论文标题
各向异性分散和广义尺寸的统一弹道运输关系
A unified ballistic transport relation for anisotropic dispersions and generalized dimensions
论文作者
论文摘要
分析公式是针对费米和玻色子的粒子和能量密度的，以及其在广义维度中各向异性能量分散的弹道动量和能量电流。该公式大大简化了以统一的方式以各种维度的电子，声音子和光子的统计特性，弹道粒子和能量转运电流的比较。 Assorted examples of its utility are discussed, ranging from blackbody radiation to Schottky diodes and ballistic transistors, quantized electrical and thermal conductance, generalized ballistic Seebeck and Peltier coefficients, their Onsager relations, the generalized Wiedemann-Franz law and the robustness of the Lorenz number, and ballistic thermoelectric power factors, all of which are obtained from the single formula.新的配方预测3D DIRAC波段的热电学因子行为尚未观察到。
An analytical formula is derived for particle and energy densities of fermions and bosons, and their ballistic momentum and energy currents for anisotropic energy dispersions in generalized dimensions. The formulation considerably simplifies the comparison of the statistical properties and ballistic particle and energy transport currents of electrons, acoustic phonons, and photons in various dimensions in a unified manner. Assorted examples of its utility are discussed, ranging from blackbody radiation to Schottky diodes and ballistic transistors, quantized electrical and thermal conductance, generalized ballistic Seebeck and Peltier coefficients, their Onsager relations, the generalized Wiedemann-Franz law and the robustness of the Lorenz number, and ballistic thermoelectric power factors, all of which are obtained from the single formula. The new formulation predicts a thermoelectric power factor behaviour of 3D Dirac bands which has not been observed yet.
