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A further synthesis of the sextic and the integral theories for the elastic fields of line forces and dislocations in anisotropio media is made. The expressions derived for the distortions and displacements are believed to be the most convenient ones for purposes of numerical computation. In addition expressions are given for the derivatives of the field quantities for use in Lothe‐Brown‐Indenbom‐Orlov theorems which allow for the construction of three dimensional fields from two dimensional data. Some numerical examples for cubic media are included.
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Asaro et al. (1973) studied this question.
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