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Numerical Model of Relaxation During Vacuum-Assisted Resin Transfer Molding(VARTM)

机译:真空辅助树脂传递模塑过程中松弛的数值模型

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The inherent economic and environmental advantages of a vacuum-assisted resin transfer molding(VARTM)composite manufacturing process have caused an increase in the number of applications and generated research activity within the industry.Unfortunately,a variation in part thickness is introduced during the impregnation stage of a vacuum-infused flexible mold process,leading to a predictable and undesirable reduction in mechanical properties.It will be shown that the fluid pressure gradient established during the infusion phase directly results in a gradient in part thickness.The severity of the thickness gradient depends on the magnitude of the imposed pressure and the behavior of the underlying fibrous material.This report examines this behavior through the development of an efficient numerical model.An equilibrium relationship between external confining pressure,reinforcement response,and internal resin pressure is proposed and implemented within the context of a specific implicit finite element-based procedure.A detailed description of the original algorithm provides the background for the insertion of the new equilibrium constraint.This report also includes a discussion of important issues such as information recovery and adaptive time-step procedures.The result is a simple numerical tool capable of simulating the infusion process.The new procedure is validated through a comparison with known analytic one-dimensional models and also used to obtain solutions to an important class of axisymmetric examples.
机译:真空辅助树脂传递模塑(VARTM)复合材料制造工艺固有的经济和环境优势导致了应用数量的增加并在行业内引起了研究活动。不幸的是,在浸渍阶段会引入零件厚度的变化注入真空的柔性模具工艺的结果,导致机械性能的可预见的和不希望的降低。将显示在注入阶段建立的流体压力梯度直接导致零件厚度的梯度。厚度梯度的严重性取决于本报告通过建立有效的数值模型研究了这种行为。提出并实现了外部约束压力,增强响应和内部树脂压力之间的平衡关系。特定隐式fi的上下文基于nite元素的过程。原始算法的详细描述为插入新的平衡约束提供了背景。本报告还讨论了重要问题,例如信息恢复和自适应时间步长过程,结果很简单通过与已知的解析一维模型进行比较来验证新程序,并用于获取一类重要的轴对称示例的解。

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