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Study of the relationship between J-integral and COD parameters under mixed mode I + II loading in aluminum alloy Ly 12

机译:铝合金Ly 12在I + II混合加载下J积分与COD参数关系的研究。

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In this paper, the relationship between the J-integral and COD under mixed mode I+II loading was proposed and investigated. The J-integral was calculated by the Finite Element Method, and COD was defined by Rice's model and measured by a duplicating method in an aluminum alloy Ly 12. The critical values of the J-integral and COD for a stable mixed crack initiation were also determined by a resistance curve. It shows that: (1) the mixed J-integral, J_M and the mixed COD satisfy the relations of J_M = dn centre dot #sigma#_0 centre dot CTOD + ds centre dot #tau#_0 centre dot CTSD and J_M = d centre dot #sigma#_(yield) centre dot COD, where dn, ds and d are coefficients; CTOD and CTSD are the mode I and mode II components of COD, respectively; #sigma#_0 and #tau#_0 are the tensile and shear stresses at the crack tip strip, respectively, and (2) the initiation values of the J-integral and COD of mixed stable crack growth increase with an increasing mode II component, the J_(IIC) value is 2 times greater than that of J_(IC), and the COD_i for a pure mode II crack is 6 times greater than that of COD_i for a pure mode I crack.
机译:提出并研究了混合模式I + II载荷下J积分与COD的关系。 J积分通过有限元法计算,COD由赖斯模型定义,并通过复制法在铝合金Ly 12中测量。对于稳定的混合裂纹萌生,J积分和COD的临界值也被确定。由电阻曲线确定。结果表明:(1)混合的J积分,J_M和混合的COD满足J_M = dn中心点#sigma#_0中心点CTOD + ds中心点#tau#_0中心点CTSD和J_M = d center的关系点#sigma #_(屈服)中心点COD,其中dn,ds和d是系数; CTOD和CTSD分别是COD的模式I和模式II组件; #sigma#_0和#tau#_0分别是裂纹尖端带的拉伸应力和剪切应力,并且(2)混合稳定裂纹扩展的J积分和COD的初始值随着II型分量的增加而增加, J_(IIC)值是J_(IC)值的2倍,纯模式II裂纹的COD_i是纯模式I裂纹的COD_i的6倍。

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