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1.
将一维形状记忆合金的本构关系用于以经典的复合材料层合板理论为基础的有限元法中,分析含形状记忆合金纤维板的弯曲和自振频率.计算结果表明,通过激活形状记忆合金纤维,对层合板弯曲和自振频率均有很强的控制和调节能力,同时,若将形状记忆合金纤维铺设在外层,则能更有效地利用它的调节能力.  相似文献   

2.
基于形状记忆合金Brinson一维热力学本构关系和von K\'{a}rm\'{a}n几何非线性薄板理论,研究了径向嵌入SMA丝复合材料加热圆板在横向均布 机械载荷作用下的弯曲响应, 获得了周边不可移简支和夹紧圆板的中心最大挠度与升温之间的关系曲线. 结果表明,形状 记忆合金丝在从马氏体向奥氏体的逆相变过程中所产生的相变回复力对板的弯曲变形具有明 显的调整作用. 通过嵌入SMA纤维丝和施加升温载荷可以主动而有效地调节受机 械载荷作用圆板的弯曲变形.  相似文献   

3.
The mechanical behaviors of shape memory alloy (SMA) wires reinforced smart structure with damage were analyzed through the variational principle, a governing equation for the structure was derived, mathematical expressions for the meso-displacement field, stress-strain field of typical element with damage were presented, and a failure criterion for interface failure between SMA wires and matrix was established under two kinds of actuation which are dead-load and temperature, where the temperature is included in effective free restoring strain. In addition, there are some other composing factors in the failure criterion such as the interface properties, dynamical properties of SMA, initial debonding length L-l etc. The results are significant to understand structural strength self-adapted control and failure mechanism of SMA wires reinforced smart structure with damage.  相似文献   

4.
形状记忆合金的本构关系   总被引:22,自引:0,他引:22  
王健  王社良 《力学季刊》1998,19(3):185-195
本文主要介绍一种金新功能材料-形状记忆合金的本构关系的发展,简要介绍该材料的一些力学行为和工程中的应用。  相似文献   

5.
形状记忆合金的热力学本构方程   总被引:1,自引:0,他引:1  
利用形状记忆因子,直观地描述了形状记忆合金(SMA)实现其超弹性与形状记忆效应的热力学宏观过程.根据热力学基本原理并假设SMA为各向同性材料,建立了描述复杂应力状态下SMA热力学行为的三维本构方程.该本构方程具有直观的表述形式且所含材料常数均可以通过宏观实验测定,克服了现存SMA三维本构方程由于表述形式复杂和材料参数不易测定等因素而不便于描述复杂应力状态下SMA热力学行为的局限性.该本构方程还克服了现存SMA三维本构方程不能描述含初始应力和初始应变SMA热力学行为的局限性.数值结果表明,该本构方程能有效地描述复杂应力状态下SMA在实现超弹性和形状记忆效应过程中的热力学行为,为SMA的工程实际应用提供了理论基础.  相似文献   

6.
形状记忆合金在结构主被动振动控制中的应用   总被引:25,自引:1,他引:25  
开状记忆合金是一类应用前景广阔的智能材料系统,利用形状记忆合金材料控制结构振动是最能体现这种先进材料应用价值的重要研究方向之一.本文首先介绍形状记忆合金的主要力学行为,包括形状记忆效应和超弹性效应;其次概述描述其力学行为的本构关系模型;最后重点论述实现结构主被动控制的原理和方法及其国内外研究进展,指出存在的问题和改进方法.  相似文献   

7.
提出提高等原子比Ti Ni形状记忆合金记忆疲劳寿命的一种新工艺措施,并且通过实验,分析了记忆疲劳寿命提高的原因.  相似文献   

8.
形状记忆合金及其工程应用中的力学分析   总被引:18,自引:3,他引:18  
高山  许德刚 《力学进展》1997,27(3):301-312
本文对一种全新功能材料———形状记忆合金进行力学分析,综述其行为特点、本构关系以及在变形控制、振动控制和损伤监控中的应用,并简要介绍它在应用中存在的问题及改进方法  相似文献   

9.
Based on the micromechanical method and thermodynamic theory,a constitutive model for the macroscopic mechanical behavior of porous NiTi shape memory alloy is presented.The hydrostatic stress is considered for porous NiTi according to the transformation function of dense NiTi.The present model takes account of the tensile-compressive asymmetry of NiTi,and can degenerate to model dense material.Numerical calculations,which only need material parameters of dense NiTi,are conducted to investigate the nonlinear and hysteretic strain of porous NiTi,and the predicted results are in good agreement with the corresponding experiments.  相似文献   

10.
SMA本构模型及其应用的研究进展   总被引:1,自引:0,他引:1  
形状记忆合金(SMA)是一类应用前景广阔的智能材料系统, 其最基本的宏观响应特性是在不同温度和应力条件下的相变超弹性和形状记忆特性.近年来, 形状记忆合金本构模型发展迅速, 其在工程结构振动控制领域中的研究和应用也得到了广泛地关注.与此同时, 许多学者将SMA用于当前迅速发展的智能材料结构,发展了一系列SMA复合材料本构模型, 成为目前SMA的应用研究的热点.本文针对形状记忆合金本构模型的发展状况, 首先回顾了近年来常用的和新发展的SMA本构模型, 并根据其包含的力学特点和基本理论将其进行了比较归类, 分析了各类模型特点和适用范围;其次从微/宏观角度介绍了有广阔应用前景的SMA智能复合材料的本构模型的发展状况;接着简要的综述了几类较为实用的SMA本构模型在实现结构的主/被控制、变形控制及结构裂纹诊断与控制等方面的应用现状.最后对目前本构模型的发展趋势、工程应用问题提出了一些看法和展望.   相似文献   

11.
形状记忆合金作动器的设计及优化   总被引:11,自引:1,他引:11  
王健  沈亚鹏 《力学学报》1998,30(4):449-460
采用Brision[1]等提出的SMA材料的本构关系,分析了形状记忆合金作动器在三种热交换方式(自然冷却、强制冷却和采用半导体热泵技术)下的动力特性,同时研究了SMA丝在恒载和载荷变化时对完成正逆相变所用时间的影响,并简单讨论了影响作动器响应的几个因素和改进方法  相似文献   

12.
A large field-induced strain of magnetic shape memory alloy is developed by the martensite variant reorientation. It is widely recognized that the martensite reorientation in a magnetic shape memory alloy (MSMA) can develop if the magnetic field is large enough. However, it has been shown in the literature that the magnetization rotation may block variant reorientation via energy minimization approach. In this paper, based on a micromechanicat model associated with the thermodynamic theory, authors show that there are some limits for the martensite reorientation, which is hindered by the magnetization rotation. Some useful conclusions are obtained.  相似文献   

13.
Improvement from the pseudo-elastic effect of shape memory alloy (SMA) on the low-velocity impact (LVI) resistance of a composite plate is investigated by the finite element method (FEM).The stiffness matrix of the dynamic finite element equation is established step by step and the martensite fraction is obtained at each time step.The direct Newmark integration method is employed in solving the dynamic finite element equation,while the impact contact force is determined using the modified Hertz's law.It is found that SMA can effectively improve the performance of a composite structure subjected to low-velocity impact.Numerical results show that the deflection of a SMA-hybrid composite plate has been reduced approximately by thirty percent when the volume fraction of the embedded SMA reaches 0.3.  相似文献   

14.
形状记忆合金是由马氏体相和奥氏体相组成的非均质材料,热力载荷及相变不可避免地在材料中引起残余微应力场,它与外界驱动力的叠加可能导致低应力水平下发生马氏体相变或逆相变.论文假设马氏体相变及逆相变的驱动力是马氏体体积分数的连续函数,发展了形状记忆合金伪弹性的本构描述及相应的数值分析方法.分析表明,所发展的方法与理想相变模型间的误差远小于已有工作中引入的容许误差.对形状记忆合金单晶伪弹性响应的计算结果与试验结果或已有模型计算结果的比较表明所发展的方法具有较高的精度.此外,所发展的方法具有明晰的物理背景,且无需对每个变体的相变发生与否及其方向进行判断,简化了计算过程,提高了计算效率和收敛性.  相似文献   

15.
The accumulation of inelastic deformation occurring in NiTi shape memory alloy under the stress-controlled cyclic loading condition is named transformation ratcheting, since it is mainly caused by the solid-solid transformation from austenite to martensite phase and vice versa. The transformation ratcheting and its effect on the fatigue life (i.e., transformation-fatigue interaction) are key issues that should be addressed in order to assess the fatigue of NiTi shape memory alloy more accurately. In this paper, the advances in the studies on the transformation ratcheting and ratcheting-fatigue interaction of super-elastic NiTi shape memory alloy in recent years are reviewed: First, experimental observation of the uniaxial transformation ratcheting and ratcheting-fatigue interaction of super-elastic NiTi alloy under the stress-controlled cyclic loading conditions is treated, and the detrimental effect of transformation ratcheting on the fatigue life is addressed; Secondly, two types of cyclic constitutive models (i.e., a macroscopic phenomenological model and a micromechanical one based on crystal plasticity) constructed to describe the transformation ratcheting of super-elastic NiTi alloy are discussed; Furthermore, an energy-based failure model is provided and dealt with by comparing its predicted fatigue lives with experimental ones; Finally, some suggestions about future work are made.  相似文献   

16.
形状记忆合金管接头空间轴对称有限元分析   总被引:11,自引:0,他引:11  
严金良  沈亚鹏  陈儒 《力学学报》1998,30(3):370-378
本文采用形状记忆合金(SMA)的三维本构方程和有限变形理论,考虑拉、压不同应力状态对相变点移动的规律,编制了SMA轴对称大变形的有限元程序,与单向拉伸下解析所得的应力、应变曲线相比,证实程序的正确性.文末计算一SMA管接头,并指出按空间轴对称计算的必要性.  相似文献   

17.
The drawing or rolling process endows polycrystal shape memory alloy with a crys- tallographic texture, which can result in macroscopic anisotropy. The main purpose of this work is to develop a constitutive model to predict the thermomechanical behavior of shape memory alloy sheets, which accounts for the crystallographic texture. The total macroscopic strain is decom- posed into elastic strain and macro-transformation strain under isothermal condition. Considering the transformation strain in local grains and the orientation distribution function of crystallo- graphic texture, the macro-transformation strain and the effective elastic modulus of textured polycrystal shape memory alloy are developed by using tensor expressions. The kinetic equation is established to calculate the volume fraction of the martensite transformation under given stress. Furthermore, the Hill's quadratic model is developed for anisotropic transformation hardening of textured SMA sheets. All the calculation results are in good agreement with experimental data, which show that the present model can accurately describe the macro-anisotropic behaviors of textured shape memory alloy sheets.  相似文献   

18.
非对称混杂边界轴向运动Timoshenko梁橫向振动分析   总被引:1,自引:0,他引:1  
研究两端带有扭转弹簧且弹簧系数均可任意变化的非对称混杂边界下的轴向运动Timoshenko梁的横向振动.利用非对称混杂边界条件推导对应任意弹簧系数的系统超越方程以及特征函数.运用数值方法计算系统的固有频率及其相应的模态函数,并研究确定梁的刚度、轴向速度以及边界处扭转弹簧的刚度的影响.通过数值算例,比较7imoshenko梁、瑞利梁、剪切梁和欧拉梁的固有频率随轴向速度的变化,分析转动惯量和剪切变形的影响.  相似文献   

19.
形状记忆合金相变塑性的统一本构理论   总被引:1,自引:0,他引:1  
本文根据单品相变时其宏观(长程)切应变(等效应变)与外加切应力(等效应力)问的幂函数关系假定,建立了形状记忆合金多晶体相变塑性的统一细观本构理论,它推广了现有细观本构理论的结果,消除了现有理论中存在的当外加偏应力趋于零时自由能函数的不连续性和宏观塑性变形的不连续性。这一本构理论将能统一地描述在不同温度和载荷下记忆合金所呈现的各种行为。  相似文献   

20.
首次用高灵敏度云纹干涉法对铜基多晶体形状记忆合金的伪弹性行为进行了实验研究,得到了单轴拉伸试件在不同加卸载阶段应力诱发的相变塑性全场分布。实验结果表明:一些晶粒内部的相变塑性几乎均匀分布,但不同晶粒之间的变形差异很大,各晶粒的伪弹性行为明显不同。  相似文献   

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