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Large, Tunable Valley Splitting and Single-Spin Relaxation Mechanisms in aSi/SixGe1−xQuantum Dot
Physical Review Applied ( IF 4.6 ) Pub Date : 2020-03-27 , DOI: 10.1103/physrevapplied.13.034068 Arne Hollmann , Tom Struck , Veit Langrock , Andreas Schmidbauer , Floyd Schauer , Tim Leonhardt , Kentarou Sawano , Helge Riemann , Nikolay V. Abrosimov , Dominique Bougeard , Lars R. Schreiber
Physical Review Applied ( IF 4.6 ) Pub Date : 2020-03-27 , DOI: 10.1103/physrevapplied.13.034068 Arne Hollmann , Tom Struck , Veit Langrock , Andreas Schmidbauer , Floyd Schauer , Tim Leonhardt , Kentarou Sawano , Helge Riemann , Nikolay V. Abrosimov , Dominique Bougeard , Lars R. Schreiber
Valley splitting is a key feature of silicon-based spin qubits. Quantum dots in / heterostructures reportedly suffer from a relatively low valley splitting, limiting the operation temperature and the scalability of such qubit devices. Here, we demonstrate a robust and large valley splitting exceeding 200 in a gate-defined single quantum dot, hosted in molecular-beam-epitaxy-grown . The valley splitting is monotonically and reproducibly tunable up to 15% by gate voltages, originating from a 6-nm lateral displacement of the quantum dot. We observe static spin relaxation times s at low magnetic fields in our device containing an integrated nanomagnet. At higher magnetic fields, is limited by the valley hotspot and by phonon noise coupling to intrinsic and artificial spin-orbit coupling, including phonon bottlenecking.
中文翻译:
aSi / SixGe1-xQuantum点中的大可调谷劈裂和单旋弛豫机制
谷值分裂是硅基自旋量子位的关键特征。量子点/据报道,异质结构具有相对较低的谷裂,从而限制了这种量子位器件的工作温度和可扩展性。在这里,我们展示了超过200的稳健且大的山谷裂谷 在门定义的单个量子点中,存在于分子束外延生长中 。谷值分裂可通过栅极电压单调且可复制地调整至15%,该电压源自量子点的6 nm横向位移。我们观察到静态自旋弛豫时间在包含集成纳米磁铁的设备中处于低磁场的情况下。在更高的磁场下 受山谷热点和声子噪声耦合到固有和人工自旋轨道耦合(包括声子瓶颈)的限制。
更新日期:2020-03-28
中文翻译:
aSi / SixGe1-xQuantum点中的大可调谷劈裂和单旋弛豫机制
谷值分裂是硅基自旋量子位的关键特征。量子点/据报道,异质结构具有相对较低的谷裂,从而限制了这种量子位器件的工作温度和可扩展性。在这里,我们展示了超过200的稳健且大的山谷裂谷 在门定义的单个量子点中,存在于分子束外延生长中 。谷值分裂可通过栅极电压单调且可复制地调整至15%,该电压源自量子点的6 nm横向位移。我们观察到静态自旋弛豫时间在包含集成纳米磁铁的设备中处于低磁场的情况下。在更高的磁场下 受山谷热点和声子噪声耦合到固有和人工自旋轨道耦合(包括声子瓶颈)的限制。