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Bound/Positivity Preserving and Energy Stable Scalar auxiliary Variable Schemes for Dissipative Systems: Applications to Keller--Segel and Poisson--Nernst--Planck Equations

Fukeng Huang, Jie Shen

2021SIAM Journal on Scientific Computing50 citationsDOI

Abstract

Bound/Positivity Preserving and Energy Stable Scalar auxiliary Variable Schemes for Dissipative Systems: Applications to Keller--Segel and Poisson--Nernst--Planck Equations

Topics & Concepts

Nernst equationDissipative systemMathematicsPlanckScalar (mathematics)Applied mathematicsPoisson distributionDiscretizationVariable (mathematics)Statistical physicsMathematical analysisPhysicsThermodynamicsStatisticsQuantum mechanicsGeometryElectrodeMathematical Biology Tumor GrowthCellular Mechanics and InteractionsMicrotubule and mitosis dynamics
Bound/Positivity Preserving and Energy Stable Scalar auxiliary Variable Schemes for Dissipative Systems: Applications to Keller--Segel and Poisson--Nernst--Planck Equations | Litcius