{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Flow Over Cylinder\n",
    "\n",
    "The simulation of a high Reynolds flow around a circular cylinder is used as validation for the HRRBGK collision operator implementation, the case is the same used in [Jacob et al., 2018](https://doi.org/10.1080/14685248.2018.1540879). The dynamic implementation of the tuning parameter is expected to provide more accurate results of velocity profiles for the HRRBGK in comparison to RRBGK."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from nassu.cfg.model import ConfigScheme\n",
    "\n",
    "filename = \"tests/validation/cases/09_flow_over_cylinder.nassu.yaml\"\n",
    "\n",
    "sim_cfgs = ConfigScheme.sim_cfgs_from_file_dct(filename)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The computational domain is periodic at $y$-direction, uses free slip BCs in $z$-direction, uniform velocity at inlet and Neumann with constant pressure at outlet."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Load experimental values for comparison:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import pathlib\n",
    "\n",
    "comparison_folder = \"tests/validation/comparison/Flow_over_cylinder\"\n",
    "files = [\n",
    "    \"ux_avg_upstream\",\n",
    "    \"ux_rms_upstream\",\n",
    "    \"ux_avg_102D\",\n",
    "    \"ux_rms_102D\",\n",
    "    \"uz_avg_102D\",\n",
    "    \"uz_rms_102D\",\n",
    "    \"ux_avg_154D\",\n",
    "    \"ux_rms_154D\",\n",
    "    \"uz_avg_154D\",\n",
    "    \"uz_rms_154D\",\n",
    "    \"ux_avg_202D\",\n",
    "    \"ux_rms_202D\",\n",
    "    \"uz_avg_202D\",\n",
    "    \"uz_rms_202D\",\n",
    "]\n",
    "get_filename_csv = lambda f: pathlib.Path(comparison_folder) / (f + \".csv\")\n",
    "\n",
    "\n",
    "df_vel = {f: pd.read_csv(get_filename_csv(f), delimiter=\",\") for f in files}"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "from nassu.cfg.schemes.simul import SimulationConfigs\n",
    "\n",
    "u_ref = 0.0585\n",
    "\n",
    "\n",
    "def add_pos_to_points(df_points: pd.DataFrame, start_pos: float, end_pos: float):\n",
    "    df_points[\"pos\"] = np.linspace(start_pos, end_pos, num=len(df_points), endpoint=True)\n",
    "\n",
    "\n",
    "def add_stats_to_points(df_points: pd.DataFrame, df_hs: dict[str, pd.DataFrame]):\n",
    "    df_data = {k: df.drop(columns=[\"time_step\"]) for k, df in df_hs.items()}\n",
    "    for u_name in [\"ux\", \"uy\", \"uz\"]:\n",
    "        df_points[f\"{u_name}_avg\"] = (df_data[u_name].mean() / u_ref).to_numpy(dtype=np.float32)\n",
    "        df_points[f\"{u_name}_rms\"] = ((df_data[u_name].std() ** 2) / (u_ref**2)).to_numpy(\n",
    "            np.float32\n",
    "        )\n",
    "\n",
    "\n",
    "def read_hs(sim_cfg: SimulationConfigs, line_name: str):\n",
    "    line_ref = sim_cfg.output.series[\"default\"].lines[line_name]\n",
    "    df_points = pd.read_csv(line_ref.points_filename)\n",
    "    df_hs = {u: line_ref.read_full_data(u) for u in [\"ux\", \"uy\", \"uz\"]}\n",
    "    return (line_ref, df_points, df_hs)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Read experimental lines and add data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "lines = {\n",
    "    \"upstream\": {\"start_pos\": 0.5, \"end_pos\": 6.5},\n",
    "    \"line_102\": {\"start_pos\": -1.5, \"end_pos\": 1.5},\n",
    "    \"line_154\": {\"start_pos\": -1.5, \"end_pos\": 1.5},\n",
    "    \"line_202\": {\"start_pos\": -1.5, \"end_pos\": 1.5},\n",
    "}\n",
    "\n",
    "\n",
    "def get_lines_from_sim(sim_cfg: SimulationConfigs):\n",
    "    dct_sim_cfg = {}\n",
    "    for line_name, dct_line in lines.items():\n",
    "        hs, df_points, df_hs = read_hs(sim_cfg, line_name)\n",
    "        # Filter time steps\n",
    "        df_hs = {u: df[df[\"time_step\"] > 6000] for u, df in df_hs.items()}\n",
    "        # df_hs = df_hs[df_hs[\"time_step\"] < 10000]\n",
    "\n",
    "        add_pos_to_points(df_points, dct_line[\"start_pos\"], dct_line[\"end_pos\"])\n",
    "        add_stats_to_points(df_points, df_hs)\n",
    "        dct_sim_cfg[line_name] = {\"hs\": hs, \"df_points\": df_points}\n",
    "    return dct_sim_cfg\n",
    "\n",
    "\n",
    "sim_cfgs_lines = [get_lines_from_sim(sim_cfg) for sim_cfg in sim_cfgs.values()]"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set styles and legends for plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "lg = [f\"{s.models.LBM.vel_set} {s.models.LBM.coll_oper}\" for s in sim_cfgs.values()]\n",
    "\n",
    "num_styles = [\"-k\", \"-r\", \"-b\", \"-m\", \"-c\"]\n",
    "exp_style = \"ko\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_line_values(ax, line_name: str, vel_name: str, exp_filename: str):\n",
    "    for i, sim_lines in enumerate(sim_cfgs_lines):\n",
    "        df_points = sim_lines[line_name][\"df_points\"]\n",
    "        ax.plot(df_points[\"pos\"], df_points[vel_name], num_styles[i])\n",
    "    df_exp = df_vel[exp_filename]\n",
    "    ax.plot(df_exp.iloc[:, 0], df_exp.iloc[:, 1], exp_style, fillstyle=\"none\")\n",
    "    ax.legend(lg + [\"Exp.\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<>:7: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:12: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:7: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:12: SyntaxWarning: invalid escape sequence '\\m'\n",
      "/tmp/ipykernel_237749/2505338252.py:7: SyntaxWarning: invalid escape sequence '\\m'\n",
      "  ax[0].set_ylabel(\"$u_{\\mathrm{avg}}/U_{0}$\")\n",
      "/tmp/ipykernel_237749/2505338252.py:12: SyntaxWarning: invalid escape sequence '\\m'\n",
      "  ax[1].set_ylabel(\"$u_{\\mathrm{rms}}/U_{0}$\")\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "fig, ax = plt.subplots(1, 2)\n",
    "fig.set_size_inches(12, 5)\n",
    "\n",
    "plot_line_values(ax[0], \"upstream\", \"ux_avg\", \"ux_avg_upstream\")\n",
    "ax[0].set_ylabel(\"$u_{\\mathrm{avg}}/U_{0}$\")\n",
    "ax[0].set_xlabel(\"$x/D$\")\n",
    "\n",
    "\n",
    "plot_line_values(ax[1], \"upstream\", \"ux_rms\", \"ux_rms_upstream\")\n",
    "ax[1].set_ylabel(\"$u_{\\mathrm{rms}}/U_{0}$\")\n",
    "ax[1].set_xlabel(\"$x/D$\")\n",
    "\n",
    "plt.show(fig)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<>:6: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:11: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:6: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:11: SyntaxWarning: invalid escape sequence '\\m'\n",
      "/tmp/ipykernel_237749/1640998346.py:6: SyntaxWarning: invalid escape sequence '\\m'\n",
      "  ax[i][0].set_ylabel(\"$u_{\\mathrm{avg}}/U_{0}$\")\n",
      "/tmp/ipykernel_237749/1640998346.py:11: SyntaxWarning: invalid escape sequence '\\m'\n",
      "  ax[i][1].set_ylabel(\"$u_{\\mathrm{rms}}/U_{0}$\")\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1800 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(3, 2)\n",
    "fig.set_size_inches(12, 18)\n",
    "\n",
    "for i, dist in enumerate([102, 154, 202]):\n",
    "    plot_line_values(ax[i][0], f\"line_{dist}\", \"ux_avg\", f\"ux_avg_{dist}D\")\n",
    "    ax[i][0].set_ylabel(\"$u_{\\mathrm{avg}}/U_{0}$\")\n",
    "    ax[i][0].set_xlabel(\"$z/D$\")\n",
    "    ax[i][0].set_title(f\"{dist/100:.2f}D $u$\")\n",
    "\n",
    "    plot_line_values(ax[i][1], f\"line_{dist}\", \"ux_rms\", f\"ux_rms_{dist}D\")\n",
    "    ax[i][1].set_ylabel(\"$u_{\\mathrm{rms}}/U_{0}$\")\n",
    "    ax[i][1].set_xlabel(\"$z/D$\")\n",
    "    ax[i][1].set_title(f\"{dist/100:.2f}D $u$\")\n",
    "\n",
    "plt.show(fig)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<>:6: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:11: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:6: SyntaxWarning: invalid escape sequence '\\m'\n",
      "<>:11: SyntaxWarning: invalid escape sequence '\\m'\n",
      "/tmp/ipykernel_237749/2607555572.py:6: SyntaxWarning: invalid escape sequence '\\m'\n",
      "  ax[i][0].set_ylabel(\"$w_{\\mathrm{avg}}/U_{0}$\")\n",
      "/tmp/ipykernel_237749/2607555572.py:11: SyntaxWarning: invalid escape sequence '\\m'\n",
      "  ax[i][1].set_ylabel(\"$w_{\\mathrm{rms}}/U_{0}$\")\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1800 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(3, 2)\n",
    "fig.set_size_inches(12, 18)\n",
    "\n",
    "for i, dist in enumerate([102, 154, 202]):\n",
    "    plot_line_values(ax[i][0], f\"line_{dist}\", \"uz_avg\", f\"uz_avg_{dist}D\")\n",
    "    ax[i][0].set_ylabel(\"$w_{\\mathrm{avg}}/U_{0}$\")\n",
    "    ax[i][0].set_xlabel(\"$z/D$\")\n",
    "    ax[i][0].set_title(f\"{dist/100:.2f}D $w$\")\n",
    "\n",
    "    plot_line_values(ax[i][1], f\"line_{dist}\", \"uz_rms\", f\"uz_rms_{dist}D\")\n",
    "    ax[i][1].set_ylabel(\"$w_{\\mathrm{rms}}/U_{0}$\")\n",
    "    ax[i][1].set_xlabel(\"$z/D$\")\n",
    "    ax[i][1].set_title(f\"{dist/100:.2f}D $w$\")\n",
    "\n",
    "plt.show(fig)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Version"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Version: 1.6.40\n",
      "Commit hash: 28b8f29fdb579d5b24b3c2a7def67eb856e889e0\n"
     ]
    }
   ],
   "source": [
    "sim_cfg = next(iter(sim_cfgs.values()))\n",
    "sim_info = sim_cfg.output.read_info()\n",
    "\n",
    "nassu_commit = sim_info[\"commit\"]\n",
    "nassu_version = sim_info[\"version\"]\n",
    "print(\"Version:\", nassu_version)\n",
    "print(\"Commit hash:\", nassu_commit)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Configuration"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "span.linenos.special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }\n",
       ".output_html .hll { background-color: #ffffcc }\n",
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       ".output_html .c { color: #3D7B7B; font-style: italic } /* Comment */\n",
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       ".output_html .gd { color: #A00000 } /* Generic.Deleted */\n",
       ".output_html .ge { font-style: italic } /* Generic.Emph */\n",
       ".output_html .ges { font-weight: bold; font-style: italic } /* Generic.EmphStrong */\n",
       ".output_html .gr { color: #E40000 } /* Generic.Error */\n",
       ".output_html .gh { color: #000080; font-weight: bold } /* Generic.Heading */\n",
       ".output_html .gi { color: #008400 } /* Generic.Inserted */\n",
       ".output_html .go { color: #717171 } /* Generic.Output */\n",
       ".output_html .gp { color: #000080; font-weight: bold } /* Generic.Prompt */\n",
       ".output_html .gs { font-weight: bold } /* Generic.Strong */\n",
       ".output_html .gu { color: #800080; font-weight: bold } /* Generic.Subheading */\n",
       ".output_html .gt { color: #04D } /* Generic.Traceback */\n",
       ".output_html .kc { color: #008000; font-weight: bold } /* Keyword.Constant */\n",
       ".output_html .kd { color: #008000; font-weight: bold } /* Keyword.Declaration */\n",
       ".output_html .kn { color: #008000; font-weight: bold } /* Keyword.Namespace */\n",
       ".output_html .kp { color: #008000 } /* Keyword.Pseudo */\n",
       ".output_html .kr { color: #008000; font-weight: bold } /* Keyword.Reserved */\n",
       ".output_html .kt { color: #B00040 } /* Keyword.Type */\n",
       ".output_html .m { color: #666 } /* Literal.Number */\n",
       ".output_html .s { color: #BA2121 } /* Literal.String */\n",
       ".output_html .na { color: #687822 } /* Name.Attribute */\n",
       ".output_html .nb { color: #008000 } /* Name.Builtin */\n",
       ".output_html .nc { color: #00F; font-weight: bold } /* Name.Class */\n",
       ".output_html .no { color: #800 } /* Name.Constant */\n",
       ".output_html .nd { color: #A2F } /* Name.Decorator */\n",
       ".output_html .ni { color: #717171; font-weight: bold } /* Name.Entity */\n",
       ".output_html .ne { color: #CB3F38; font-weight: bold } /* Name.Exception */\n",
       ".output_html .nf { color: #00F } /* Name.Function */\n",
       ".output_html .nl { color: #767600 } /* Name.Label */\n",
       ".output_html .nn { color: #00F; font-weight: bold } /* Name.Namespace */\n",
       ".output_html .nt { color: #008000; font-weight: bold } /* Name.Tag */\n",
       ".output_html .nv { color: #19177C } /* Name.Variable */\n",
       ".output_html .ow { color: #A2F; font-weight: bold } /* Operator.Word */\n",
       ".output_html .w { color: #BBB } /* Text.Whitespace */\n",
       ".output_html .mb { color: #666 } /* Literal.Number.Bin */\n",
       ".output_html .mf { color: #666 } /* Literal.Number.Float */\n",
       ".output_html .mh { color: #666 } /* Literal.Number.Hex */\n",
       ".output_html .mi { color: #666 } /* Literal.Number.Integer */\n",
       ".output_html .mo { color: #666 } /* Literal.Number.Oct */\n",
       ".output_html .sa { color: #BA2121 } /* Literal.String.Affix */\n",
       ".output_html .sb { color: #BA2121 } /* Literal.String.Backtick */\n",
       ".output_html .sc { color: #BA2121 } /* Literal.String.Char */\n",
       ".output_html .dl { color: #BA2121 } /* Literal.String.Delimiter */\n",
       ".output_html .sd { color: #BA2121; font-style: italic } /* Literal.String.Doc */\n",
       ".output_html .s2 { color: #BA2121 } /* Literal.String.Double */\n",
       ".output_html .se { color: #AA5D1F; font-weight: bold } /* Literal.String.Escape */\n",
       ".output_html .sh { color: #BA2121 } /* Literal.String.Heredoc */\n",
       ".output_html .si { color: #A45A77; font-weight: bold } /* Literal.String.Interpol */\n",
       ".output_html .sx { color: #008000 } /* Literal.String.Other */\n",
       ".output_html .sr { color: #A45A77 } /* Literal.String.Regex */\n",
       ".output_html .s1 { color: #BA2121 } /* Literal.String.Single */\n",
       ".output_html .ss { color: #19177C } /* Literal.String.Symbol */\n",
       ".output_html .bp { color: #008000 } /* Name.Builtin.Pseudo */\n",
       ".output_html .fm { color: #00F } /* Name.Function.Magic */\n",
       ".output_html .vc { color: #19177C } /* Name.Variable.Class */\n",
       ".output_html .vg { color: #19177C } /* Name.Variable.Global */\n",
       ".output_html .vi { color: #19177C } /* Name.Variable.Instance */\n",
       ".output_html .vm { color: #19177C } /* Name.Variable.Magic */\n",
       ".output_html .il { color: #666 } /* Literal.Number.Integer.Long */</style><div class=\"highlight\"><pre><span></span><span class=\"nt\">simulations</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">  </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">name</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">flowOverCylinder</span>\n",
       "<span class=\"w\">    </span><span class=\"nt\">save_path</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">./tests/validation/results/09_flow_over_cylinder</span>\n",
       "\n",
       "<span class=\"w\">    </span><span class=\"nt\">n_steps</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">12000</span>\n",
       "\n",
       "<span class=\"w\">    </span><span class=\"nt\">report</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">{</span><span class=\"nt\"> frequency</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">100</span><span class=\"w\"> </span><span class=\"p p-Indicator\">}</span>\n",
       "\n",
       "<span class=\"w\">    </span><span class=\"nt\">domain</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">domain_size</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">x</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">160</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">y</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">8</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">z</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">80</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">block_size</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">8</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">bodies</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">cylinder</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">IBM</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">run</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">True</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">cfg_use</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">cylinder_cfg</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">lnas_path</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">fixture/lnas/basic/cylinder_refined.lnas</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">small_triangles</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"s\">&quot;add&quot;</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">area</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">{</span><span class=\"nt\"> min</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">0.25</span><span class=\"p p-Indicator\">,</span><span class=\"nt\"> max</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">1.0</span><span class=\"w\"> </span><span class=\"p p-Indicator\">}</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">transformation</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">scale</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">1.0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">1.0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">1.0</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">translation</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">23.75</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">-24</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">38.75</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">refinement</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">static</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">default</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">volumes_refine</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">              </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">start</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">20</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">16</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">160</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">8</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">64</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">lvl</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">is_abs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">true</span>\n",
       "<span class=\"w\">              </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">start</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">20</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">24</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">80</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">8</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">56</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">lvl</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">2</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">is_abs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">true</span>\n",
       "<span class=\"w\">              </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">start</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">20</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">32</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">48</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">8</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">48</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">lvl</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">3</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">is_abs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">true</span>\n",
       "<span class=\"w\">              </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">start</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">20</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">36</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">34</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">8</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">44</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">lvl</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">4</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">is_abs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">true</span>\n",
       "<span class=\"w\">              </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">start</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">23</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">0</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">38</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">30</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">8</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">42</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">lvl</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">5</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">is_abs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">true</span>\n",
       "\n",
       "<span class=\"w\">    </span><span class=\"nt\">data</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">divergence</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">{</span><span class=\"nt\"> frequency</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">10</span><span class=\"w\"> </span><span class=\"p p-Indicator\">}</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">instantaneous</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">default</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">{</span><span class=\"nt\"> interval</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">{</span><span class=\"nt\"> frequency</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">1000</span><span class=\"w\"> </span><span class=\"p p-Indicator\">},</span><span class=\"nt\"> macrs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">rho</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">u</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">omega_LES</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">sigma</span><span class=\"p p-Indicator\">]</span><span class=\"w\"> </span><span class=\"p p-Indicator\">}</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">export_IBM_nodes</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">ibm_exp</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">body_name</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">cylinder</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">frequency</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">5000</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">probes</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">historic_series</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">default</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">macrs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"s\">&quot;rho&quot;</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"s\">&quot;u&quot;</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">interval</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">{</span><span class=\"nt\"> frequency</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">10</span><span class=\"p p-Indicator\">,</span><span class=\"nt\"> lvl</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"nv\">5</span><span class=\"w\"> </span><span class=\"p p-Indicator\">}</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">lines</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">upstream</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">dist</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.25</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">start_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">26.25</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">40</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">41.25</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">40</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">line_102</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">dist</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.25</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">start_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">27.65</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">36.25</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">27.65</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">43.75</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">line_154</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">dist</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.25</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">start_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">28.85</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">36.25</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">28.85</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">43.75</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">line_202</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">dist</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.25</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">start_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">30.05</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">36.25</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">end_pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">30.05</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">43.75</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">spectrum_analysis</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">macrs</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"s\">&quot;rho&quot;</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"s\">&quot;u&quot;</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">points</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">probe</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">32.5</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">4</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">40</span><span class=\"p p-Indicator\">]</span>\n",
       "\n",
       "<span class=\"w\">    </span><span class=\"nt\">models</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">      </span><span class=\"nt\">precision</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">default</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">single</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">LBM</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">tau</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.5001125</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">vel_set</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"kt\">!unroll</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">D3Q27</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">D3Q27</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">D3Q19</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">coll_oper</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"kt\">!unroll</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">RRBGK</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">HRRBGK</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">HRRBGK</span><span class=\"p p-Indicator\">]</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">initialization</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">rho</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1.0</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">u</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">x</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.0585</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">y</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">z</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">engine</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">name</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">CUDA</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">BC</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">periodic_dims</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"p p-Indicator\">[</span><span class=\"nv\">false</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">true</span><span class=\"p p-Indicator\">,</span><span class=\"w\"> </span><span class=\"nv\">false</span><span class=\"p p-Indicator\">]</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">BC_map</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">F</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Neumann</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">F</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">B</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Neumann</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">B</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">E</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">RegularizedNeumannOutlet</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">rho</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1.0</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">E</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">2</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">W</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">UniformFlow</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">W</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">ux</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.0585</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">uy</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">uz</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">rho</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">2</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">NF</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Neumann</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">F</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">NB</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Neumann</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">B</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">SF</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Neumann</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">F</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "\n",
       "<span class=\"w\">          </span><span class=\"p p-Indicator\">-</span><span class=\"w\"> </span><span class=\"nt\">pos</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">SB</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">BC</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Neumann</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_normal</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">B</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">order</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">1</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">IBM</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">dirac_delta</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">3_points</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">forces_accomodate_time</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">reset_forces</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">true</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">body_cfgs</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">          </span><span class=\"nt\">cylinder_cfg</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">n_iterations</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">3</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">forces_factor</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.25</span>\n",
       "<span class=\"w\">            </span><span class=\"nt\">wall_model</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">name</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">EqTBL</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">dist_ref</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">3.125</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">dist_shell</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.125</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">start_step</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">2000</span>\n",
       "<span class=\"w\">              </span><span class=\"nt\">params</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">z0</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.00155</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">TDMA_max_error</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">5e-06</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">TDMA_max_iters</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">30</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">TDMA_min_div</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">51</span>\n",
       "<span class=\"w\">                </span><span class=\"nt\">TDMA_max_div</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">51</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">multiblock</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">overlap_F2C</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">2</span>\n",
       "\n",
       "<span class=\"w\">      </span><span class=\"nt\">LES</span><span class=\"p\">:</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">model</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">Smagorinsky</span>\n",
       "<span class=\"w\">        </span><span class=\"nt\">sgs_cte</span><span class=\"p\">:</span><span class=\"w\"> </span><span class=\"l l-Scalar l-Scalar-Plain\">0.17</span>\n",
       "</pre></div>\n"
      ],
      "text/latex": [
       "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n",
       "\\PY{n+nt}{simulations}\\PY{p}{:}\n",
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       "\n",
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       "\n",
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       "\\PY{+w}{              }\\PY{n+nt}{params}\\PY{p}{:}\n",
       "\\PY{+w}{                }\\PY{n+nt}{z0}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{0.00155}\n",
       "\\PY{+w}{                }\\PY{n+nt}{TDMA\\PYZus{}max\\PYZus{}error}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{5e\\PYZhy{}06}\n",
       "\\PY{+w}{                }\\PY{n+nt}{TDMA\\PYZus{}max\\PYZus{}iters}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{30}\n",
       "\\PY{+w}{                }\\PY{n+nt}{TDMA\\PYZus{}min\\PYZus{}div}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{51}\n",
       "\\PY{+w}{                }\\PY{n+nt}{TDMA\\PYZus{}max\\PYZus{}div}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{51}\n",
       "\n",
       "\\PY{+w}{      }\\PY{n+nt}{multiblock}\\PY{p}{:}\n",
       "\\PY{+w}{        }\\PY{n+nt}{overlap\\PYZus{}F2C}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{2}\n",
       "\n",
       "\\PY{+w}{      }\\PY{n+nt}{LES}\\PY{p}{:}\n",
       "\\PY{+w}{        }\\PY{n+nt}{model}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{Smagorinsky}\n",
       "\\PY{+w}{        }\\PY{n+nt}{sgs\\PYZus{}cte}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{0.17}\n",
       "\\end{Verbatim}\n"
      ],
      "text/plain": [
       "simulations:\n",
       "  - name: flowOverCylinder\n",
       "    save_path: ./tests/validation/results/09_flow_over_cylinder\n",
       "\n",
       "    n_steps: 12000\n",
       "\n",
       "    report: { frequency: 100 }\n",
       "\n",
       "    domain:\n",
       "      domain_size:\n",
       "        x: 160\n",
       "        y: 8\n",
       "        z: 80\n",
       "      block_size: 8\n",
       "      bodies:\n",
       "        cylinder:\n",
       "          IBM:\n",
       "            run: True\n",
       "            cfg_use: cylinder_cfg\n",
       "          lnas_path: fixture/lnas/basic/cylinder_refined.lnas\n",
       "          small_triangles: \"add\"\n",
       "          area: { min: 0.25, max: 1.0 }\n",
       "          transformation:\n",
       "            scale: [1.0, 1.0, 1.0]\n",
       "            translation: [23.75, -24, 38.75]\n",
       "      refinement:\n",
       "        static:\n",
       "          default:\n",
       "            volumes_refine:\n",
       "              - start: [20, 0, 16]\n",
       "                end: [160, 8, 64]\n",
       "                lvl: 1\n",
       "                is_abs: true\n",
       "              - start: [20, 0, 24]\n",
       "                end: [80, 8, 56]\n",
       "                lvl: 2\n",
       "                is_abs: true\n",
       "              - start: [20, 0, 32]\n",
       "                end: [48, 8, 48]\n",
       "                lvl: 3\n",
       "                is_abs: true\n",
       "              - start: [20, 0, 36]\n",
       "                end: [34, 8, 44]\n",
       "                lvl: 4\n",
       "                is_abs: true\n",
       "              - start: [23, 0, 38]\n",
       "                end: [30, 8, 42]\n",
       "                lvl: 5\n",
       "                is_abs: true\n",
       "\n",
       "    data:\n",
       "      divergence: { frequency: 10 }\n",
       "      instantaneous:\n",
       "        default: { interval: { frequency: 1000 }, macrs: [rho, u, omega_LES, sigma] }\n",
       "      export_IBM_nodes:\n",
       "        ibm_exp:\n",
       "          body_name: cylinder\n",
       "          frequency: 5000\n",
       "      probes:\n",
       "        historic_series:\n",
       "          default:\n",
       "            macrs: [\"rho\", \"u\"]\n",
       "            interval: { frequency: 10, lvl: 5 }\n",
       "            lines:\n",
       "              upstream:\n",
       "                dist: 0.25\n",
       "                start_pos: [26.25, 4, 40]\n",
       "                end_pos: [41.25, 4, 40]\n",
       "              line_102:\n",
       "                dist: 0.25\n",
       "                start_pos: [27.65, 4, 36.25]\n",
       "                end_pos: [27.65, 4, 43.75]\n",
       "              line_154:\n",
       "                dist: 0.25\n",
       "                start_pos: [28.85, 4, 36.25]\n",
       "                end_pos: [28.85, 4, 43.75]\n",
       "              line_202:\n",
       "                dist: 0.25\n",
       "                start_pos: [30.05, 4, 36.25]\n",
       "                end_pos: [30.05, 4, 43.75]\n",
       "        spectrum_analysis:\n",
       "          macrs: [\"rho\", \"u\"]\n",
       "          points:\n",
       "            probe:\n",
       "              pos: [32.5, 4, 40]\n",
       "\n",
       "    models:\n",
       "      precision:\n",
       "        default: single\n",
       "\n",
       "      LBM:\n",
       "        tau: 0.5001125\n",
       "        vel_set: !unroll [D3Q27, D3Q27, D3Q19]\n",
       "        coll_oper: !unroll [RRBGK, HRRBGK, HRRBGK]\n",
       "\n",
       "      initialization:\n",
       "        rho: 1.0\n",
       "        u:\n",
       "          x: 0.0585\n",
       "          y: 0\n",
       "          z: 0\n",
       "\n",
       "      engine:\n",
       "        name: CUDA\n",
       "\n",
       "      BC:\n",
       "        periodic_dims: [false, true, false]\n",
       "        BC_map:\n",
       "          - pos: F\n",
       "            BC: Neumann\n",
       "            wall_normal: F\n",
       "            order: 1\n",
       "\n",
       "          - pos: B\n",
       "            BC: Neumann\n",
       "            wall_normal: B\n",
       "            order: 1\n",
       "\n",
       "          - pos: E\n",
       "            BC: RegularizedNeumannOutlet\n",
       "            rho: 1.0\n",
       "            wall_normal: E\n",
       "            order: 2\n",
       "\n",
       "          - pos: W\n",
       "            BC: UniformFlow\n",
       "            wall_normal: W\n",
       "            ux: 0.0585\n",
       "            uy: 0\n",
       "            uz: 0\n",
       "            rho: 1\n",
       "            order: 2\n",
       "\n",
       "          - pos: NF\n",
       "            BC: Neumann\n",
       "            wall_normal: F\n",
       "            order: 1\n",
       "\n",
       "          - pos: NB\n",
       "            BC: Neumann\n",
       "            wall_normal: B\n",
       "            order: 1\n",
       "\n",
       "          - pos: SF\n",
       "            BC: Neumann\n",
       "            wall_normal: F\n",
       "            order: 1\n",
       "\n",
       "          - pos: SB\n",
       "            BC: Neumann\n",
       "            wall_normal: B\n",
       "            order: 1\n",
       "\n",
       "      IBM:\n",
       "        dirac_delta: 3_points\n",
       "        forces_accomodate_time: 0\n",
       "        reset_forces: true\n",
       "        body_cfgs:\n",
       "          cylinder_cfg:\n",
       "            n_iterations: 3\n",
       "            forces_factor: 0.25\n",
       "            wall_model:\n",
       "              name: EqTBL\n",
       "              dist_ref: 3.125\n",
       "              dist_shell: 0.125\n",
       "              start_step: 2000\n",
       "              params:\n",
       "                z0: 0.00155\n",
       "                TDMA_max_error: 5e-06\n",
       "                TDMA_max_iters: 30\n",
       "                TDMA_min_div: 51\n",
       "                TDMA_max_div: 51\n",
       "\n",
       "      multiblock:\n",
       "        overlap_F2C: 2\n",
       "\n",
       "      LES:\n",
       "        model: Smagorinsky\n",
       "        sgs_cte: 0.17"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Code\n",
    "\n",
    "Code(filename=filename)"
   ]
  }
 ],
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   "display_name": "nassu",
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