Energy-conserving discretization of the one-dimensional shallow water equations in material-fixed coordinates
A generalized approach to the spatial discretization of the one-dimensional shallow water
equations with moving boundary and an arbitrary cross-section is developed. Material-fixed …
equations with moving boundary and an arbitrary cross-section is developed. Material-fixed …
Open‐Loop Control of Shallow Water Waves in a Tube With Moving Boundary in Material‐Fixed Coordinates
L Mayer, F Woittennek - PAMM, 2025 - Wiley Online Library
Open‐loop control design for a one‐dimensional shallow water model with moving
boundary and arbitrary cross section is considered. Despite the moving boundary, the …
boundary and arbitrary cross section is considered. Despite the moving boundary, the …
Control‐oriented models of the shallow water equations using energy‐conserving discretization schemes
In this study, we introduce higher‐order approximation schemes for a 1D shallow‐water
model with a moving boundary and arbitrary cross‐section. The model equations are …
model with a moving boundary and arbitrary cross‐section. The model equations are …