Validation of a finite element method for simulation of components produced by continuous carbon fiber reinforced additive manufacturing

Mosfequr Rahman, J. C. Liggett, Kacie Grella, Benjamin Gagnon, Alejandro Membreno
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引用次数: 2

Abstract

Abstract In this research, a method is examined by which the behavior of continuous carbon fiber reinforced additive manufacturing may be simulated using Finite Element Analysis. This technique is used in a simulated tensile test experiment in which the findings are compared to results determined from theoretical calculations according to the Rule of Mixtures method and from existing mechanical testing results. Four different fiber reinforcement configurations are examined with fiber volume fractions ranging from 4% to 32%. It was found that for fiber volume fractions of 11%, the simulation results closely match those predicted theoretically by the Rule of Mixtures as well as the mechanical testing results published in existing research. Lower fiber volume fractions near 4% yield less accurate results, with a 20% error due to the fact that the anisotropic behavior of the polymer matrix is the dominant material trait. Simulation of higher volume fractions near 32% closely approximate theoretical predictions, however neither the theoretical results nor the simulation results accurately reflect real world mechanical testing, indicating that nonideal condition factors such as the effect of micro-voids between the start and end of the fiber reinforcements play a significant role in the overall strength of the material. Thus, for fiber volume fractions near 11%, this simulation method can accurately be used to predict the behavior of end-use components, but more study must be done to increase simulation accuracy in low and high fiber volume fractions.
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连续碳纤维增强增材制造部件有限元模拟方法的验证
摘要本文研究了一种用有限元方法模拟连续碳纤维增强增材制造过程的方法。该技术用于模拟拉伸试验,其中将结果与根据混合规则方法的理论计算结果和现有力学测试结果进行比较。研究了四种不同的纤维增强结构,纤维体积分数从4%到32%不等。结果发现,当纤维体积分数为11%时,模拟结果与混合规则的理论预测结果和已有研究发表的力学测试结果非常吻合。接近4%的纤维体积分数较低,结果精度较低,由于聚合物基体的各向异性行为是主要的材料特性,因此误差为20%。接近32%的较高体积分数的模拟与理论预测非常接近,但理论结果和模拟结果都不能准确反映真实世界的力学测试,这表明非理想条件因素,如纤维增强材料开始和结束之间的微空隙的影响,对材料的整体强度起着重要作用。因此,对于接近11%的纤维体积分数,该模拟方法可以准确地用于预测最终用途组件的行为,但必须进行更多的研究以提高低和高纤维体积分数的模拟精度。
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