For more detail, take a look at my CV.

Peer-Reviewed Publications

  1. 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.

  2. 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.

  3. 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.

  4. 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

  1. 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.

  2. Beattie, J. R., Federrath, C., Hew, J., Kriel, N. (Expected September submission). Taking control of compressible modes: bulk viscosity and the compressible turbulent dynamo.

  3. 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.

  4. Kriel, N., Krumholz, M. R., Wibking, B., and Li, P. S. (Expected 2024 submission). Implementing ideal magnetohydrodynamics in \texttt{QUOKKA}.

Pop-Science

  1. Beattie, J. R., Kriel, N. (2019). Is The Starry Night Turbulent?. arXiv preprints. arXiv: 1902.03381.