{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Paramètre de Shields\n", "\n", "Le paramètre de Shields est un paramètre hydro-sédimentaire.\n", "\n", "Il est défini par la formule suivante :\n", "$$\\theta = \\frac{\\tau}{\\tau_c}$$\n", "où :\n", "- $\\theta$ est le paramètre de Shields,\n", "- $\\tau$ est la contrainte de cisaillement exercée par l'eau sur le lit du cours d'eau,\n", "- $\\tau_c$ est la contrainte de cisaillement critique, c'est-à-dire la contrainte de cisaillement minimale nécessaire pour initier le mouvement des sédiments.\n", "\n", "Le paramètre de Shields est utilisé pour évaluer la stabilité des sédiments dans un cours d'eau. Il permet de déterminer si les conditions hydrauliques sont suffisantes pour entraîner le mouvement des particules sédimentaires.\n", "Un $\\theta$ supérieur à 1 indique que les conditions sont suffisantes pour entraîner le mouvement des sédiments, tandis qu'un $\\theta$ inférieur à 1 indique que les conditions ne sont pas suffisantes.\n", "\n", "## Le diagramme de Shields\n", "\n", "Le diagramme de Shields est un graphique qui représente le paramètre de Shields en fonction du nombre de Reynolds et du nombre de Froude. Il est utilisé pour visualiser les conditions hydrauliques dans un cours d'eau et pour évaluer la stabilité des sédiments.\n", "\n", "![alt text](../_static/sediment/Shields.png \"Diagramme de Shields\")\n", "\n", "source : Van Rijn (1984), Sediment Transport, Part I: Bed Load Transport, Journal of Hydraulic Engineering, ASCE, 110(10):1431-1456.\n", "\n", "## Implémentation en Python\n", "\n", "Dans le paquet `wolfhece`, des outils sont disponibles via le module `pyshields` pour calculer le paramètre de Shields et tracer le diagramme de Shields sous différentes formes.\n", "\n", " ## Références\n", "\n", "Quelques références utiles pour approfondir le sujet :\n", "\n", "- [Telemac-Mascaret](https://gitlab.pam-retd.fr/otm/telemac-mascaret/-/blob/main/sources/gaia/shields)\n", "- Yalin, Ferraira da Silva (2001), Fluvial Processes, IAHR Monograph\n", "- Fredsoe, Jorgen and Deigaard Rolf. (1992). Mechanics of Coastal Sediment. Sediment Transport. Advanced Series on Ocean Engineering - Vol. 3. World Scientific. Singapure.\n", "- Madsen, Ole S., Wood, William. (2002). Sediment Transport Outside the Surf Zone. In: Vincent, L., and Demirbilek, Z. (editors), Coastal Engineering Manual, Part III, Combined wave and current\n", "bottom boundary layer flow, Chapter III-6, Engineer Manual 1110-2-1100, U.S. Army Corps of Engineers, Washington, DC.\n", "- Nielsen, Peter. (1992). Coastal Bottom Boundary Layers and Sediment Transport. Advanced Series on Ocean Engineering - Vol. 4. World Scientific. Singapure.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Import des modules" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# import _add_path # for debugging purposes only - remove in production\n", "try:\n", " required_version = '2.2.30'\n", " from wolfhece import is_enough\n", " is_enough(required_version)\n", "\n", " import timeit\n", " import matplotlib.pyplot as plt\n", "\n", " from wolfhece.pyshields import RHO_SEAWATER, RHO_PUREWATER, RHO_SEDIMENT, get_shields_cr, get_d_cr\n", " from wolfhece.pyshields import shieldsdia_dim, shieldsdia_dstar, shieldsdia_sadim # routines graphiques\n", " from wolfhece.pyshields import get_d_cr_susp, get_transport_mode # suspension\n", "except ImportError as e:\n", " print(f\"Import error: {e}\")\n", " print(\"Please ensure that the wolfhece package is installed and up to date.\")\n", " print(f\"Minimal version required: {required_version}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Shields critique\n", "\n", "Différentes formulations existent :\n", "\n", "Le paramètre `which` permet de choisir la fonction via son index dans la liste [(get_sadim,get_psi_cr),(get_dstar,get_psi_cr2),(get_dstar,get_psi_cr3)]\n", "\n", " - which = 0 -> (get_sadim,get_psi_cr) - [reference](https://nl.mathworks.com/matlabcentral/fileexchange/97447-modified-shields-diagram-and-criterion?tab=reviews)\n", " - which = 1 -> (get_dstar,get_psi_cr2) - [reference](http://docs.opentelemac.org/doxydocs/v8p2r0/html/shields_8f_source.html)\n", " - which = 2 (défaut) -> (get_dstar,get_psi_cr3) - [reference Fluvial Processes, IAHR 2001, pp 6-9](https://www.scirp.org/reference/referencespapers?referenceid=1363356)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Default formula is which == 2 (get_dstar, get_psi_cr3)\n", "\n", "Result for which = 0\n", "Critical shear velocity: 0.0128 m/s, Tau_cr: 0.1649 N/m², Xadim_val: 2.8449, Psi_cr: 0.0509\n", "\n", "Result for which = 1\n", "Critical shear velocity: 0.0127 m/s, Tau_cr: 0.1606 N/m², Xadim_val: 5.0592, Psi_cr: 0.0496\n", "\n", "Result for which = 2\n", "Critical shear velocity: 0.0139 m/s, Tau_cr: 0.1942 N/m², Xadim_val: 5.0592, Psi_cr: 0.0600\n", "\n" ] } ], "source": [ "print(\"Default formula is which == 2 (get_dstar, get_psi_cr3)\\n\")\n", "for which in [0, 1, 2]:\n", " res = get_shields_cr(d = 0.2e-3, rho = RHO_PUREWATER, which=which)\n", " print(f\"Result for which = {which}\")\n", " # critical_shear_velocity, tau_cr, xadim_val, psicr\n", " print(f\"Critical shear velocity: {res[0]:.4f} m/s, Tau_cr: {res[1]:.4f} N/m², Xadim_val: {res[2]:.4f}, Psi_cr: {res[3]:.4f}\\n\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Graphiques\n", "\n", "Il est possible de tracer le diagramme de Shields sous différentes formes :\n", "- `shieldsdia_dstar` : le paramètre de Shields en fonction du paramètre d'échelle de Shields (dstar) - **axes adimensionnés**\n", "- `shieldsdia_sadim` : le paramètre de Shields en fonction du paramètre sadim - **axes adimensionnés**\n", "- `shieldsdia_dim` : le paramètre de Shields en fonction du diamètre hydraulique - **axes dimensionnés**\n", "\n", "Les arguments `s_psicr` et `dstar_psicr` permettent de tracer un point spécifique sur le diagramme. Ils sont des tuples de la forme `(valeur, psicr)` où `valeur` est la valeur du paramètre à tracer et `psicr` est la valeur critique du paramètre." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\pierre\\AppData\\Local\\Temp\\ipykernel_12488\\4240051310.py:13: UserWarning: FigureCanvasAgg is non-interactive, and thus cannot be shown\n", " fig.show()\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(3,1)\n", "\n", "s = RHO_SEDIMENT / RHO_PUREWATER # ratio of sediment density to water density\n", "shear_cr, tau_cr, xadim, psi_cr = get_shields_cr(d = 0.2e-3, rho = RHO_PUREWATER, which = 2)\n", "\n", "shieldsdia_sadim(s_psicr=(s,psi_cr), figax=(fig,ax[0]))\n", "shieldsdia_dstar(s_psicr=(s,psi_cr), figax=(fig,ax[1]))\n", "shieldsdia_dim(figax=(fig,ax[2]))\n", "\n", "ax[0].set_title('Modified Shields diagram')\n", "fig.set_size_inches(10,10)\n", "fig.tight_layout()\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Détermination du paramètre critique sur base du diamètre des sédiments\n", "\n", "Dans cette logique, la formule est explicite. Cela ne pose pas de difficulté particulière.\n", "\n", "## Détermination du diamètre critique des sédiments sur base de la tension de cisaillement\n", "\n", "Dans cette logique, la formule est implicite. Il faut donc utiliser une méthode numérique pour trouver le diamètre critique des sédiments.\n", "\n", "Ceci est implémenté dans la fonction `get_d_cr` qui utilise la méthode `brenth` par défaut pour trouver la racine. Elle fournit en plus le diamètre au sens de la [formule d'Izbach/Izbash/Isbach](https://en.wikipedia.org/wiki/Izbash_formula)\n", "\n", "![alt text](../_static/sediment/Izbach.png \"Diagramme de Izbach\")\n", "\n", "[source](https://www.engr.colostate.edu/~pierre/ce_old/Projects/Paperspdf/Sahaar-Julien%20KICT.pdf)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exemple de calcul avec Manning-Strickler" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Critical diameter (Shields): 0.4276 m, Critical diameter (Izbach): 0.5363 m\n" ] } ], "source": [ "dcr_shields, dcr_izbach = get_d_cr(q = 10.,\n", " h = 2.,\n", " K = 25.)\n", "\n", "print(f\"Critical diameter (Shields): {dcr_shields:.4f} m, Critical diameter (Izbach): {dcr_izbach:.4f} m\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exemple avec Colebrook-White\n", "\n", "Il est possible de calculer le diamètre critique des sédiments en fonction de la contrainte de cisaillement et d'une hauteur de rugosité à utiliser dans la formule de Colebrook-White." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Critical diameter (Shields): 0.1396 m, Critical diameter (Izbach): 0.5363 m\n" ] } ], "source": [ "dcr_shields, dcr_izbach = get_d_cr(q = 10.,\n", " h = 2.,\n", " K = 0.05,\n", " friction_law='Colebrook')\n", "\n", "print(f\"Critical diameter (Shields): {dcr_shields:.4f} m, Critical diameter (Izbach): {dcr_izbach:.4f} m\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Mise en suspension et mode de transport\n", "\n", "Il est également possible de calculer :\n", " - le diamètre critique d'emportement par suspension à 50%\n", " - le mode de transport des sédiments\n", "\n", "Note : actuellement seule la formule de Manning-Strickler est implémentée mais l'extension est aisée" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Critical diameter for suspension: 0.0152 m\n" ] } ], "source": [ "dsusp = get_d_cr_susp(q = 10.,\n", " h = 2.,\n", " K = 25.,\n", " rhom = RHO_SEDIMENT,\n", " rho = RHO_PUREWATER)\n", "\n", "print(f\"Critical diameter for suspension: {dsusp:.4f} m\")" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wash load transport\n" ] } ], "source": [ "from wolfhece.pyshields import BED_LOAD, SUSPENDED_LOAD_100, SUSPENDED_LOAD_50, WASH_LOAD\n", "\n", "mode = get_transport_mode(d = 0.2e-3,\n", " q = 10.,\n", " h = 2.,\n", " K = 25.,\n", " rhom = RHO_SEDIMENT,\n", " rho = RHO_PUREWATER)\n", "\n", "if mode == BED_LOAD:\n", " print(\"Bed load transport\")\n", "elif mode == SUSPENDED_LOAD_100:\n", " print(\"Suspended load transport at 100%\")\n", "elif mode == SUSPENDED_LOAD_50:\n", " print(\"Suspended load transport at 50%\")\n", "elif mode == WASH_LOAD:\n", " print(\"Wash load transport\")" ] } ], "metadata": { "kernelspec": { "display_name": "python3.11 (3.11.9)", "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": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 2 }