Theory of Valley Splitting in Si/SiGe Spin-Qubits: Interplay of Strain, Resonances and Random Alloy Disorder
Abel Thayil, Lasse Ermoneit, Markus Kantner

TL;DR
This paper develops a comprehensive theoretical model to analyze how strain, alloy disorder, and resonances affect valley splitting in Si/SiGe quantum wells, aiding the design of more reliable spin-qubits for quantum computing.
Contribution
It introduces an envelope-function theory combined with an empirical pseudopotential model to quantify the interplay of strain, disorder, and resonances on valley splitting in Si/SiGe heterostructures.
Findings
Model accurately predicts valley splitting in various epitaxial profiles.
Alloy disorder and resonances significantly influence valley splitting.
Framework aids optimization of quantum well designs for spin-qubits.
Abstract
Electron spin-qubits in silicon-germanium (SiGe) heterostructures are a major candidate for the realization of scalable quantum computers. A critical challenge in strained Si/SiGe quantum wells (QWs) is the existence of two nearly degenerate valley states at the conduction band minimum that can lead to leakage of quantum information. To address this issue, various strategies have been explored to enhance the valley splitting (i.e., the energy gap between the two low-energy conduction band minima), such as sharp interfaces, oscillating germanium concentrations in the QW (known as wiggle wells) and shear strain engineering. In this work, we develop a comprehensive envelope-function theory augmented by an empirical nonlocal pseudopotential model to incorporate the effects of alloy disorder, strain, and non-trivial resonances arising from interactions between valley states across…
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Taxonomy
TopicsSurface and Thin Film Phenomena · Magnetic properties of thin films · Semiconductor materials and interfaces
