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Accurate hyperfine tensors for solid state quantum applications: case of the NV center in diamond

Physics

Accurate hyperfine tensors for solid state quantum applications: case of the NV center in diamond

I. Takács and V. Ivády

This groundbreaking research by István Takács and Viktor Ivády delves into the hyperfine parameters of the nitrogen-vacancy center in diamond, revealing significant inaccuracies in conventional computation methods. Their innovative real-space integration approach improves the accuracy to an astounding 1%, paving the way for precise quantum computing applications.

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~3 min • Beginner • English
Abstract
The decoherence of point defect qubits is often governed by the electron spin–nuclear spin hyperfine interaction that can be parameterized by ab initio calculations. Most theoretical works have focused on the closest nuclear spins, while the accuracy for more distant nuclei is rarely discussed. For the NV center in diamond, the absolute relative error of computed hyperfine parameters can exceed 100% using an industry standard first-principles code. To overcome this, an alternative method is implemented that yields significantly improved hyperfine values with about 1% relative mean error at all distances. The accurate hyperfine data for the NV center enables high-precision simulation of NV quantum nodes for quantum information processing and positioning of nuclear spins by comparing experimental and theoretical hyperfine data.
Publisher
Communications Physics
Published On
Jun 04, 2024
Authors
István Takács, Viktor Ivády
Tags
nitrogen-vacancy center
diamond
quantum computing
hyperfine parameters
real-space integration
nuclear spins
accuracy
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