DEPENDENCE OF THE ANDERSON TRANSITION ZONE OF THE AUBRY MODEL ON THE WAVE VECTOR

WANG CHUAN-KUI; SUN JIN-ZUO; WANG JI-SUO

doi:10.7498/aps.43.1331

Abstract
On the basis of our previous works, we further study the dependence of the Anderson transition zone of the Aubry model in one-dimensional incommensurate systems on the wave vector. Our numerical results indicate that the Anderson transition zone is related to the wave vector; the smaller the wave vector, the lower the values of the potential strength V in which the Anderson transition zone lies.
Authors and contacts
WANG CHUAN-KUI¹,

SUN JIN-ZUO²,

WANG JI-SUO¹

(1)聊城师范学院光通信研究所; (2)聊城师范学院物理系
References

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Vol. 43, Issue 8 - 1994-04-20

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DEPENDENCE OF THE ANDERSON TRANSITION ZONE OF THE AUBRY MODEL ON THE WAVE VECTOR

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