# Enstrophy and kinetic energy data from a 3D Taylor-Green vortex simulation performed using the OpenSBLI code and a uniform 512 x 512 x 512 grid of solution points. The simulation setup follows that of DeBonis (2013): # # J. DeBonis (2013). Solutions of the Taylor-Green Vortex Problem Using High-Resolution Explicit Finite Difference Methods, in: 51st AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition, Aerospace Sciences Meetings. doi:10.2514/6.2013-382 # # The data is written every 100 iterations. # Columns: Non-dimensional time, integral of kinetic energy, integral of enstrophy. # # Copyright (C) 2016 Satya P. Jammy, Christian T. Jacobs, Neil D. Sandham 0.000423125 0.125 0.374452 0.0427356 0.12498 0.374464 0.0850481 0.12496 0.374617 0.127361 0.12494 0.374912 0.169673 0.124921 0.375345 0.211986 0.124901 0.375921 0.254298 0.124882 0.376641 0.296611 0.124863 0.377507 0.338923 0.124843 0.378514 0.381236 0.124823 0.379665 0.423548 0.124804 0.380965 0.465861 0.124784 0.382417 0.508173 0.124765 0.384022 0.550486 0.124745 0.385778 0.592798 0.124725 0.387689 0.635111 0.124706 0.389761 0.677423 0.124687 0.391995 0.719736 0.124667 0.394392 0.762048 0.124646 0.396955 0.804361 0.124626 0.39969 0.846673 0.124606 0.402602 0.888986 0.124586 0.40569 0.931298 0.124565 0.408956 0.973611 0.124544 0.412408 1.01592 0.124524 0.416052 1.05824 0.124503 0.419889 1.10055 0.124482 0.423921 1.14286 0.12446 0.428153 1.18517 0.124439 0.432596 1.22749 0.124417 0.437252 1.2698 0.124395 0.44212 1.31211 0.124372 0.447205 1.35442 0.124349 0.45252 1.39674 0.124326 0.458068 1.43905 0.124303 0.463851 1.48136 0.124279 0.469873 1.52367 0.124255 0.476144 1.56599 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