Normalized mixed-mode stress intensity factor equations are presented for deflected and inclined circular surface and corner cracks in finite-thickness plates under uniform remote tensile loading. The equations are obtained by performing non-linear regression analyses on the data from previous numerical solutions based on three-dimensional enriched finite elements. In the equations, the effects of deflection/inclination angles and plate thickness on mixed-mode stress intensity factors are included. The comparisons of normalized stress intensity factors from the equations with those of the finite element analyses show good agreement. Thus, it is concluded that, as a reasonable approximation, the presented equations can be used to assess stre...
The non-singular terms in the series expansion of the elastic crack-tip stress fields, commonly refe...
Empirical stress intensity factor equations are presented for embedded elliptical cracks, semi-ellip...
The linear elastic analysis of homogeneous, isotropic cracked bodies is a Twentieth Century developm...
Normalized mixed-mode stress intensity factor equations are presented for deflected and inclined cir...
Normalized mixed-mode stress intensity factor equations are presented for deflected and inclined cir...
Three-dimensional enriched finite elements are used to compute mixed-mode stress intensity factors (...
AbstractThree-dimensional enriched finite elements are used to compute mixed-mode stress intensity f...
Three-dimensional finite element analyses have been conducted to calculate the stress intensity fact...
The solutions of stress intensity factors of slanted cracks in plain strain plate are hard to find i...
Stress intensity factor equations are presented for an embedded elliptical crack, a semielliptical s...
Three-dimensional finite-element and finite-alternating methods were used to obtain the stress-inten...
Detailed three-dimensional finite element (FE) modeling and analysis of quarter-elliptical and semi-...
In this paper, three-dimensional mixed-mode stress intensity factor solutions are obtained for defle...
The stress intensity factor is one of the most important concepts in fracture mechanics because of s...
Abstract--The stress intensity factor variation along a semicircular surface law in a three dimensio...
The non-singular terms in the series expansion of the elastic crack-tip stress fields, commonly refe...
Empirical stress intensity factor equations are presented for embedded elliptical cracks, semi-ellip...
The linear elastic analysis of homogeneous, isotropic cracked bodies is a Twentieth Century developm...
Normalized mixed-mode stress intensity factor equations are presented for deflected and inclined cir...
Normalized mixed-mode stress intensity factor equations are presented for deflected and inclined cir...
Three-dimensional enriched finite elements are used to compute mixed-mode stress intensity factors (...
AbstractThree-dimensional enriched finite elements are used to compute mixed-mode stress intensity f...
Three-dimensional finite element analyses have been conducted to calculate the stress intensity fact...
The solutions of stress intensity factors of slanted cracks in plain strain plate are hard to find i...
Stress intensity factor equations are presented for an embedded elliptical crack, a semielliptical s...
Three-dimensional finite-element and finite-alternating methods were used to obtain the stress-inten...
Detailed three-dimensional finite element (FE) modeling and analysis of quarter-elliptical and semi-...
In this paper, three-dimensional mixed-mode stress intensity factor solutions are obtained for defle...
The stress intensity factor is one of the most important concepts in fracture mechanics because of s...
Abstract--The stress intensity factor variation along a semicircular surface law in a three dimensio...
The non-singular terms in the series expansion of the elastic crack-tip stress fields, commonly refe...
Empirical stress intensity factor equations are presented for embedded elliptical cracks, semi-ellip...
The linear elastic analysis of homogeneous, isotropic cracked bodies is a Twentieth Century developm...