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CAREER: Modeling the Unsaturated Flow During Fiber Wetting in the Manufacture of Composite Materials

CAREER: Modeling the Unsaturated Flow During Fiber Wetting in the Manufacture of Composite Materials
职业:模拟复合材料制造中纤维润湿过程中的不饱和流动
批准号:
0348097
负责人:
Krishna Pillai
金额:
$40.51万
依托单位国家:
美国
项目类别:
Standard Grant
财政年份:
2004
资助国家:
美国
项目状态:
已结题
起止时间:
2004-06-01 至 2011-05-31

项目摘要

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中文摘要
翻译
PI提出发展和验证一个新的理论,在纤维双尺度多孔介质中的反应非等温流动。 该研究计划将开始的条件下,定向垫,用于制造复合材料,表现得像一个双尺度多孔介质的调查。基于延迟丝束浸渍原理的“沉”理论将进一步发展到双尺度介质中的反应流。使用数学上严格的相平均技术,提出了一套新的温度和固化方程,通过额外的汇条款的丝束树脂的吸收和保留帐户。在这些对流扩散方程的关键电导率和色散张量将测量稳态饱和流在双尺度介质中通过1-D流动实验,涉及反应物的温度和浓度。随后,这些张量将通过双尺度纤维垫的单元格中的流动模拟外推到非饱和流动,以估计速度场和温度场的波动。然后,将进行涉及反应性树脂的1-D模具填充验证实验,其中将在不饱和流动状态下测量的温度与新方程组的预测进行比较。差距和两个区域的方程将使用有限元/控制体积方案以迭代方式同时求解。 研究的意义:除了通过期刊和会议出版物传播研究成果外,PI还将与美国领先的模具填充模拟公司Moldflow合作,升级其代码的物理特性。该研究将导致研究基础设施的发展,通过在PI的实验室和培训研究生和本科生在复合材料加工领域的设施增强。后来,PI计划将不饱和流动现象与气泡的形成和迁移结合起来,这是复合材料中性能退化空隙的主要原因,从而创建一个能够预测气泡迁移和流动变量的统一理论。为聚合物复合材料中的LCM开发的不饱和流动理论也将用于开发金属基和陶瓷基复合材料中的LCM的类似物理。教育:PI建议制定多管齐下的战略,以促进塑料和聚合物复合材料的教育。 首先,他计划在他的职业发展计划下开发该领域最近推出的课程,例如基于实验室的选修课“塑料加工”,以及两门研究生课程“材料流动”(基于聚合物流变学)和“多孔介质中的运输”(重点是复合材料制造)。PI还将通过在聚合物复合材料研究的高科技领域进行令人兴奋的新实验,促进大学生参与塑料研究。
英文摘要
The PI proposes to develop and validate a new theory for reactive nonisothermal flows in fibrous dual-scale porous media. The research plan will begin with and investigation of the conditions under which the directional mats, used in the manufacture of composite materials, behave like a dual-scale porous medium. Then the "sink'' theory, based on the principle of delayed tow impregnation, will be developed further for the reactive flows in dual-scale media. Using the mathematically rigorous phase-averaging technique, a new set of temperature and cure equations are proposed to account for the absorption and retention of resin by the tows through additional sink terms. The crucial conductivity and dispersivity tensors in these convection-diffusion equations will be measured for steady-state saturated flows in dual-scale media through 1-D flow experiments involving the temperature and concentration of reactants. Later these tensors will be extrapolated to the unsaturated flows through flow simulations in the unit-cells of the dual-scale fiber mats to estimate fluctuations in the velocity and temperature fields. Then a 1-D mold-filling validation experiment involving a reactive resin will be carried out where the measured temperatures in the unsaturated flow regime will be compared with the prediction of the new equation-set. The equations for both the gap and tow regions will be solved simultaneously using the finite element/control volume scheme in an iterative manner. Implication of research: Apart from disseminating research findings through journal and conference publications, the PI will be collaborating with Moldflow, a leading American mold-filling simulation company, to upgrade the physics of their code. The research will lead to the development of research infrastructure through facility enhancement at the PI's lab and training of graduate and undergraduate students in the area of composites processing. Later the PI plans to couple the unsaturated flow phenomena with the formation and migration of bubbles, a leading cause of property-degrading voids in composites, and thus create a unified theory capable of predicting both bubble migration and flow variables. The unsaturated flow theory developed for LCMs in polymer composites will also be used for developing similar physics for LCMs in metal-matrix and ceramic-matrix composites. Education: The PI proposes to develop a multi-pronged strategy to promote education in plastics and polymer composites. First, he plans to develop recently introduced courses in this area under his Career Development Plan such as a lab-based elective, "Processing of Plastics", and two graduate courses, "Flow of Materials" (based on polymer rheology) and "Transport in Porous Media" (with emphasis in composites manufacturing). The PI will also promote undergraduate participation in plastics research through exciting new experiments in the high-tech areas of polymer composites research.
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国内基金
海外基金
Galaxy Analytical Modeling Evolution (GAME) and cosmological hydrodynamic simulations.
  • 批准号:
  • 项目类别:
    省市级项目
  • 资助金额:
    10.0万元
  • 批准年份:
    2025
  • 负责人:
    Antonios Katsianis
  • 依托单位: