Malaysian Journal of Mathematical Sciences, February 2016, Vol. 10(S)
Special Issue: The 3rd International Conference on Mathematical Applications in Engineering 2014 (ICMAE'14)
Formulation for Multiple Curved Crack Problem in a Finite Plate
Ghorbanpoor, R., Nik Long, N. M. A., and Eshkuvatov, Z. K.
Corresponding Email: [email protected]
Received date: -
Accepted date: -
Abstract:
The formulation for the curved crack in a finite plate is established. The technique is the curved crack in a finite plate is divided into two subproblems i.e. the curved crack problem in an infinite plate and the finite plate without crack. For the first problem, the curved problem is formulated into Fredholm integral equation, where as for the second problem the complex boundary integral equations based on complex variables are considered. The solution of the coupled boundary integral equations gives the solution on the domain of the boundary.
Keywords: hypersingular integral equation, multiple cracks problem, curved cracks, finite plate
