Monotonicity correction for second order element finite volume methods of anisotropic diffusion problems

Journal of Computational Physics(2022)

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Abstract
•The monotone correction is applied to second order element FVMs.•The corrected schemes have positivity-preserving.•The corrected schemes maintain the convergence order of the original schemes.•This is the first monotone high-order finite volume methods.•For unsteady problem, monotone correction of time term is also given.
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Key words
Second order element,Finite volume methods,Monotonicity,Positivity-preserving,Anisotropic diffusion equations
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