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arXiv 0705.1910cond-mat.mes-hallcond-mat.mtrl-sci
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抛物型能带超晶格的电导率

Conductivity of a superlattice with parabolic miniband

G M Shmelev, I I Maglevanny, E M Epshtein

摘要:

理论研究了具有抛物型微带的一维超晶格的静态和高频微分电导率,其中色散规律假定为抛物型直到布里渊区边缘。与早期发表的作品,致力于这个问题,新的公式包含的静态电流密度的温度依赖性,这导致电流最大值随着温度的升高向低场侧移动。的高频微分电导率响应特性,包括温度依赖性的检查和创建太赫兹振荡器的布洛赫电子振荡在这样的超晶格的机会进行了讨论。分析表明,具有抛物型微带色散规律的超晶格只有在很低的温度下才有可能用于太赫兹场的产生和放大。

英文摘要:

The static and high-frequency differential conductivity of a one-dimensional superlattice with parabolic miniband, in which the dispersion law is assumed to be parabolic up to the Brillouin zone edge, are investigated theoretically. Unlike the earlier published works, devoted to this problem, the novel formula for the static current density contains temperature dependence, which leads to the current maximum shift to the low field side with increasing temperature. The high-frequency differential conductivity response properties including the temperature dependence is examined and opportunities of creating a terahertz oscillator on Bloch electron oscillations in such superlattices are discussed. Analysis shows that superlattices with parabolic miniband dispersion law may be used for generation and amplification of terahertz fields only at very low temperatures.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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