METHOD OF APPROXIMATE SOLUTION OF ANTIPLANE PROBLEMS OF ELASTICITY THEORY FOR COMPOSITE BODIES WEAKNED BY CRACKS

Author: Zurab Vashakidze
Keywords: Antiplane problems, cracks, finite-difference method
Annotation:

In the present article finite-difference solution in the quadratic area of antiplane problems of elasticity theory of composite (pice-wise homogeneous) bodies weakend by cracks is presented. The differential equation with corresponding initial boundary conditions is approximated by finite-differential analogies. Such kind set of the problem gives opportunity to fild directly numerical values of shift functions in the gird points. The suggested calculation algorithms have been tested for the concrete practical tasks. The results of numerical calculations are in a good degree of aproach with the result of teoritical investigations.

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ზურაბ ვაშაკიძე - პრეზენტაცია საბაკალავრო ნაშრომის (2014) [ka]
ზურაბ ვაშაკიძე - საბაკალავრო ნაშრომი (2014) [ka]