Convergence of electronic bands for high performance bulk thermoelectrics

热电材料 热电效应 工程物理 退化(生物学) 材料科学 兴奋剂 功勋 余热 纳米技术 光伏 数码产品 物理 光电子学 电气工程 光伏系统 热力学 工程类 量子力学 热交换器 生物 生物信息学
作者
Yanzhong Pei,Xiaoya Shi,Aaron D. LaLonde,Heng Wang,Lidong Chen,G. Jeffrey Snyder
出处
期刊:Nature [Nature Portfolio]
卷期号:473 (7345): 66-69 被引量:3877
标识
DOI:10.1038/nature09996
摘要

Thermoelectric generators, which directly convert heat into electricity, have long been relegated to use in space-based or other niche applications, but are now being actively considered for a variety of practical waste heat recovery systems-such as the conversion of car exhaust heat into electricity. Although these devices can be very reliable and compact, the thermoelectric materials themselves are relatively inefficient: to facilitate widespread application, it will be desirable to identify or develop materials that have an intensive thermoelectric materials figure of merit, zT, above 1.5 (ref. 1). Many different concepts have been used in the search for new materials with high thermoelectric efficiency, such as the use of nanostructuring to reduce phonon thermal conductivity, which has led to the investigation of a variety of complex material systems. In this vein, it is well known that a high valley degeneracy (typically ≤6 for known thermoelectrics) in the electronic bands is conducive to high zT, and this in turn has stimulated attempts to engineer such degeneracy by adopting low-dimensional nanostructures. Here we demonstrate that it is possible to direct the convergence of many valleys in a bulk material by tuning the doping and composition. By this route, we achieve a convergence of at least 12 valleys in doped PbTe(1-x)Se(x) alloys, leading to an extraordinary zT value of 1.8 at about 850 kelvin. Band engineering to converge the valence (or conduction) bands to achieve high valley degeneracy should be a general strategy in the search for and improvement of bulk thermoelectric materials, because it simultaneously leads to a high Seebeck coefficient and high electrical conductivity.
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