{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Couette (Startup)\n", "\n", "The simulation of a Couette flow is mainly used for validation of the transient flow description through the current collision operator implemented.\n", "In this case, the moving wall boundary condition is employed at the $y=h$ and the halfway bounce-back BC $y=0$, those BC are therefore also validated." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:30.659347Z", "iopub.status.busy": "2026-06-29T17:41:30.659251Z", "iopub.status.idle": "2026-06-29T17:41:31.109286Z", "shell.execute_reply": "2026-06-29T17:41:31.108932Z" } }, "outputs": [], "source": [ "from nassu.cfg.model import ConfigScheme\n", "\n", "filename = \"validation/analytical/01_couette_flow/01_couette_flow.nassu.yaml\"\n", "\n", "sim_cfgs = ConfigScheme.sim_cfgs_from_file_dct(filename)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "The simulation parameters are shown below" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:31.110536Z", "iopub.status.busy": "2026-06-29T17:41:31.110413Z", "iopub.status.idle": "2026-06-29T17:41:31.123155Z", "shell.execute_reply": "2026-06-29T17:41:31.122821Z" } }, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
NXNYtautime_steps
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" ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "from IPython.display import HTML\n", "\n", "sim_cfg = sim_cfgs[\"startupCouette\", 0]\n", "dct = {\n", " \"NX\": [sim_cfg.domain.domain_size.x],\n", " \"NY\": [sim_cfg.domain.domain_size.y],\n", " \"tau\": [sim_cfg.models.LBM.tau],\n", " \"time_steps\": sim_cfg.n_steps,\n", "}\n", "df = pd.DataFrame(dct, index=None)\n", "\n", "HTML(df.to_html())" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Results\n", "\n", "The plots of the evolution of velocity profile compared with the analytical solution are shown below" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:31.139786Z", "iopub.status.busy": "2026-06-29T17:41:31.139685Z", "iopub.status.idle": "2026-06-29T17:41:31.818827Z", "shell.execute_reply": "2026-06-29T17:41:31.818373Z" } }, "outputs": [], "source": [ "from typing import Callable\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "import nassu.viz as common\n", "from nassu.cfg.schemes.simul import SimulationConfigs\n", "\n", "common.use_style()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Processing functions for Couette Flow case" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:31.819960Z", "iopub.status.busy": "2026-06-29T17:41:31.819843Z", "iopub.status.idle": "2026-06-29T17:41:31.823332Z", "shell.execute_reply": "2026-06-29T17:41:31.823038Z" } }, "outputs": [], "source": [ "def get_couette_analytical_func(u_wall: float) -> Callable[[float], float]:\n", " \"\"\"Couette analytical velocity function\"\"\"\n", " return lambda pos: u_wall * pos\n", "\n", "\n", "def get_adimensional_time(sim_cfg: SimulationConfigs, time_step: int) -> float:\n", " \"\"\"Adimensional time\"\"\"\n", " nu = sim_cfg.models.LBM.kinematic_viscosity\n", " h = sim_cfg.domain.domain_size.y\n", " return nu * time_step / (h**2)\n", "\n", "\n", "def get_couette_transient_analytical_func(\n", " sim_cfg: SimulationConfigs, time_step: int, u_wall: float\n", ") -> Callable[[float], float]:\n", " adim_time = get_adimensional_time(sim_cfg, time_step)\n", "\n", " def func(y: float):\n", " nonlocal u_wall, adim_time\n", "\n", " fix_term = u_wall * y\n", " mul_term = 2 * u_wall / np.pi\n", " terms = []\n", " for n in range(1, 15):\n", " exp_term = -(n**2) * (np.pi**2) * adim_time\n", " sin_term = n * np.pi * (1 - y)\n", " term = ((-(1**n)) / n) * np.exp(exp_term) * np.sin(sin_term)\n", " terms.append(term)\n", " series_sum = sum(terms)\n", " res = fix_term + mul_term * series_sum\n", " return res\n", "\n", " return func\n", "\n", "\n", "def post_proc_couette_time_step(sim_cfg: SimulationConfigs, time_step: int, ax):\n", " line = sim_cfg.output.exports[\"default_series\"].series.lines[\"velocity_profile\"]\n", "\n", " points_df = pd.read_csv(line.points_filename)\n", " data_df = line.read_full_data(\"ux\")\n", "\n", " u_wall = sim_cfg.models.BC.BC_map[0].ux\n", " adim_time = get_adimensional_time(sim_cfg, time_step)\n", " transient_func = get_couette_transient_analytical_func(sim_cfg, time_step, u_wall)\n", " ax.set_title(r\"Couette $\\nu u/h^2=$\" + f\"{adim_time:.4f}\")\n", "\n", " x_abs = points_df[\"y\"].to_numpy(dtype=np.float32)\n", " x = (x_abs) / (len(x_abs) - 1)\n", " num_y = data_df[data_df[\"time_step\"] == time_step]\n", " num_y = num_y.drop(columns=\"time_step\").to_numpy().T\n", " ax.plot(x, num_y, **common.markers.sim(), label=\"AeroSim\")\n", "\n", " analytical_y = transient_func(x)\n", " ax.plot(x, analytical_y, **common.markers.exp_line(linestyle=\"--\"), label=\"Analytical\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Process velocity profiles for some time steps" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:31.824084Z", "iopub.status.busy": "2026-06-29T17:41:31.824017Z", "iopub.status.idle": "2026-06-29T17:41:32.224765Z", "shell.execute_reply": "2026-06-29T17:41:32.224446Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(2, 2, figsize=(12, 9))\n", "\n", "time_steps_proc = [80, 400, 800, 4000]\n", "ax_ticks = [0, 0.0005, 0.001, 0.0015, 0.002]\n", "ax_ticks_label = [f\"{x:4.1e}\" for x in ax_ticks]\n", "for idx, t in enumerate(time_steps_proc):\n", " i, j = idx % 2, idx // 2\n", " post_proc_couette_time_step(sim_cfg, t, ax[i, j])\n", " ax[i, j].set_yticks(ax_ticks)\n", " ax[i, j].set_yticklabels(ax_ticks_label)\n", " ax[i, j].legend()\n", "\n", "plt.tight_layout()\n", "plt.show(fig)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "The walls have a slight inaccuracy due to the halfway bounce-back not being \"rightly\" implemented in moments representation.\n", "\n", "Despite that, results show a very satisfatory agreement between numerical model and analytical solution, confirming the solver capability to represent a transient flow.\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Version" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:32.225813Z", "iopub.status.busy": "2026-06-29T17:41:32.225717Z", "iopub.status.idle": "2026-06-29T17:41:32.251727Z", "shell.execute_reply": "2026-06-29T17:41:32.251443Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Version:" ] }, { "name": "stdout", "output_type": "stream", "text": [ " " ] }, { "name": "stdout", "output_type": "stream", "text": [ "2.0.1a0" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Commit hash:" ] }, { "name": "stdout", "output_type": "stream", "text": [ " " ] }, { "name": "stdout", "output_type": "stream", "text": [ "ab62e54213ade0a8a72217194f9703275532da4c" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "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": 7, "metadata": { "execution": { "iopub.execute_input": "2026-06-29T17:41:32.252437Z", "iopub.status.busy": "2026-06-29T17:41:32.252326Z", "iopub.status.idle": "2026-06-29T17:41:32.290073Z", "shell.execute_reply": "2026-06-29T17:41:32.289751Z" } }, "outputs": [ { "data": { "text/html": [ "
simulations:\n",
       "  - name: startupCouette\n",
       "    save_path: ./validation/analytical/01_couette_flow/results/startup_couette\n",
       "\n",
       "    n_steps: 4000\n",
       "\n",
       "    report:\n",
       "      frequency: 500\n",
       "\n",
       "    domain:\n",
       "      domain_size:\n",
       "        x: 32\n",
       "        y: 32\n",
       "      block_size: 8\n",
       "\n",
       "    data:\n",
       "      monitors:\n",
       "        fields:\n",
       "          macrs_stats:\n",
       "            macrs: [rho, u]\n",
       "            stats: [min, max, mean, pos]\n",
       "            interval: {frequency: 100}\n",
       "      exports:\n",
       "        default:\n",
       "          macrs: [rho, u]\n",
       "          interval:\n",
       "            frequency: 80\n",
       "            lvl: 0\n",
       "          target:\n",
       "            volume: {}\n",
       "          outputs:\n",
       "            instantaneous: true\n",
       "        default_series:\n",
       "          macrs: [rho, u]\n",
       "          interval: {frequency: 80, lvl: 0}\n",
       "          target:\n",
       "            lines:\n",
       "              velocity_profile:\n",
       "                dist: 1\n",
       "                start_pos: [4, 0]\n",
       "                end_pos: [4, 32]\n",
       "          outputs:\n",
       "            instantaneous: true\n",
       "\n",
       "    models:\n",
       "      precision:\n",
       "        default: single\n",
       "\n",
       "      LBM:\n",
       "        tau: 0.9\n",
       "        vel_set: D2Q9\n",
       "        coll_oper: RRBGK\n",
       "\n",
       "      engine:\n",
       "        name: CUDA\n",
       "\n",
       "      BC:\n",
       "        periodic_dims: [true, false]\n",
       "        BC_map:\n",
       "          - pos: N\n",
       "            BC: VelocityBounceBack\n",
       "            wall_normal: N\n",
       "            ux: 2e-3\n",
       "            uy: 0\n",
       "\n",
       "          - pos: S\n",
       "            BC: VelocityBounceBack\n",
       "            wall_normal: S\n",
       "            ux: 0\n",
       "            uy: 0\n",
       "
\n" ], "text/latex": [ "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n", "\\PY{n+nt}{simulations}\\PY{p}{:}\n", "\\PY{+w}{ }\\PY{p+pIndicator}{\\PYZhy{}}\\PY{+w}{ }\\PY{n+nt}{name}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{startupCouette}\n", "\\PY{+w}{ }\\PY{n+nt}{save\\PYZus{}path}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{./validation/analytical/01\\PYZus{}couette\\PYZus{}flow/results/startup\\PYZus{}couette}\n", "\n", "\\PY{+w}{ }\\PY{n+nt}{n\\PYZus{}steps}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{4000}\n", "\n", "\\PY{+w}{ }\\PY{n+nt}{report}\\PY{p}{:}\n", "\\PY{+w}{ }\\PY{n+nt}{frequency}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{500}\n", "\n", "\\PY{+w}{ }\\PY{n+nt}{domain}\\PY{p}{:}\n", "\\PY{+w}{ }\\PY{n+nt}{domain\\PYZus{}size}\\PY{p}{:}\n", "\\PY{+w}{ }\\PY{n+nt}{x}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{32}\n", "\\PY{+w}{ }\\PY{n+nt}{y}\\PY{p}{:}\\PY{+w}{ }\\PY{l+lScalar+lScalarPlain}{32}\n", "\\PY{+w}{ 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save_path: ./validation/analytical/01_couette_flow/results/startup_couette\n", "\n", " n_steps: 4000\n", "\n", " report:\n", " frequency: 500\n", "\n", " domain:\n", " domain_size:\n", " x: 32\n", " y: 32\n", " block_size: 8\n", "\n", " data:\n", " monitors:\n", " fields:\n", " macrs_stats:\n", " macrs: [rho, u]\n", " stats: [min, max, mean, pos]\n", " interval: {frequency: 100}\n", " exports:\n", " default:\n", " macrs: [rho, u]\n", " interval:\n", " frequency: 80\n", " lvl: 0\n", " target:\n", " volume: {}\n", " outputs:\n", " instantaneous: true\n", " default_series:\n", " macrs: [rho, u]\n", " interval: {frequency: 80, lvl: 0}\n", " target:\n", " lines:\n", " velocity_profile:\n", " dist: 1\n", " start_pos: [4, 0]\n", " end_pos: [4, 32]\n", " outputs:\n", " instantaneous: true\n", "\n", " models:\n", " precision:\n", " default: single\n", "\n", " LBM:\n", " tau: 0.9\n", " vel_set: D2Q9\n", " coll_oper: RRBGK\n", "\n", " engine:\n", " name: CUDA\n", "\n", " BC:\n", " periodic_dims: [true, false]\n", " BC_map:\n", " - pos: N\n", " BC: VelocityBounceBack\n", " wall_normal: N\n", " ux: 2e-3\n", " uy: 0\n", "\n", " - pos: S\n", " BC: VelocityBounceBack\n", " wall_normal: S\n", " ux: 0\n", " uy: 0" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import Code\n", "\n", "Code(filename=filename)" ] } ], "metadata": { "kernelspec": { "display_name": "nassu (3.12.13)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.13" } }, "nbformat": 4, "nbformat_minor": 2 }