On the Variational Calculation of the Activation Energy of Dislocation

スポンサーリンク

概要

• 論文の詳細を見る

• The formulae of the activation energy of a dislocation trapped in potential trough are solved by variational method, which relates closely to usual Lagrangean form in analytical dynamics. To compare them with the approximate solution of Cottrel's, numerical calculations are carried out in the particular case where the anchored force is due to the interaction with Cottrel's atmosphere. Consequently, the elegant agreement between the observed and Cottrel's approximate solution is lost.

• 社団法人日本物理学会の論文
• 1954-08-25

著者

• Sugiyama Akira

  Nagoya Technical College

関連論文

• Theory of Formation Energy of the External and the Internal Surface for Free Electron Metals
• On the Variational Calculation of the Activation Energy of Dislocation
• An Extended Form of Weyl-Laue Theorem and its Application to Surface Problems
• Fermi Momentum for Free Electron Metals Perturbed by Localized Imperfections
• Stress-Thermoelectric Effect in Ferromagnetics

スポンサーリンク