最近，弹性固体的位错理论已经被应用于地震问题。
Recently, the theory of dislocation in elastic solids has been applied to the earthquake problem.
依据半弹性空间地震位错理论获得的静应力变化量，可以长期存在于邻近断层面上，直至下一次地震发生。
The changes on static stress, acquired according to the half-space elastic dislocation theory, can exist on fault plane for a long time until the next strong earthquake.
认为所给出的其弹性自能的精确表达式是分析位错从材料表面生成的理论基础。
This exact expression for the self energy is the basis for analyzing the dislocation nucleation from crystal surface.
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