A Distributed-dislocation Method For
Generalized Eigenstrain Problems
Author(s)
J. D. Lerma, T. A. Khraishi, Y.-L. Shen & B. D. wirth
Abstract
In this work, a numerical method for finding the elastic fields of inclusions in an
infinite solid with arbitrary eigenstrains is presented. The method is valid, under
isotropic elasticity assumptions, for an inclusion and a surrounding matrix of
equal elastic constants. The method is general in the sense that it works for any
particle or inclusion of arbitrary shape and any eigenstrains. In other words, the
inethod is applicable to any misfit profile along the particle-matrix interface.
And since the method is numerical in nature, it is capable of calculating the
elaqtic fields inside and outside the inclusion; something that is not easily
attainable using analytical techniques restricted further to simple particle
Keywords
Related Book
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