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在不同温度下,对 WJ-8微孔聚氨酯粘弹性材料进行动态粘弹性试验,研究了它的储能模量和损耗模量与温度、频率以及应变幅值之间的关系;采用一到四阶广义 Maxwell 本构模型对扫频试验数据进行拟合,最后选用四阶Maxwell模型参数,采用 Hypermensh和Abaqus软件对微孔聚氨酯弹性垫板的动态性能台架试验进行有限元模拟,并将模拟得到的存贮刚度、损耗因子与试验值进行了对比.结果表明:在-20~100℃的温度区间,该材料的储能模量和损耗模量均随温度升高而呈单调减小;当频率为0~5 Hz时,储能模量和损耗模量随着频率的增大而增大;在0~4%的应变幅值区间,随着应变幅值增大,损耗模量逐渐增大,储能模量逐渐减小;存贮刚度的模拟值与试验值的平均相对误差为5.2%,损耗因子的平均相对误差为9.1%,证明了有限元模拟结果的准确性.

In order to study the relation among storage modulus and loss modulus of microcellular polyurethane material with temperature,frequency and strain amplitude,the dynamic mechanical thermal analysis experiments of the material were carried out at different temperature.The first to fourth order generalized Maxwell model′s parameters were calculated by fitting the experimental data,and then,Hypermensh and Abaqus analysis softwares were used to simulate the dynamic bench tests of polyurethane elastic plate with four-order parameters of the Maxwell model,and simulated storage stiffness and loss factors were compared with experimental ones.The results show that storage modulus and loss modules decreased monotonously with temperature rising at -20 ℃ to 100 ℃ temperature range and increased with frequency rising in 0-5 Hz lower frequency range.The loss modules was increased gradually with the amplitude increasing while the storage modulus was the opposite trend within 0-4% strain amplitude range.Simulation and experimental average relative error of the storage stiffness and loss factor was 5.2% and 9.1%,respectively,these proved that the results of finite element modelling are correct.

参考文献

[1] 卢祖文.解决关键技术发展无碴轨道[J].中国铁路,2005(01):16-19.
[2] 何华武.我国客运专线应大力发展无碴轨道[J].中国铁路,2005(01):11-15.
[3] 罗玉媛;唐功庆;刘佳;姜志国.WJ-8扣件系统中弹性垫板的应力松弛性能研究[J].化工新型材料,2012(12):152-154.
[4] 束立红;何琳;王宇飞;帅长庚.聚氨酯隔振器非线性力学模型与特性研究[J].振动工程学报,2010(5):530-536.
[5] L.M. Yang;V.P.W. Shim;C.T. Lim.A visco-hyperelastic approach to modelling the constitutive behaviour of rubber[J].International journal of impact engineering,20006/7(6/7):545-560.
[6] 周相荣;王强;王宝珍.一种基于Yeoh函数的非线性粘超弹本构模型及其在冲击仿真中的应用[J].振动与冲击,2007(5):33-37.
[7] 赵伯华.动态力学实验诊断应力松弛模量的研究[J].北京理工大学学报,1995(03):339.
[8] 赵永玲,侯之超.减振橡胶本构模型建立与参数识别方法[C].第22届全国结构工程学术会议论文集,2013:80-83.
[9] 詹小丽 .基于DMA方法对沥青粘弹性能的研究[D].哈尔滨工业大学,2007.
[10] 王义闹;吴利丰.基于平均相对误差绝对值最小的GM(1,1)建模[J].华中科技大学学报(自然科学版),2009(10):29-31.
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