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- W2062702835 abstract "Some properties of the J-integral in plane elasticity are analyzed. An infinite plate with any number of inclusions, cracks, and any loading conditions is considered. In addition to the physical field, a derivative field is defined and introduced. Using the Betti’s reciprocal theorem for the physical and derivative fields, two new path-independent D1 and D2 are obtained. It is found that the values of Jkk=1,2 on a large circle are equal to the values of Dkk=1,2 on the same circle. Using this property and the complex variable function method, the values of Jkk=1,2 on a large circle is obtained. It is proved that the vector Jkk=1,2 is a gradient of a scalar function Px,y." @default.
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- W2062702835 date "2001-09-06" @default.
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- W2062702835 title "Some Properties of J-Integral in Plane Elasticity" @default.
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- W2062702835 doi "https://doi.org/10.1115/1.1432663" @default.
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