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arxiv: cond-mat/0103174 · v1 · submitted 2001-03-07 · ❄️ cond-mat · quant-ph

How to split the electron in one dimension

classification ❄️ cond-mat quant-ph
keywords electronfunctionwavedimensionacousticarbitrarilyconditionsdavydov
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Using the example of the Davydov soliton - a large acoustic polaron in one dimension - we demonstrate that the electron wave function can be fissioned in two or more long-lived, well-localized and spatially arbitrarily far separated fragments. The phenomenon of wave function splitting is a result of the electron-medium interaction, and takes place under a variety of conditions provided the initial wave function of the electron is localized and has at least one node.

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