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复合材料疲劳寿命预测
引用本文:韩京燮,黄云峰,张金民. 复合材料疲劳寿命预测[J]. 复合材料学报, 1987, 4(1): 16
作者姓名:韩京燮  黄云峰  张金民
作者单位:布法罗纽约州立大学机械与宇航工程系(韩京燮,黄云峰)
摘    要:在疲劳载荷作用下,复合材料的弹性模量会随着载荷循环数的增加而不断下降,而材料中的内部损伤则不断增大。为此,本文提出复合材料的疲劳模量和累积应变的概念,并由此定义出三种预测复合材料疲劳寿命的疲劳损伤模型。文中应用这三种模型对单应力水平和多应力水平下的玻璃纤维增强环氧树脂复合材料的疲劳寿命进行了估算,并同实验结果进行了比较。

收稿时间:1986-08-30

FATIGUE LIFE PREDICTION ON COMPOSITE MATERIALS
Kyung Seop Han,W. Hwang. FATIGUE LIFE PREDICTION ON COMPOSITE MATERIALS[J]. Acta Materiae Compositae Sinica, 1987, 4(1): 16
Authors:Kyung Seop Han  W. Hwang
Affiliation:Department of Mechanical and Aerospace Engineering State University of New York at Buffalo, Buffalo, New York 14260, U. S. A.
Abstract:Fatigue life prediction on composite materials is studied analytically using degradation and damage models,resultant strain and fatigue modulus.Definition of fatigue modulus,new damage models using fatigue modulus and resultant strain,and prediction of fatiguelife on composite materials using degradation and damage models are discussed.This approach can accurately predict the multi-stress level fatigue life as well as single-stress level fatigue life of composite materials.Defining fatigue damage on composite materials is not a simple problem.Common variables used to define damage of composite materials are secant modulus,residual strength,strain,compliance,amount of acoustic emission,crack densitv,crack length,and number of debonded or failed fibers.These damage models are tabulated in Table 1.However,one variable can not be used universally to represent the degree of damage in various composite materials.Fatigue modulus is defined using secant modulus and resultant strain during fatigue cycle.Fatigue modulus represents the physical damage in composites with different orientation and materials.,specially metal-matrix and ceramic-matrix composites for high temperature applications.Damage model Ⅰ (D=[F0-F(n)]/[F0-Ff]),model Ⅱ (D=ε(n)-εf) and model Ⅲ (D=[ε(n)-ε0]/[εf-ε0]) are defined as functions of fatigue modulus and resultant strain.The structure of damage model,boundary conditions and physical meanings are inserted in order to interpret the proposed damage models.Also the effect of applied stress on the accumulated damage is studied analytically using proposed damage models.Fatigue life is predicted by the following procedures:(1)establish the fatigue modulus degradation,(2) find fatigue life equation as a function of fatigue modulus,(3)calculate the fatigue life using strain failure criterion.Degradation models for composite damage are generalized and found that three-pare meter degradation model (dF/dn=ACnC-1/BFB-1) and two-parameter power function model(dF/dn=-ACnC-1) are most suitable to predicting fatigue life of composites.Also the predicted two-stress.level fatigue life using the proposed damage models are reasonably close to the experimental data.
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