可动点缺陷对与运动弯结的滞弹性交互作用

对于在周期分布的运动内应力源作用下,面心立方晶体中Zener对和不对称点缺陷对的微扩散方程采用有限傅氏级数和拉氏变换求解。得出弯结刚性和阻尼系数的有限求和表达式。给出了有关数值计算结果。对于刃型位错与不对称点缺陷对的滞弹性交互作用得出了简单解析结果,与以前用别的方法所得结果相符。讨论了点缺陷内耗的位错增强效应。 关键词：

ANELASTIC INTERACTION BETWEEN MOVING KINK AND MOBILE PAIRS OF POINT DEFECTS

The micro-diffusion equation for Zener pairs and asymmetric pairs of point defects in fcc metals under the action of periodic distributional moving sources of inner stress have been solved by using finite Fourier transformation and Laplace transformation. Finite sum formulae for rigidity and damping coefficient of a kink have been obtained.Numerical results are given. A simple analytic result is obtained for anelastic interaction between edge dislocation and asymmetric pairs of point defects, which is found to be in agreement with other results based on a different approach.The enhanced internal friction due to the interaction between dislocation and point defects is discussed.