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Analysis of Melt Infiltration into a Moving Bundle of Fibers Relevant to Processing of Metal Matrix Composite Wires

Volume 4, Issue 3, 2001, 10 pages
DOI: 10.1615/JPorMedia.v4.i3.40
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ABSTRACT

An analysis is made for radial melt infiltration into a moving, axially oriented bundle of fibers in the presence of a gas counterflow (i.e., the fiber motion in the z-direction and the gas flow in the — z-direction) under an isothermal condition. Governing equations consist of continuity of the melt and the gas phase, Darcy's equation for the melt and the gas phase taking into account the differences in permeability in the axial and the radial direction, and the ideal gas equation of state. With the melt infiltration starting at z = 0 and ending at a location, z = L, where the gas pressure considering the effect of the melt—gas interfacial pressure differential is specified, a solution yields a growth profile of the melt-infiltrated layer and the pressure drop over the axial distance L.

CITED BY
  1. Goldstein R.J, Eckert E.R.G, Ibele W.E, Patankar S.V, Simon T.W, Kuehn T.H, Strykowski P.J, Tamma K.K, Heberlein J.V.R, Davidson J.H, Bischof J, Kulacki F.A, Kortshagen U, Garrick S, Heat transfer––a review of 2001 literature, International Journal of Heat and Mass Transfer, 46, 11, 2003. Crossref

  2. Yamaguchi Sho, Mikuni Jun, Mizoguchi Ikumi, Matsunaga Tadashi, Shinozaki Kenji, Yoshida Makoto, Influence of high temperature holding on tensile strength of PAN-based carbon fiber reinforced aluminum–magnesium alloy composites fabricated by ultrasonic infiltration method, Journal of Japan Institute of Light Metals, 59, 5, 2009. Crossref

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