A Portevin-Le Chatelier Effect expected from Solute Atmosphere Dragging

H. Yoshinaga, S. Morozumi
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引用次数: 71

Abstract

Abstract A solute atmosphere, will be formed round a moving dislocation in a solid solution, when the dislocation velocity is smaller than the critical value for the case of solute atoms interacting hydrostatically with an edge dislocation, where A is a parameter indicating the strength of the interaction, b′ is a distance of the order of the interatomic one, and the other parameters have their usual meanings. There may exist another critical velocity (Cottrell 1953 a), v CH, which corresponds to the maximum drag stress due to the solute atmosphere. In the range of v CH < v < v CL, a moving dislocation will be subjected to a lower dragging stress with higher velocity. A kind of Portevin-Le Chatelier effect is expected from this dynamical instability of plasticity.
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溶质大气拖拽预测的波特文-勒夏特列效应
当位错速度小于溶质原子与边缘位错流体静力作用的临界值时,固溶体中移动位错周围会形成溶质气氛,其中A为表示相互作用强度的参数,b′为原子间相互作用的阶距,其他参数均有其通常含义。可能还存在另一个临界速度(Cottrell 1953 a) v CH,它对应于溶质大气引起的最大阻力应力。在v CH < v < v CL范围内,运动位错受到的拖拽应力较小,速度较快。一种波蒂文-勒夏特列效应被期望从塑性的动力不稳定性。
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