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The following pages link to A Fully Well-Balanced Lagrange--Projection-Type Scheme for the Shallow-Water Equations (Q4554047):

Displaying 16 items.

Fully well-balanced, positive and simple approximate Riemann solver for shallow water equations (Q285324) (← links)
A second-order well-balanced Lagrange-projection numerical scheme for shallow water Exner equations in 1D and 2D (Q2103067) (← links)
Implicit and semi-implicit well-balanced finite-volume methods for systems of balance laws (Q2106203) (← links)
A mass conservative, well balanced, tangency preserving and energy decaying method for the shallow water equations on a sphere (Q2135817) (← links)
Energy-stable staggered schemes for the shallow water equations (Q2222723) (← links)
Second-order well-balanced Lagrange-projection schemes for blood flow equations (Q2240642) (← links)
A well-balanced weighted compact nonlinear scheme for shallow water equations on curvilinear grids (Q2671367) (← links)
On well-balanced implicit-explicit Lagrange-projection schemes for two-layer shallow water equations (Q2700335) (← links)
Implicit and implicit-explicit Lagrange-projection finite volume schemes exactly well-balanced for 1D shallow water system (Q2700424) (← links)
(Q3220206) (← links)
A Well-Balanced Positivity-Preserving Quasi-Lagrange Moving Mesh DG Method for the Shallow Water Equations (Q5065164) (← links)
Convergence of a Second-order Energy-decaying Method for the Viscous Rotating Shallow Water Equation (Q5147765) (← links)
On Lagrange-Projection Schemes for Shallow Water Flows Over Movable Bottom with Suspended and Bedload Transport (Q6191797) (← links)
A semi-implicit fully exactly well-balanced relaxation scheme for the shallow water system (Q6585314) (← links)
Lagrange-projection exactly well-balanced finite volume schemes for the Ripa model (Q6613538) (← links)
High-order well-balanced finite volume schemes for 1d and 2d shallow-water equations with variable bathymetry and Coriolis forces (Q6613544) (← links)