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Decreasing the amount of residual voids during the resin infiltration into fibrous porous media is an important aspect in manufacturing high performance composite materials.In order to better understand void transports and flow behaviors in filling process,which affects immediately the final void content,a finite-element scheme for transient simulations of the void migration in a transverse flow through the uniaxial micro-structured fibrous media is developed in this work.A volume-of-fluid (VOF) method has been incorporated in the Eulerian frame to capture the free surface of the resin flow.The implementation of periodic boundary condition to the vertical direction avoids unwanted wall effect.The void migration in a dual-scale fiber tow model was investigated.The voids are observed to be transported through the inter-tow region as well as entrapped into fiber tow.It is that the motion of void lagged behind macro flow front which implies that the adequate resin bleeding after mold filling is crucial to remove the entrapped air. 相似文献
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树脂传递模塑-复合材料成型新工艺 总被引:3,自引:0,他引:3
树脂传递模塑是一种新型的树脂基复合材料成型方法 ,具有许多独特的优点 ,近年来发展迅速。本文全面综述了该方法的工艺过程及研究应用概况 ,介绍了今后进一步发展的方向。 相似文献
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复合材料固化过程对于生产高质量复合材料部件十分必要。文中利用光栅传感器监测树脂传递模塑(RTM)复合材料层板制造过程中内应变及温度,根据复合材料内应变/温度关系曲线的突变点,获得复合材料的材料转变点(凝胶点、玻璃化转变温度)信息。在复合材料降温阶段,利用光栅监测的应变/温度值计算RTM成型复合材料的内层和外层热膨胀系数。监测结果与传统检测方法相比十分一致。 相似文献
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使用4-苯乙炔苯酐(4-PEPA),3,3',4,4'-二苯醚四酸二酐(ODPA),3,4-二氨基二苯醚(3,4-ODA),1,3-双(4-氨基苯氧基)苯(1,3,4-APB)和1,4-双(4'-氨基-2'-三氟甲基苯氧基)苯(6FAPB)分别合成了六种设计分子量为1250的聚酰亚胺低聚物RTM1-6,并对低聚物的熔体黏度及熔体黏度稳定性和热性能等进行了系统研究.实验结果表明,用含有醚键及氟原子的混合二胺合成的系列树脂,其熔体黏度较低,熔体稳定性较好,可用于RTM成型工艺.但树脂的玻璃化转变温度相对较低. 相似文献
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In resin transfer molding (RTM) a stack of fiber mats or woven rovings is laid in the mold cavity. Then the mold is sealed and resin is injected. The mold and the resin can be heated in order to accelerate, by diminishing the viscosity of the resin, the filling of the mold. Proper care must be given so that polymerization is not initiated before the mold is completely filled. Therefore it is necessary to analyze the heat transfer phenomenon so as to control the temperature of the resin during the filling process. The heat equation contains convective terms that require special attention if a stable numerical scheme is to be obtained. The purpose of this paper is to describe the Taylor-Galerkin numerical method used to solve the heal equation as the mold fills up and to present some examples of simulations for three-dimensional parts. 相似文献
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Yan Li 《Materials and Manufacturing Processes》2006,21(2):181-190
In this paper, a linear flow model based on Darcy's law was used in the experiment to measure permeability of sisal textile. The Kozeny-Carman equation was employed to predict the permeability of sisal textile and the Kozeny constant was calculated through experimental results. Both experimental and predicted permeability values of sisal textiles were compared. Effects of fiber surface treatments and fiber volume fraction on the permeability of sisal textile were also studied in this research. Comparisons of mechanical properties of sisal-textile-reinforced composites manufactured by different processing technologies were made. 相似文献
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树脂温度的分布对注射成型过程的充填平衡具有重要影响。由于型腔中传感器的安装空间有限,至今为止还没有合适的方法来测量注射成型过程中流道和小尺寸型腔中树脂温度场的分布。为了解决这一问题,文中设计了一套新式的移动式温度测量系统,该系统采用常规尺寸红外线传感器和红外线纤维传感器来测量注射模具流道内树脂温度场分布。测量结果显示,... 相似文献
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渗透率测定是树脂膜熔渗(RFI)工艺在复合材料设计和优化中最关键的技术.基于光导纤维视觉技术,通过纤维视觉传感器测量渗透率,能够在光强度下降的情况下探测出树脂的前进情况,这将易于我们在实际生产中在第一时间内准确地监测树脂的流动. 相似文献
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Resin flow during Compression Resin Transfer Molding (CRTM) can be best described and analyzed in three phases. In the first phase, a gap is created by holding the upper mold platen parallel to the preform surface at a fixed distance from it. The desired amount of resin injected into the gap quickly flows primarily over the preform. The second phase initiates when the injection is discontinued and the upper mold platen moves down squeezing the resin into the deforming preform until the mold surface comes in contact with the preform. Further mold closure during the final phase will compact the preform to the desired thickness and redistribute the resin to fill all empty spaces. This paper describes the second phase of the infusion. We assume that at the end of phase one; there is a uniform resin layer that covers the entire preform surface. This constrains the resin to flow in through the thickness direction during the second phase. We model this through the thickness flow as the load on the upper mold forces the resin into the preform, simultaneously compacting the preform. The constitutive equations describing the compaction of the fabric as well as its permeability are included in the analysis. A numerical solution predicting the flow front progression and the deformation is developed and experimentally verified. Non-dimensional analysis is carried out and the role of important non-dimensional parameters is investigated to identify their correlations for process optimization. 相似文献