For more detail, take a look at my CV.
Peer-Reviewed Publications
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Kriel, N., Beattie, J. R., Seta, A., and Federrath, C. (2022). Fundamental scales in the kinematic phase of the turbulent dynamo. DOI: 10.1093/mnras/stac969. arXiv: 2204.00828.
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Beattie, J. R., Krumholz, M., Skalidis, R., Federrath, C., Mocz, P., Crocker, R. M., Seta, A., and Kriel, N. (2022). Energy balance and Alfv'en Mach numbers in compressible magnetohydrodynamic turbulence with a large-scale magnetic field. DOI: 10.1093/mnras/stac2099. arXiv: 2202.13020.
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Beattie, J. R., Federrath, C., Kriel, N., Mocz, P., and Seta, A. (2022). Growth or Decay – I: universality of the turbulent dynamo saturation. DOI: 10.1093/mnras/stac2099. arXiv: 2209.10749.
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Kriel, N., Beattie, J. R., Federrath, C., Krumholz, M. R., and Hew, J. (Expected September submission). Fundamental scales in the kinematic phase of the turbulent dynamo – II: the effect of compressibility in highly supersonic, isothermal plasmas.
In Preparation
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Beattie, J. R., Federrath, C., Kriel, N., Mocz, P., Hew, J., and Ripperda, B. (Expected September submission). Growth or Decay – II: sub-Alfv'enic plasmoidal decay into driven turbulence.
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Beattie, J. R., Federrath, C., Hew, J., Kriel, N. (Expected September submission). Taking control of compressible modes: bulk viscosity and the compressible turbulent dynamo.
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Hew, J., Hosking, D. N., Federrath, C., Beattie, J. R., Seta, A., and Kriel, N. (Expected August submission). Exact von-K'arm'an-Howarth scaling relations for the Hosking integral in non-helical magnetohydrodynamic turbulence.
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Kriel, N., Krumholz, M. R., Wibking, B., and Li, P. S. (Expected 2024 submission). Implementing ideal magnetohydrodynamics in \texttt{QUOKKA}.
Pop-Science
- Beattie, J. R., Kriel, N. (2019). Is The Starry Night Turbulent?. arXiv preprints. arXiv: 1902.03381.