Abstract
This technical note studies the debonding problem in the Eshelby’s elliptical inclusion with remote stresses. Usually, if one inserts eigenstrains in the inclusion, the normal stress along the interface of matrix and inclusion is negative. In addition, if one increases the remote loading gradually, the normal negative stress along interface will be becoming vanishing. This limit loading for the remote stresses becomes the debonding loading. Two particular cases for debonding problem are solved in the present note.
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