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P.J. Archer, T.G. Thomas, and G.N. Coleman.
Direct numerical simulation of vortex ring evolution from the laminar to the early turbulent regime.
Journal of Fluid Mechanics, 598:201-226, 2008.

P.J. Archer, T.G. Thomas, and G.N. Coleman.
The instability of a vortex ring impinging on a free surface.
Journal of Fluid Mechanics, 642:79-94, 2010.

G.N. Coleman, D. Fedorov, P.R. Spalart, and J. Kim.
A numerical study of laterally strained wall-bounded turbulence.
Journal of Fluid Mechanics, 639:443-478, 2009.

G.N. Coleman, R. Johnstone, C.P. Yorke, and I.P. Castro.
DNS of aircraft wake vortices: the effect of stable stratification on the development of the Crow instability.
In V. Armenio, B. Geurts, and J. Frolich, editors, ERCOFTAC Workshop: Direct and Large-Eddy Simulation 7, pages 519-525. Springer, 2008.

R. Corral and J. Jiménez.
Fourier/Chebyshev methods for the incompressible Navier-Stokes equations in infinite domains.
Journal of Computational Physics, 121:261-270, 1995.

M. Frigo and S.G. Johnson.
The design and implementation of FFTW3.
Proceedings of the IEEE, 93:216-231, 2005.

J.L. Gustafson.
Reevaluating Amdahl's law.
Communications of the ACM, 31:532-533, 1988.

N. Hutchins and I. Marusic.
Evidence of very long meandering features in the logarithmic region of turbulent boundary layers.
Journal of Fluid Mechanics, 579:1-28, 2007.

R. Johnstone, G.N. Coleman, and P.R. Spalart.
The resilience of the logarithmic law to pressure gradients: evidence from direct numerical simulation.
Journal of Fluid Mechanics, 643:163-175, 2010.

J. Kim, Moin. P., and R. Moser.
Turbulence statistics in fully developed channel flow at low reynolds number.
Journal of Fluid Mechanics, 177:133-166, 1987.

N. Li.
2DECOMP&FFT - library for 2d pencil decomposition and distributed fast fourier transform.

N. Li and S. Laizet.
2DECOMP&FFT - a highly scalable 2d decomposition library and FFT interface.
Cray User Group 2010 conference, Edinburgh, 2010.

L. Snyder.
Type architectures, shared memory, and the corollary of modest potential.
Annual Review of Computer Science, 1:289-317, 1986.

P.R. Spalart, G.N. Coleman, and R. Johnstone.
Retraction: Direct numerical simulation of the Ekman layer: A step in Reynolds number, and cautious support for a log law with a shifted origin [phys fluids 20, 101507, 2008].
Physics of Fluids, 21:109901, 2009.

A. Wray.
Vectoral: only by trying new things will we ever get computer languages right.

R.Johnstone 2012-08-02