排序方式: 共有56条查询结果,搜索用时 0 毫秒
1.
This paper gives the direct formulas of stiffness matrixes of two kinds of Kirchhoffnonlinear elements under total-Lagrange coordinate.For the first one,it includes not onlythe quadric terms of increments of strain and displacement but also.the influence ofrotations.For the second one,it is simplifies and its nonlinear is considered by taking intoaccount the influence of axial force on the equilibrium epuation in the linear beam.theory.The nonlinear equation obtained from both of the above-said elements is solved bymixed Newton-Raphson method,and by comparing the results obtained from two kinds ofnonlinear beam some important conclusions that we can know how to use them right aregiven in our paper. 相似文献
2.
3.
A coupled viscoplasticity damage constitutive model for concrete materials is developed within the framework of irreversible thermodynamics.Simultaneously the Helmholtz free energy function and a non-associated flow potential function are given, which include the internal variables of kinematic hardening,isotropic hardening and dam- age.Results from the numerical simulation show that the model presented can describe the deformation properties of the concrete without the formal hypotheses of yield criterion and failure criteria,such as the volume dilatancy under the compression,strain-rate sen- sitivity,stiffness degradation and stress-softening behavior beyond the peak stress which are brought by damages and fractures.Moreover,we could benefit from the application of the finite element method based on this model under complex loading because of not having to choose different constitutive models based on the deformation level. 相似文献
4.
针对粘弹塑性统一本构模型参效众多的特点和传统评估参效方法的缺点,应用非线性最小二秉法与敏感系数分析方法相结合,提出了一个比较系统的对粘弹塑性统一本构模型的参数进行评估的方法。对铜合金在室温下不同加载速率的试验曲线进行参数适配,表明本方法的合理性与正确性。为粘弹塑性统一本构模型的工程应用奠定了基础。 相似文献
5.
非线性动力学积分方程分块积分解法 总被引:2,自引:0,他引:2
对于非线性动力学方程组分块地应用精细积分算法,使其化成积分方程表达式,求解的表达式中具有相对低阶的转换矩阵,从而使精细积分更适用于多自由度、强非线性、变系数、非保守系统,针对积分方程提出了一个显示预测-校正的单步四阶精度自起步的精细积分算法。算例表明本方法是有效的。 相似文献
6.
7.
给出了关于冰的粘弹性微分本构模型的广义变分原理和冰载荷计算的有限元方法。修正的增量粘弹性矩阵有效地加速了迭代过程,计算了瞬态温度场下冰内压应力分布及对结构物作用力。其结果与实测数据定性吻合。 相似文献
8.
引入瞬态平衡点的概念 ,来解释一种简单的摆式减振器模型中的瞬态动力学行为中的一种特殊现象 :即振子从开始小幅振动突然增大最后达到大幅振动 ,而减振摆也从铅垂位置附近的小幅振动过渡到绕悬挂点的圆周运动。分析表明 ,产生此现象的原因是系统瞬时平衡点的剧烈变化 相似文献
9.
10.