A mixed face-centred finite volume method with a linear in-cell solution and constant face unknowns reaches second-order convergence without increasing the global system size relative to the first-order scheme.
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A second-order face-centred finite volume method for elliptic problems
A mixed face-centred finite volume method with a linear in-cell solution and constant face unknowns reaches second-order convergence without increasing the global system size relative to the first-order scheme.