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Dislocation Dynamics using Anisotropic Elasticity: Methodology and Analysis.


DE200415008102

Publication Date 2000
Personal Author Rhee, M.; Stolken, J. S.; Bulatov, V. V.; Diaz de la Rubia, T.; Zbib, H. M.; Hirth, J. P.
Page Count 26
Abstract A numerical methodology to incorporate anisotropic elasticity into three-dimensional dislocation dynamics codes has been developed, employing theorems derived by Lothe (1967), Brown (1967), Indenbom and Orlov (1968) and Asaro and Barnett (1976). The formalism is based on the stress field solution for a straight dislocation segment of arbitary orientation in 3-dimensional space. The general solution is given in a complicated closed integral form. To reduce the computation complexity, look-up tables are used to avoid heavy computations for the evaluation of the angular stress factor ((Sigma)(sub ij)) and its first derivative term ((Sigma)(sub ij)). The computation methodology and error analysis are discussed in comparison with known closed form solutions for isotropic elasticity.
Keywords
  • Dislocations
  • Elasticity
  • Evaluation
  • Interaction range
  • Monocrystals
  • Orientation
  • Methodology
  • Computation
Source Agency
  • Technical Information Center Oak Ridge Tennessee
Corporate Authors Lawrence Livermore National Lab., CA.; Department of Energy, Washington, DC.
Supplemental Notes Sponsored by Department of Energy, Washington, DC.
Document Type Technical Report
NTIS Issue Number 200514
Dislocation Dynamics using Anisotropic Elasticity: Methodology and Analysis.
Dislocation Dynamics using Anisotropic Elasticity: Methodology and Analysis.
DE200415008102

  • Dislocations
  • Elasticity
  • Evaluation
  • Interaction range
  • Monocrystals
  • Orientation
  • Methodology
  • Computation
  • Technical Information Center Oak Ridge Tennessee
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