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Capillary Micro-flow Through a Fiber Bundle(Part 2)

Capillary Micro-flow Through a Fiber Bundle(Part 2)
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摘要 A numerical model was proposed to simulate the capillary micro-flow through a fiber bundle. The capillary pressure was predicted by the Young-Laplace equation and the corresponding optimal values of permeability were found by a trial-and-error method. The empirical Kozeny constants which are dependent on fiber volume fraction were recormnended for the prediction of permeability. A numerical model was proposed to simulate the capillary micro-flow through a fiber bundle. The capillary pressure was predicted by the Young-Laplace equation and the corresponding optimal values of permeability were found by a trial-and-error method. The empirical Kozeny constants which are dependent on fiber volume fraction were recormnended for the prediction of permeability.
作者 祝颖丹
出处 《Journal of Wuhan University of Technology(Materials Science)》 SCIE EI CAS 2005年第3期64-66,共3页 武汉理工大学学报(材料科学英文版)
基金 Supportedbythe863H-TechFoundation(2001AA335020)
关键词 CAPILLARY MICRO-FLOW fiber bundle PERMEABILITY kozeny constant capillary micro-flow fiber bundle permeability kozeny constant
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参考文献4

  • 1Ying-dan Zhu Ph D,Ji-hui Wang,Hua Tan,Guo-qiang Gao.Capillary micro-flow through a fiber bundle (I)[J].Journal of Wuhan University of Technology - Mater Sci Ed.2004(2)
  • 2R C Lam,J L Kardos.The Permeability and Compressibility of Aligned and Cross Piled Carbon Fiber Beds During Processing of Composites[].Polymer Engineering and Science.1991
  • 3Zhu Ying-dan,Wang Ji-hui,TAN Hua,GAO Guo-qiang.Capillary Micro-Flow Through a Fiber Bundle, Part 1: Experiments[].Journal of Wuhan University of Technology-Mater SciEd.2004
  • 4S Amico,C Lekakou.Axal Impregnation of a Fiber Bundle,Part 2: Theoretical Analysis[].Polymer Composites.2002

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