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Most FE solutions are loosely based around contour integral approaches, as they include the influence of significant plastic deformation accompanying the initiation and stable growth of cracks.

The J-Integral uses a path independent contour integral that encloses the crack tip. Mathematically it is a line integral in 2D where an arbitrary chosen path for the line integral is required. Failure by initiation & growth of a crack is associated with a critical value of J. Once it is found, the critical stress intensity factor can be determined. In order to ensure that the path used in the FE model is independent, multiple contours around the crack tip are usually extracted automatically.

It is usual to use 8 noded quadrilaterals in such an analyses, with one edge collapsed to zero length at the crack tip. The midside nodes of the remaining non-zero length sides are usually placed at quarter the distance to the edge not in contact with the crack tip. The reason being that it produces a singularity at the crack tip & hence a solution is guaranteed.

 

 

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