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Rectification by doped Mott-insulator junctions

机译:通过掺杂的Mott-绝缘体结进行整流

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Junctions of doped Mott insulators offer a route to rectification at frequencies beyond the terahertz range. Mott insulators have strong electronic correlations and therefore short timescales for electron-electron scattering. It is this short time scale that allows for the possibility of rectification at frequencies well beyond those of semiconductor devices that are limited by the slow diffusion of charge carriers. We model a junction by a one dimensional chain of electrons with p- and n-doping on the two halves of the chain. Two types of systems are investigated: spin polarized electrons with nearest-neighbor interaction, and spin-half electrons that interact via on-site repulsion (the Hubbard model). For short chains the many-body Schro¨dinger equation can be integrated numerically exactly, and when driven by an oscillating electromagnetic field such idealized junctions rectify, showing a preferred direction for charge transfer. Longer chains are studied by the time-dependent density-matrix renormalization-group method, and also shown to rectify.
机译:掺杂的Mott绝缘子的结点为超过太赫兹范围的频率提供了整流的途径。莫特绝缘子具有很强的电子相关性,因此电子-电子散射的时间尺度很短。正是这种短的时间尺度使得可以在远远超出受载流子缓慢扩散限制的半导体器件的频率范围内进行整流的可能性。我们通过电子的一维链对p-和n-掺杂在链的两半上建模结。研究了两种类型的系统:具有近邻相互作用的自旋极化电子,以及通过现场排斥相互作用的自旋半电子(哈伯德模型)​​。对于短链,多体Schrodinger方程可以精确地数值积分,并且当由振荡电磁场驱动时,这种理想的结会整流,从而显示出电荷转移的首选方向。通过时变密度矩阵重新归一化组方法研究更长的链,并证明可以纠正。

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