# 15.20. Tank¶

The non-hydrostatic solver is tested with several analytical solutions and laboratory experiments. The TANK test case simulates a two-dimensional, deepwater standing wave in a rectangular basin with a depth D and length $$l$$ of 10 m. The oscillation is caused by a sinusoidal free-surface set-up at time=0. The model uses a uniform grid spacing of 0.2 m in the horizontal and vertical directions. From the dispersion relation ($$\sigma = 2 \pi / T = g k \tanh{kD}$$, with $$L = k/2\pi = 2 l$$ the wave length), the wave period is T = 3.6 s and phase speed is c = 5.6 m/s. With the hydrostatic assumption, the phase speed and frequency are higher (T = 2.0 s and c = 9.9 m/s). The simulations are compared to analytical solutions.

Chen, X.J., 2003. A fully hydrodynamic model for three-dimensional, free-surface flows. Int. J. Numer. Methods Fluids 42

# define TANK


CPP options:

# undef  MPI
# define NBQ
# ifdef NBQ
#  define NBQ_PRECISE
# endif
# define SOLVE3D