摘要
研究具有界面相电磁弹性纤维增强复合材料的反平面剪切问题,利用复变函数方法,获得了无穷域中带界面相纤维问题在远场力、电、磁多场作用下的闭合解,得到了复合材料内部各区域电磁弹性物理量的精确表达式.利用所得结果,考虑纤维和基体间的界面相效应,研究了界面相厚度及弹性模量对复合材料内部应力场、电场强度和磁场强度的影响,数值结果给出了复合材料电磁弹性物理量随界面相参数变化的规律,为该类复合材料的设计与计算提供了有价值的参考.
The problem of magnetoelectroelastic fibre reinforced composites under antiplane shear is studied. By applying the complex variable method,an analytical solution to the problem of a fibre with an interphase layer in an infinite solid is obtained. The explicit expressions of magnetoelectroelastic fields in each layer of the composite are given. The influences of the thickness and elastic modulus of the interphase on stress field, electric field and magnetic field intensity concentrations in composites are investigated. Numerical results show some interesting variations of the magnetoelectroelastic properties with interphase parameters,which is helpful to calculate and design such magnetoelectroelastic composites.
出处
《固体力学学报》
CAS
CSCD
北大核心
2006年第3期255-260,共6页
Chinese Journal of Solid Mechanics
基金
国家自然科基金(10272009)
航空科学基金(04G51050)资助
关键词
电磁弹性复合材料
界面相
反平面剪切
集中系数
magnetoelectroelastic composites,interphase,antiplane shear,concentration coefficients