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Infinite body subjected to applied shear stress in plane yz at infinity, contains circular cylindrical rigid inclusion, axis of which is parallel to z axis; problem is analyzed by means of theory of continuous distributions of dislocations, particular attention being given to determination of displacement discontinuity along y=o, and results are compared with those of Barnett and Tetelman; model describes piling up of like dislocations against rigid inclusion only when shear stress opposing their motion is zero.
Infinite body subjected to applied shear stress in plane yz at infinity, contains circular cylindrical rigid inclusion, axis of which is parallel to z axis; problem is analyzed by means of theory of continuous distributions of dislocations, particular attention being given to determination of displacement discontinuity along y=o, and results are compared with those of Barnett and Tetelman; model describes piling up of like dislocations against rigid inclusion only when shear stress opposing their motion is zero.
Piling up of screw dislocations against circular cylindrical rigid inclusion
J Mechanics Physics Solids
Smith, E. (author)
1968
5 pages
Article (Journal)
Electronic Resource
English
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Dynamics of Screw Dislocations Piled up against a Circular Cylindrical Inclusion
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