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Spin configurations in vertical quantum dots in magnetic fields: three-dimensional self-consistent simulation

机译:磁场中垂直量子点的自旋结构:三维自洽仿真

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The magnetic field dependence of the electronic properties of real single vertical quantum dots in circular and rectangular mesas is investigated within a full three-dimensional multiscale self-consistent approach without any a priori assumptions about the shape and strength of the confinement potential. Charging diagrams in a magnetic field for number of electrons up to five are also computed. Consistent with the experimental data, we found that the charging curves for the rectangular mesa dot in a magnetic field are flatter and exhibit less features than for a circular mesa dot. Evolution of the singlet-triplet energy separation in the two electron system for both dot geometries in magnetic field was also investigated. In the limit of large magnetic field, beyond the singlet-triplet transition, the singlet-triplet energy difference continues to become more negative in a circular mesa dot without any saturation whilst it is predicted to asymptotically approach zero for the rectangular mesa dot. This different behavior is attributed to the symmetry "breaking" that occurs in the singlet wave-functions in the rectangular dot.
机译:在完整的三维多尺度自洽方法中研究了圆形和矩形台面中真实单个垂直量子点的电子性质对磁场的依赖性,而没有关于约束电位的形状和强度的任何先验假设。还计算了磁场中最多五个电子的充电图。与实验数据一致,我们发现矩形台面在磁场中的充电曲线比圆形台面更平坦,并且显示的特征更少。还研究了两个电子系统中磁场中两个点几何的单重态-三重态能量分离的演化。在大磁场的限制下,在单峰-三重峰跃迁之外,单峰-三重峰能量差在没有任何饱和的圆形台面点中继续变得更负,同时预计矩形台面点将渐近接近零。这种不同的行为归因于在矩形点的单重态波函数中发生的对称“断裂”。

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