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- W1151956250 abstract "In a previous work (N. Ben Abdallah and C. Negulescu, A one-dimensional transport model with small coherence lengths, Transp. Theory and Stat. Phys. 31(4-6) (2002), 559-578) a one-dimensional transport model accounting for both, quantum phenomena and smallness of coherence lengths, has been analyzed. In the limit of infinitely small coherence lengths, this model leads to the classical Vlasov equation. In this paper the two-dimensional situation is considered by adding to the one-dimensional transport direction a transversal confined one. The transport direction is splitted into several regions of a size comparable to the coherence length. A quantum model, based on the 2D Schrodinger equation, describes the electron transport within each cell, while on larger distances, statistics defined on the interfaces of the cells, determine the electron motion. Reflection and transmission coefficients, deduced from the wavefunctions, solutions of the Schrodinger equation, relate neighboring statistics with one another. In the limit of small coherence lengths, we obtain a collisionless subband model, which is classical in the transport direction and keeps quantum features in the confined one." @default.
- W1151956250 created "2016-06-24" @default.
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- W1151956250 date "2006-01-01" @default.
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- W1151956250 title "Small coherence length limit for a two-dimensional quantum transport model" @default.
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