1972
DOI: 10.1115/1.3425464
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A Comparison of Numerical Methods for Determining Stress Intensity Factors

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Cited by 8 publications
(2 citation statements)
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“…For the circular bar, equation (3) In the present work, the compliance was determined as a function of crack length, and these data were fitted to polynomials of the form N ECD ---ao + I an (%)" 2 n = 2 (5) where ao, a,, are the coefficients of the fit, and N is the degree of the polynomial having the best fit to the experimental data. The polynomial ( 5 ) suppresses the coefficient a, to zero, which ensures that the strain-energy release rate is zero at zero crack length (8).…”
Section: Experimental Compliancementioning
confidence: 99%
“…For the circular bar, equation (3) In the present work, the compliance was determined as a function of crack length, and these data were fitted to polynomials of the form N ECD ---ao + I an (%)" 2 n = 2 (5) where ao, a,, are the coefficients of the fit, and N is the degree of the polynomial having the best fit to the experimental data. The polynomial ( 5 ) suppresses the coefficient a, to zero, which ensures that the strain-energy release rate is zero at zero crack length (8).…”
Section: Experimental Compliancementioning
confidence: 99%
“…While stress intensity factors are obtainable by numerical techniques to reasonable accuracy, the computer costs rise significantly with increased accuracy. However, Deverall and Lindsey [10] did demonstrate that stress intensity factors to __+2% can be obtained with modest grids. The fracture characterization methods developed analytically by Mueller [I I] provided a crack displacement stress intensity factor relationship for a cracked sheet.…”
Section: Introductionmentioning
confidence: 99%