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Effects of Free Carriers on Piezoelectric Nanogenerators and Piezotronic Devices Made of GaN Nanowire Arrays

机译:自由载流子对GaN纳米线阵列制成的压电纳米发电机和压电器件的影响

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This study investigates the role of carrier concentration in semiconducting piezoelectric single-nanowire nanogenerators (SNWNGs) and piezotronic devices. Unintentionally doped and Si-doped GaN nanowire arrays with various carrier concentrations, ranging from 10~(17) (unintentionally doped) to 10~(19) cm~(-3) (heavily doped), are synthesized. For SNWNGs, the output current of individual nanowires starts from a negligible level and rises to the maximum of ≈50 nA at a doping concentration of 5.63 × 10~(18) cm~(-3) and then falls off with further increase in carrier concentration, due to the competition between the reduction of inner resistance and the screening effect on piezoelectric potential. For piezotronic applications, the force sensitivity based on the change of the Schottky barrier height works best for unintentionally doped nanowires, reaching 26.20 ± 1.82 meV nN~(-1) and then decreasing with carrier concentration. Although both types of devices share the same Schottky diode, they involve different characteristics in that the slope of the current- voltage characteristics governs SNWNG devices, while the turn-on voltage determines piezotronic devices. It is demonstrated that free carriers in piezotronic materials can influence the slope and turn-on voltage of the diode characteristics concurrently when subjected to strain. This work offers a design guideline for the optimum doping concentration in semiconductors for obtaining the best performance in piezotronic devices and SNWNGs.
机译:这项研究调查了载流子浓度在半导体压电单纳米线纳米发电机(SNWNG)和压电器件中的作用。合成了载流子浓度范围为10〜(17)(无意掺杂)到10〜(19)cm〜(-3)(重掺杂)的各种载流子的无意掺杂和Si掺杂的GaN纳米线阵列。对于SNWNG,单根纳米线的输出电流从可忽略的水平开始,并在5.63×10〜(18)cm〜(-3)的掺杂浓度下上升至最大≈50nA,然后随着载流子的进一步增加而下降。由于内阻的降低和对压电势的屏蔽效应之间的竞争,导致浓度升高。对于压电应用,基于肖特基势垒高度变化的力敏度最适合无意掺杂的纳米线,达到26.20±1.82 meV nN〜(-1),然后随着载流子浓度的降低而减小。尽管两种类型的器件共享相同的肖特基二极管,但它们具有不同的特性,因为电流-电压特性的斜率支配SNWNG器件,而导通电压决定了压电器件。结果表明,压电材料中的自由载流子在受到应变时会同时影响二极管特性的斜率和导通电压。这项工作为半导体中的最佳掺杂浓度提供了设计指南,以便在压电器件和SNWNG中获得最佳性能。

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