Slow Crack Growth of Brittle Materials with Exponential Crack-Velocity Formulation. Part 3; Constant Stress and Cyclic Stress Experiments
Series:
The previously determined life prediction analysis based on an exponential crack-velocity formulation was examined using a variety of experimental data on advanced structural ceramics tested under constant stress and cyclic stress loading at ambient and elevated temperatures. The data fit to the relation between the time to failure and applied stress (or maximum applied stress in cyclic loading) w
NaN
VOLUME
English
Paperback
The previously determined life prediction analysis based on an exponential crack-velocity formulation was examined using a variety of experimental data on advanced structural ceramics tested under constant stress and cyclic stress loading at ambient and elevated temperatures. The data fit to the relation between the time to failure and applied stress (or maximum applied stress in cyclic loading) was very reasonable for most of the materials studied. It was also found that life prediction for cyclic stress loading from data of constant stress loading in the exponential formulation was in good agreement with the experimental data, resulting in a similar degree of accuracy as compared with the power-law formulation. The major limitation in the exponential crack-velocity formulation, however, was that the inert strength of a material must be known a priori to evaluate the important slow-crack-growth (SCG) parameter n, a significant drawback as compared with the conventional power-law crack-velocity formulation.Choi, Sung R. and Nemeth, Noel N. and Gyekenyesi, John P.Glenn Research CenterCRACK PROPAGATION; BRITTLE MATERIALS; MECHANICAL PROPERTIES; HIGH TEMPERATURE; AMBIENT TEMPERATURE; PREDICTIONS; LIFE (DURABILITY); FAILURE; CYCLIC LOADS...
Price Comparison [India]
In This Series
Bestseller Manga
Trending NEWS