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A Viscoelastic Model for Predicting Isotropic Residual Stresses in Thermosetting Materials: Effects of Processing Parameters

机译:预测热固性材料各向同性残余应力的粘弹性模型:加工参数的影响

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摘要

The isotropic residual stresses in a composite subjected to three-dimensional constraints are calculated by extending a thermo-viscoelastic model developed previously by Simon et al. [1] to describe the time, temperature, and conversion dependence of the shear modulus for a commercial thermosetting material during cure. Experimental residual stress data as a function of cure time are fit to obtain limiting values for the rubbery and glassy bulk moduli. The effects of cure history on isotropic residual stresses are then in vestigated via simulations using the bulk moduli, a model of the cure kinetics, the relationship between T_g and conversion, and the stress relaxation function obtained in the thermo-viscoelastic model which includes the dependence of the shift factor on temperature and conversion. The isotropic residual stresses at room temperature can be directly related to the cure temperature at which gelation occurred for cases when vitrification does not occur during cure.
机译:通过扩展Simon等人先前开发的热粘弹性模型,可以计算出受到三维约束的复合材料的各向同性残余应力。 [1]描述了在固化过程中商用热固性材料的剪切模量的时间,温度和转化率依赖性。将实验残余应力数据作为固化时间的函数进行拟合,以获得橡胶状和玻璃态体积模量的极限值。然后使用体积模量,固化动力学模型,T_g与转化率之间的关系以及在热粘弹性模型中获得的应力松弛函数(包括依赖关系),通过模拟对固化历史对各向同性残余应力的影响进行了研究。位移因数对温度和转化率的影响对于在固化过程中未发生玻璃化的情况,室温下的各向同性残余应力可能与发生凝胶化的固化温度直接相关。

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