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用微分法及Mori-Tanaka法求解 复合泡沫塑料的有效模量
引用本文:严寒冰.用微分法及Mori-Tanaka法求解 复合泡沫塑料的有效模量[J].北京航空航天大学学报,2000,26(6):688-690.
作者姓名:严寒冰
作者单位:北京航空航天大学 飞行器设计与应用力学系
基金项目:国防基金;97J12.2.4 HK01;
摘    要:基于微分法和Mori-Tanaka方法提出了两种预测含空心球复合材料有效模量的方法;提出利用多次单相夹杂的方法来预测多相颗粒增强复合材料的有效模量;并利用以上的两种方法,求解了含空心球复合泡沫塑料的有效模量.结果表明,理论预测结果和实验结果吻合得较好.同时讨论了空心玻璃微珠相关因素对复合材料有效模量的影响.

关 键 词:泡沫塑料  弹性模量  微分法  Mori-Tanaka方法
文章编号:
收稿时间:1999-08-23

Determination of the Effective Modulus of the Syntactic Foam Containing Hollow Spheres by Differential Scheme and Mori-Tanaka Method
YAN Han-bing.Determination of the Effective Modulus of the Syntactic Foam Containing Hollow Spheres by Differential Scheme and Mori-Tanaka Method[J].Journal of Beijing University of Aeronautics and Astronautics,2000,26(6):688-690.
Authors:YAN Han-bing
Institution:Beijing University of Aeronautics and Astronautics, Dept. of Flight Vehicle Design and Applied Mechanics
Abstract:On the basis of differential scheme and Mori-Tanaka method,two methods are developed to determine the effective modulus of composite reinforced by hollow spheres with changing contents and changing ratio of inside and outside radii.Then,Multi-step homogenization technique is adopted to determine the effective modulus of multi-phase composite.By the two approaches mentioned above,the effective modulus of the syntactic foam containing hollow glass spheres are calculated. The results show that the theoretical prediction of the Young-s modulus is precise enough.The factors of hollow spheres that influence the composite modulus are analyzed.
Keywords:foamed plastics  modulus of elasticity  differentiation  Mori  Tanaka met  
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