Why particle methods work

Hirt, C. Huerta, A. Hughes, T. Johnson, G. Lancaster, P. Libersky, L. Liu, W. Cory, J. Cusumano, J. Beson, D. Smolinski, W. Liu, G. Hulbert and K. Tamma, eds. Lucy, L. Lu, Y. Mallat, S. Monaghan, J. Mooney, M. Nayroles, B. Nichols, B. Penn, R. Poularikas, A. Rivlin, R. Eirich, F. Shodja, H. Ghosh and M. Ostoja-Starzewski, pp. Stellingwerf, R. Impact Engng. Strang, G. Subbiah, S. Heat Mass Transfer , 32 , 3, pp. Sulsky, D. Smolinski, P. Sussman, T. Williams, J. The kernels for a number of special cases are given in detail, and the accuracy of the resulting interpolation is analyzed.

A general procedure for deriving equations for numerical work from the equations of hydrodynamics is described. It is applied to the derivation of the SPH… Expand. View via Publisher. Save to Library Save. Create Alert Alert.

Share This Paper. Background Citations. Methods Citations. Results Citations. Citation Type. Has PDF. Publication Type. More Filters. A new corrective scheme for SPH. A new corrective scheme for Smoothed Particle Hydrodynamics SPH is introduced which greatly improves its accuracy, particularly in regions of particle deficiency or when particles are irregularly … Expand. Smooth Particle Hydrodynamics: A Review. Emphasis is given to the derivation of the SPH equations from the hydrodynamical conservation equations.

Hockney, J. CrossRef Google Scholar. Leonard: "Vortex methods for flow simulations", J. Mc Grath: "Nonstationnary plane flow of viscous and ideal fluids", Arch. MathSciNet Google Scholar. Raviart There are no affiliations available. Personalised recommendations. Cite paper How to cite? ENW EndNote. Buy options.