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Taking (varepsilon=0, m=a+b) in Eq. (1.1) yields a generalized shallow water equation.
The optimal control problem for a shallow water equation with a viscous term is analyzed.
Shen [11 13] studied the optimal control problem for a generalized viscous shallow water equation.
And on the other side of the water equation, the country embarked on its largest sewerage project in January this year.
The design can be achieved efficiently using only mathematical models that include the water equation of state.
The one-dimensional shallow water equation and the advection-dispersion-reaction equation govern the first and the second models, respectively.
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The technique is first applied to the shallow water equations.
Modeling these processes requires tightly coupling a bed morphology equation to the shallow water equations.
Shallow water equations are used for representing the fluid in the moving tank.
We consider the shallow water equations with non-flat bottom topography.
We present a dynamically adaptive Lattice Boltzmann (LB) implementation for solving the shallow water equations (SWEs).
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