Abstraet--A new weight function approach to determine SIFs (stress intensity factors) using the indirect boundary integral method has been presented. The crack opening displacement field was represented by one boundary integral term in the form of a single-layer potential whose kernel was modified f
Approximate weight function methods using a new condition
โ Scribed by Beong In Yun; U Jin Choi
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 764 KB
- Volume
- 54
- Category
- Article
- ISSN
- 0013-7944
No coin nor oath required. For personal study only.
โฆ Synopsis
method is presented to derive the approximate weight functions, by using a new condition on the crack mouth, for edge cracks in the semi-infinite or finite plate under Mode I loadings. This method requires only one information, say, the reference stress intensity factor (SIF), K,. Numerical examples show that the present method is efficient in evaluation of the SIFs for edge cracks subjected to the polynomial loadings on the crack faces.
๐ SIMILAR VOLUMES
A new weight function approach to determine SIF (stress intensity factor) using the indirect boundary integral method has been presented. The crack opening displacement field was represented by one boundary integral term in the form of a single-layer potential whose kernel was modified from the fund
An efficient weight function technique using the indirect boundary integral method was presented for cracked circular discs. The crack opening displacement field was rcpresentvd by a single layer whose kernel was a modified form of the fundamental solution in elastostatics. The application of a sing
## Abstract In meshless methods, in general, the shape functions do not satisfy Kronecker delta properties at nodal points. Therefore, imposing essential boundary conditions is not a trivial task as in FEM. In this regard, there has been a great deal of endeavor to find ways to impose essential bou
## Abstract The problem of efficiently approximating real frequency data, which represents either measured information of a physical system or idealized curves to be realized by rational positive real (PR) or bounded real (BR) functions is considered. The final rational function is guaranteed in ad