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Turbulence statistics for an unsteady lock-exchange gravity current during the slumping phase.

Dataset of a lock-exchange gravity current propagating over a mild slope for the computation of turbulence statistics. <p>Data available at t =12.5 s after start of the computation (t<sub>adim</sub> = 29.1). The data are saved in the range -0.58 m < x < 2.895 m in the x-direction which encompasses the whole length of the current at this time step.</p> <p><br> </p> <p>. List of files:</p> <p> - data_t291_vtk.tar.gz</p> <p> -> Contains the 200 simulation results at t<sub>adim</sub> = 29.1 used for the statistics calculation. The data are in dimensional form</p> <p> - fields_turbulence_statistics_ensembleAveraging_t29.1</p> <p> -> Corresponding ensemble- and spanwise-averaged statistics</p> <p><br> </p> <p>. Scaling quantities for non-dimensionalisation:</p> <p> - Velocity: u<sub>b</sub> = 0.349 m/s</p> <p> - Length: H/2 = 0.15 m</p> <p> - Time: t<sub>0</sub> = (H/2)/u<sub>b</sub> = 0.43 s</p> <p><br> </p> <p>. Initial computational domain size:</p> <p> - Lock length: L<sub>x.lock</sub> = 0.58 m</p> <p> - Channel length: L<sub>x,channel</sub> = 5 m</p> <p> - Domain height: H = 0.3 m</p> <p> - Domain width: L<sub>z</sub> = 0.4 m</p> <p> - Inclination: tan(a) = 2%</p> <p><br> </p> <p>. Physical conditions:</p> <p> - density light fluid: rho<sub>0</sub> = 997.3 kg/m<sup>3</sup></p> <p> - density dense fluid: rho<sub>1</sub> = 1080 kg/m<sup>3</sup></p> <p> - kinematic viscosity: nu = 8.7327 10<sup>-7</sup> m<sup>2</sup>/s</p> <p> - density diffusivity: kappa = 8.7327 10<sup>-7</sup> m<sup>2</sup>/s</p> <p> - gravity vector: g = 9.81 m/s<sup>2</sup></p> <p> - Reynolds number: Re<sub>b</sub> = u<sub>b</sub>(H/2)/nu = 60 000</p> <p> - Schmidt number: Sc = nu/kappa = 1</p> <p><br> </p> <p>. Grid resolution</p> <p> - Uniform mesh spacing: delta = 0.0054 m</p> <p> - first vertical mesh spacing at bottom wall dy<sub>1</sub> = 0.0002 m</p><p><br></p><p>. Initial conditions:</p><p>- -0.45 < u<sub>i</sub>/u<sub>b</sub> < 0.45 and m = 1 for x < 0</p><p><br></p><p>. Boundary conditions</p><p>- Bottom: no slip wall</p><p>- side walls: symmetry</p><p>- Front, back and top walls: slip walls<br></p> <p><br> </p>

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University of Auckland