Failure Analysis of Ceramic Components
Author(s) -
B. Morris
Publication year - 2000
Language(s) - English
Resource type - Reports
DOI - 10.2172/821943
Subject(s) - ceramic , reliability (semiconductor) , brittleness , materials science , finite element method , stress (linguistics) , fracture (geology) , compression (physics) , silicon carbide , ultimate tensile strength , service life , structural engineering , composite material , reliability engineering , forensic engineering , engineering , power (physics) , linguistics , physics , philosophy , quantum mechanics
Ceramics are being considered for a wide range of structural applications due to their low density and their ability to retain strength at high temperatures. The inherent brittleness of monolithic ceramics requires a departure from the deterministic design philosophy utilized to analyze metallic structural components. The design program ''Ceramic Analysis and Reliability Evaluation of Structures Life'' (CARES/LIFE) developed by NASA Lewis Research Center uses a probabilistic approach to predict the reliability of monolithic components under operational loading. The objective of this study was to develop an understanding of the theories used by CARES/LIFE to predict the reliability of ceramic components and to assess the ability of CARES/LIFE to accurately predict the fast fracture behavior of monolithic ceramic components. A finite element analysis was performed to determine the temperature and stress distribution of a silicon carbide O-ring under diametral compression. The results of the finite element analysis were supplied as input into CARES/LIFE to determine the fast fracture reliability of the O-ring. Statistical material strength parameters were calculated from four-point flexure bar test data. The predicted reliability showed excellent correlation with O-ring compression test data indicating that the CARES/LIFE program can be used to predict the reliability of ceramic components subjected to complicated stress states using material properties determined from simple uniaxial tensile tests
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