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Evaluation of Numerical Schemes for Dispersed Phase Modeling of Cyclone Separators
Engineering Applications of Computational Fluid Mechanics, 2011Prashant Shukla +2 more
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Numerical solutions of FitzHugh–Nagumo equation by exact finite-difference and NSFD schemes
Computational and Applied Mathematics, 2016Mehran Namjoo
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General numeration I. Gauged schemes
Given a sequence of pairs \(\{(G_ i,D_ i)\}\) of natural numbers, where the \(G_ i\) are strictly increasing. Sums of the form \(\sum n_ iG_ i,\) \(0\leq n_ i\leq D_ i\) are considered here. The mapping \((n_ k,...,n_ 0)\to \sum_{i\leq k}n_ iG_ i\) from a set M of numerals, called 'Neugebauer symbols', satisfying \(0\leq n_ i\leq D_ i\) into the set W ...openaire +2 more sources
Eddy-resolving numerical scheme for simulation of turbulent incompressible flows
Computational Mathematics and Mathematical Physics, 2015Andrey Kozelkov, V V Kurulin
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Stability of weak numerical schemes for stochastic differential equations
Computers and Mathematics With Applications, 1994Eckhard Platen
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