之探讨,硕士论文,淡江大学机械工程研究所,民国88年6月。
- Parts adopt jumping type design stressing functional subareas. 局部跃式设计,强调功能分区。
- Stress can be the undoing of so many fine players. 紧张可能是这许多优秀选手失败的原因。
- The government is trying to do something.It wants to make GCSE maths and English tougher by bringing a “functional” element into the exams. 政府也在尽力改进这一现状,试图通过把“实用性”要素放到考试里,使得GCSE的数学和英语更难。
- Design philosophy of furniture, which is considered as a functional element in interior space, is to be deliberating in the study. 以家具为室内空间中之机能元素之一,探讨家具设计之创新思维。
- By taking the Cauchy integral for each term of the boundary equation, the complex stress functions corresponding to the flexural loads are formulated. 经由对边界方程式取歌西积分后,便可求得对应于侧向负载之复变应力函数。
- The Three Dimension Stress Function 三维应力函数
- Function element in the wider sense 广义函数元素
- OFEP Operation Function Element Program 运行功能元程序
- Deduce Stress Function by Stress Boundary Condition 从应力边界条件推求应力函数
- From the governing equations of the elastic plane problem and the Airy stress function, the fundamental analytical solutions are first derived and then used as the trial functions to formulate the elements: ATF-Q4a, ATF-Q4b and ATF-Q4q. 根据弹性力学平面问题的控制方程和艾雷应力函数,求出问题基本解析解,然后用其作为试函数来构造单元:ATF-Q4a、ATF-Q4b、ATF-Q4q。
- ramified algebraic function element 分岐代数函数元素