Title page for ETD etd-05222000-11160059


Type of Document Dissertation
Author Halverson, Howard Gerhard
Author's Email Address hhalvers@vt.edu
URN etd-05222000-11160059
Title Durability of Ceramic Matrix Composites at Elevated Temperatures: Experimental Studies and Predictive Modeling
Degree PhD
Department Engineering Mechanics
Advisory Committee
Advisor Name Title
Curtin, William A. Jr. Committee Chair
Kampe, Stephen L. Committee Member
Kraige, Luther Glenn Committee Member
Lesko, John J. Committee Member
Reifsnider, Kenneth L. Committee Member
Keywords
  • stress-rupture
  • high temperature
  • ceramic matrix composite
  • micromechanics
  • creep
Date of Defense 2000-05-08
Availability unrestricted
Abstract
In this work, the deformation and strength of an oxide/oxide ceramic matrix composite system under stress-rupture conditions were studied both experimentally and analytically. A rupture model for unidirectional composites which incorporates fiber strength statistics, fiber degradation, and matrix damage was derived. The model is based on a micromechanical analysis of the stress state in a fiber near a matrix crack and includes the effects of fiber pullout and global load sharing from broken to unbroken fibers. The parameters required to produce the deformation and lifetime predictions can all be obtained independently of stress-rupture testing through quasi-static tension tests and tests on the individual composite constituents. Thus the model is truly predictive in nature. The predictions from the model were compared to the results of an extensive experimental program. The model captures the trends in steady-state creep and tertiary creep but the lifetime predictions are extremely conservative. The model was further extended to the behavior of cross-ply or woven materials through the use of numeric representations of the fiber stresses as the fibers bridge matrix cracks. Comparison to experiments on woven materials demonstrated the relationship between the behavior of the unidirectional and cross-ply geometries. Finally, an empirical method for predicting the durability of materials which exhibit multiple damage modes is examined and compared to results of accurate Monte Carlo simulations. Such an empirical method is necessary for the durability analysis of large structural members with varying stress and temperature fields over individual components. These analyses typically require the use of finite element methods, but the extensive computations required in micromechanical models render them impractical. The simple method examined in this work, however, is shown to have applicability only over a narrow range of material properties.

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