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Advective-then-Flux form for Runge-Kutta schemes #553
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tommbendall
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Sep 23, 2024
atb1995
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These changes largely look good to me, the use of the enumerated type is sensible and the changes successfully implement an advective-then-flux version of conservative transport. I'm happy that the change has sufficient testing, I only have a few minor comments/requests.
tommbendall
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Oct 28, 2024
Co-authored-by: Alex Brown <[email protected]>
atb1995
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Oct 28, 2024
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This PR implements an "advective-then-flux" form for RK schemes with the conservative transport equation.
This involves:
linear
,predictor
andincrement
forms, which follow the attached documentlinear
form, which allows the final RK stage of the final subcycle to use a different operatorall_but_last
label, which indicates the form to use for all but the very final RK stageadvective_then_flux
boolean argument to theDGUpwind
operator, which signifies to use theadvective
form of the transport equation for all-but-the-last RK stageThis seems to have a similarly positive impact to the density/depth predictor for transport with large Courant numbers.