References used throughout the nanoFluidX manual.

1 S. Adami, X. Hu und N. Adams, „A new surface-tension formulation for multi-phase SPH using a reproducing divergence approximation,“ Journal of Computational Physics, Nr. 229, pp. 5011-5021, 2010.
2 S. Adami, Modeling and Simulation of Multiphase Phenomena with Smoothed Particle Hydrodynamics, Lehrstuhl für Aerodynamik und Strömungsmechanik, Technische Universität München, 2014.
3 S. Adami, X. Hu und N. Adams, „Simulating three-dimensional turbulence with SPH,“ in Proceedings of the Summer Program 2012, Stanford Univeristy, Paolo Alto, 2012.
4 N. Akinci, G. Akinci und M. Teschner, „Versatile Surface Tension and Adhesion for SPH Fluids,“ ACM Trans. Graph, Bd. 32, Nr. 6, 2013.
5 A. Herault, G. Bilotta, A. Vicari, E. Rustico und C. Del Negro, „Numerical simulation of lava flow using a GPU SPH model,“ Annals of Geophysics, Bd. 54, Nr. 5, 2011.
6 G. LePrince, C. Changenet, F. Ville, P. Velex, C. Dufau und F. Jarnias, „Influence of Aerated Lubricants on Gear Churning Losses-An Engineering Model,“ Tribology Transactions, Bd. 54, pp. 929-938, 11 2011.
7 W. S. Ng, M. C. Levesley und M. Priest, Effects of Bubble on the Viscosity Properties of Lubricant, 2005, pp. 565-566.
8 J. L. Nikolajsen, „Viscosity and Density Models for Aerated Oil in Fluid-Film Bearings©,“ Tribology Transactions, Bd. 42, pp. 186-191, 1 1999.
9 C. Zhang, X. Y. Hu und N. A. Adams, „A weakly compressible SPH method based on a low-dissipation Riemann solver,“ Journal of Computational Physics, Bd. 335, pp. 605-620, 4 2017.
10 M. P. Allen und D. J. Tildesley, Computer simulation of liquids, New York: Oxford University Press, 1989.
11 X. Y. Hu und N. A. Adams, „An incompressible multi-phase SPH method,“ J. Comput. Phys., Bd. 227, Nr. 1, pp. 264-278, 2007.