Exact Solutions of Two Ideal Cases in Grain Boundary Diffusion Problem and the Application to Sectioning Method

スポンサーリンク

概要

• 論文の詳細を見る

• Exact solutions of grain boundary diffusion based on the two mathematical conditions assumed for the surface source are discussed for the purpose of application to the experiments by means of sectioning method. It is concluded that the result obtained by either of these solutions is in effect unaffected by possible deviations from the ideal condition, and one of them, the "instantaneous source" solution, is the most successful one in analyzing the problem. The expression for the solutions can be transformed to another type of expression more appropriate to the grain boundary diffusion, and some discussions and numerical evaluations of these solutions over a more extensive range of parameters than previous are given.

• 東北大学の論文

著者

• Suzuoka Toshiro

  The Research Institute For Iron Steel And Other Metals

関連論文

• Diffusion of Iron Group Elements in Silver
• Diffusion of Nickel in Silver
• Mathematical Analysis of Tracer Surface Diffusion
• Singularity in Pure Zinc at High Temperatures
• An Electrical Resistance Study of the System (Cr_xMn_)Sb
• Exact Solutions of Two Ideal Cases in Grain Boundary Diffusion Problem and the Application to Sectioning Method
• Mathematical Analysis of Tracer Surface Diffusion
• Exact Solutions of Two Ideal Cases in Grain Boundary Diffusion Problem and the Application to Sectioning Method
• Study on the Transformation of Zinc by Electric Resistance in Connection with Eutectic Phenomena

スポンサーリンク