Paper
25 May 2005 Quantum lattice representation of 1D MHD turbulence with arbitrary transport coefficients
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Abstract
The quantum Boltzmann equation method is demonstrated by numerically predicting the time-dependent solutions of the velocity and magnetic fields governed by nonintegrable magnetohydrodynamic equations in one spatial dimension. The method allows arbitrary tuning of the value of the viscosity and resistivity transport coefficients without compromising numerical integrity even near the zero dissipation and turbulent regime where shock front discontinuities emerge.
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Jeffrey Yepez, George Vahala, and Linda Vahala "Quantum lattice representation of 1D MHD turbulence with arbitrary transport coefficients", Proc. SPIE 5815, Quantum Information and Computation III, (25 May 2005); https://doi.org/10.1117/12.603029
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KEYWORDS
Quantum computing

Turbulence

Magnetism

Quantum communications

Quantum information

Algorithm development

Diffusion

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