{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "Og8we7iGfPKt" }, "source": [ "## Descripción del campo fluido\n", "\n", "Asignatura: Mecánica de Fluidos\n", "\n", "Departamento: Ciencia y Tecnología de Materiales y Fluidos\n", "\n", "Centro: Escuela Universitaria Politécnica de Teruel\n", "\n", "Profesor: Adrián Navas Montilla" ] }, { "cell_type": "markdown", "metadata": { "id": "U5amqmqfQhKz" }, "source": [ "### Introducción\n", "\n", "Vamos a comenzar con un ejemplo sencillo que todos conocemos de representación gráfica de un campo fluido: un mapa de predicción meteorológica\n", "\n", "![Imagen6.png](data:image/png;base64,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)\n", "\n", "\n", "En este mapa, cada una de las flechas es un vector que indica la dirección y la magnitud de la velocidad del viento en cada punto. La velocidad de un flujo se representa matemáticamente mediante un *campo vectorial* que depende del espacio y del tiempo, de la siguiente manera:\n", "\n", "$$\\vec{\\bf{v}}(\\vec{\\bf{x}},t)=\\left(\\begin{array}{c}\n", "u(\\vec{\\bf{x}},t)\\\\\n", "v(\\vec{\\bf{x}},t)\\\\\n", "w(\\vec{\\bf{x}},t)\n", "\\end{array}\n", "\\right)$$\n", "\n", "donde $\\vec{\\bf{x}}=(x,y,z)$ es el vector de coordenadas espaciales y $t$ es el tiempo.\n", "\n", "Para entender esta idea mejor, vamos a considerar el siguiente campo vectorial en 2 dimensiones, sin dependencia temporal:\n", "\n", "$$\\vec{\\bf{v}}(x,y)=\\left(\\begin{array}{c}\n", "-2\\sin(\\pi x) \\cos(\\pi y) \\\\\n", "-2\\cos(\\pi x) \\sin(\\pi y)\n", "\\end{array}\n", "\\right)$$\n", "\n", "y a realizar su representación gráfica. Para ello, definiremos un conjunto de puntos en el espacio y representaremos el vector velocidad en cada uno de ellos. Escogemos 100 puntos equidistantes en el dominio $[0,1]\\times[0,1]$ y obtenemos la siguiente representación." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "ayrxYvJkQhK1", "outputId": "1cfb94fb-0ece-4b41-df32-d1e7586b06ea", "tags": [ "hide-cell" ] }, "outputs": [ { "data": { "application/papermill.record/image/png": 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import math\n", "import numpy as np # Librería para poder trabajar con matrices y vectores\n", "import matplotlib.pyplot as plt # Librería para poder dibujar gráficas\n", "from myst_nb import glue\n", "\n", "nq=1 #separacion entre vectores en quiver plot\n", "N=10\n", "L=1.0\n", "xp = np.linspace(0, L, N)\n", "yp = np.linspace(0, L, N)\n", "X, Y = np.meshgrid(xp, yp)\n", "\n", "U = -2*np.sin(np.pi * X ) * np.cos(np.pi * Y)\n", "V = 2*np.cos(np.pi * X ) * np.sin(np.pi * Y)\n", "\n", "fig, (ax,ax2) = plt.subplots(1,2,figsize=(11, 5))\n", "ax.plot(X[::nq,::nq],Y[::nq,::nq], '.',color=\"tab:green\", ms=10)\n", "ax.set_xlabel(\"x\")\n", "ax.set_ylabel(\"y\")\n", "ax.set_ylim([0, L])\n", "ax.set_xlim([0, L])\n", "ax2.plot(X[::nq,::nq],Y[::nq,::nq], '.',color=\"tab:green\", ms=10, alpha=0.2)\n", "ax2.quiver(X[::nq,::nq], Y[::nq,::nq], U[::nq,::nq], V[::nq,::nq])\n", "ax2.set_xlabel(\"x\")\n", "ax2.set_ylabel(\"y\")\n", "ax2.set_ylim([0, L])\n", "ax2.set_xlim([0, L])\n", "glue(\"field_fig\", fig, display=False)" ] }, { "cell_type": "markdown", "metadata": { "id": "jdl1gAqqQhK2" }, "source": [ "Vemos que en cada punto, el vector velocidad tiene una magnitud y una dirección diferente. En este ejemplo particular, el campo vectorial de velocidades representa un flujo en rotación en sentido horario." ] }, { "cell_type": "markdown", "metadata": { "id": "AAe5MCCvQhK3" }, "source": [ "### Descripción lagrangiana y euleriana\n", "\n", "\n", "Siguiendo la hipótesis de medio continuo, el campo fluido se puede modelar como un conjunto de partículas fluidas que se trasladan, rotan y se deforman. Existen dos maneras distintas de describir el movimiento de un fluido:\n", "\n", "- **Descripción lagrangiana**: se identifican partículas fluidas y se sigue su movimiento en el espacio. Para cada partícula fluida, que identificamos por su posición inicial $x_0$, la descripción lagrangiana proporciona su posición a lo largo del tiempo:\n", "\n", " $$\\vec{\\bf{x}}=\\vec{\\bf{x}}(t,\\vec{\\bf{x}}_0), \\quad \\vec{\\bf{v}}(t,\\vec{\\bf{x}}_0) = \\frac{d \\vec{\\bf{x}}(t,\\vec{\\bf{x}}_0)}{dt} $$\n", "\n", "\n", "- **Descripción euleriana**: se identifican puntos fijos del espacio y se obtienen las propiedades del flujo en esos puntos. La descripción euleriana proporciona la velocidad en cualquier punto del espacio a lo largo del tiempo:\n", "\n", " $$ \\vec{\\bf{v}}= \\vec{\\bf{v}}(\\vec{\\bf{x}},t) $$\n", "\n", "A continuación se visualiza la diferencia entre ambas descripciones para un flujo en rotación. A la izquierda, en la descripción lagrangiana se observan la posición de las partículas fluidas en movimiento en el seno del fluido. A la derecha, en la descripción euleriana se muestra la velocidad en puntos fijos del espacio." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "Rg9RbD5jQhK3", "tags": [ "hide-cell" ] }, "outputs": [], "source": [ "from scipy.interpolate import Rbf\n", "from matplotlib import animation\n", "from IPython.display import HTML\n", "\n", "nq=2 #separacion entre vectores en quiver plot\n", "N=20\n", "L=1.0\n", "xp = np.linspace(0, L, N)\n", "yp = np.linspace(0, L, N)\n", "X, Y = np.meshgrid(xp, yp)\n", "\n", "t=0.0\n", "U = -2*np.sin(np.pi * X + 0.3*np.sin(40*t)) * np.cos(np.pi * Y)\n", "V = 2*np.cos(np.pi * X + 0.3*np.sin(40*t)) * np.sin(np.pi * Y)\n", "\n", "fig, (ax,ax2) = plt.subplots(1,2,figsize=(10, 5))\n", "Q = ax.quiver(X[::nq,::nq], Y[::nq,::nq], U[::nq,::nq], V[::nq,::nq],alpha=0.1)\n", "\n", "XP=np.zeros((200, 2))\n", "for i in range (20):\n", " for j in range (10):\n", " k=i*10+j\n", " XP[k,0]=2*(0.05*i+0.02+np.random.rand(1,1)*0.02)\n", " XP[k,1]=2*(0.05*j+0.02+np.random.rand(1,1)*0.02)\n", "\n", "pt1, = ax.plot([], [], '.',color=\"tab:orange\", ms=15)\n", "ax.set_xlabel(\"x\")\n", "ax.set_ylabel(\"y\")\n", "ax.set_ylim([0, L])\n", "ax.set_xlim([0, L])\n", "ax.set_title(\"Descripción Lagrangiana\")\n", "\n", "\n", "ax2.plot(X[::nq,::nq],Y[::nq,::nq], '.',color=\"tab:green\", ms=15)\n", "Q2 = ax2.quiver(X[::nq,::nq], Y[::nq,::nq], U[::nq,::nq], V[::nq,::nq])\n", "ax2.set_xlabel(\"x\")\n", "ax2.set_ylabel(\"y\")\n", "ax2.set_ylim([0, L])\n", "ax2.set_xlim([0, L])\n", "ax2.set_title(\"Descripción Euleriana\")\n", "plt.tight_layout()\n", "\n", "plt.close()\n", "\n", "nframes=150 #frames de la animacion\n", "tf=2*math.pi/20 #tiempo total\n", "dt=tf/nframes #paso de tiempo\n", "\n", "def update_plot(num):\n", " t = dt*num\n", " dx=t*2.0\n", " U = -2*np.sin(np.pi * X + 0.3*np.sin(40*t)) * np.cos(np.pi * Y)\n", " V = 2*np.cos(np.pi * X + 0.3*np.sin(40*t)) * np.sin(np.pi * Y)\n", " Q.set_UVC(U[::nq,::nq],V[::nq,::nq])\n", " Q2.set_UVC(U[::nq,::nq],V[::nq,::nq])\n", " interpx = Rbf(X, Y, U)\n", " interpy = Rbf(X, Y, V)\n", " XP[:,0] = XP[:,0] + interpx(XP[:,0],XP[:,1])*dt\n", " XP[:,1] = XP[:,1] + interpy(XP[:,0],XP[:,1])*dt\n", " pt1.set_data(XP[:,0],XP[:,1])\n", " ax.plot(XP[:,0],XP[:,1], '.',color=\"tab:orange\", ms=1,alpha=0.2)\n", " return\n", "\n", "anim = animation.FuncAnimation(fig, update_plot, frames=nframes, interval=60, blit=False)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "Mi7ID8YxQhK4", "outputId": "0759e640-7191-4c5e-af83-d62d0e533d25" }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "HTML(anim.to_html5_video())" ] }, { "cell_type": "markdown", "metadata": { "id": "kpaMVRv0QhK4" }, "source": [ "Cualquier propiedad del flujo (velocidad, temperatura, presión, densidad…) se puede expresar en un contexto lagrangiano o euleriano. Por ejemplo, si queremos conocer la temperatura en un río $T$, podemos hacerlo de dos maneras distintas:\n", "\n", "- Colocar un termómetro en un pequeño barco que viaje a la velocidad del flujo (solidario a una partícula fluida) que ha pasado por $\\vec{\\bf{x}}_0$, y registrar la temperatura que va midiendo conforme se transporta (contexto lagrangiano):\n", "\n", "$$ T=T(t,\\vec{\\bf{x}}_0) $$\n", "\n", "- Colgar un termómetro desde un puente y registrar la temperatura en un punto fijo $\\vec{\\bf{x}}$ a lo largo del tiempo (contexto euleriano):\n", "\n", "$$ T=T(\\vec{\\bf{x}},t) $$\n", "\n", "![Imagen5.png](data:image/png;base64,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)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "vQkPbempQhK5" }, "source": [ "Consideremos ahora este ejemplo: al río de la explicación anterior se está virtiendo un producto contaminante a alta temperatura, como se muestra en la siguiente figura:\n", "\n", "\n", "![Imagen7.png](data:image/png;base64,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)\n", "\n", "\n", "Para simplificar, vamos a suponer que el río se define en un dominio rectangular con 2 metros de ancho y 10 metros de largo, que la velocidad del flujo es $u=1$ m/s y que la distribución de temperatura en el río viene dada por\n", "$ T(x,y)=\\sin (\\pi x/10) \\sin (\\pi y/2)$.\n", "\n", "A continuación se muestra una animación de la medida de temperatura que realiza el observador que está en el puente en $\\vec{\\bf{x}}=(2.5,1) $ (punto verde, contexto euleriano) y del observador montado en el barco arrastrado por el flujo que ha salido de $\\vec{\\bf{x}}_0=(0,1) $ (punto naranja, contexto lagrangiano). El barco, que se mueve con el flujo, hace el papel de una **partícula fluida**.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "oJ6Qzr6PQhK5", "tags": [ "hide-cell" ] }, "outputs": [], "source": [ "nq=2 #separacion entre vectores en quiver plot\n", "Nx=20\n", "Ny=8\n", "Lx=10.0\n", "Ly=2.0\n", "xp = np.linspace(0, Lx, Nx)\n", "yp = np.linspace(0, Ly, Ny)\n", "X, Y = np.meshgrid(xp, yp)\n", "\n", "t=0.0\n", "U = 1.0*np.ones(np.shape(X))\n", "V = np.zeros(np.shape(X))\n", "\n", "def temp(x,y):\n", " return np.sin(np.pi * x/Lx)*np.sin(np.pi * y/Ly)\n", "\n", "ypos=1.0\n", "XP=[0,ypos]\n", "\n", "fig, (ax,ax2,ax3) = plt.subplots(3,1,figsize=(10, 7.5))\n", "ax.contourf(X,Y,temp(X,Y),256,cmap=\"coolwarm\")\n", "Q = ax.quiver(X[1:Ny-1,:], Y[1:Ny-1,:], U[1:Ny-1,:], V[1:Ny-1,:],alpha=0.4)\n", "\n", "pt1, = ax.plot([], [], '.',color=\"tab:orange\", ms=20,markeredgecolor=\"k\")\n", "ax.set_xlabel(\"x\")\n", "ax.set_ylabel(\"y\")\n", "ax.set_ylim([-0.15*Ly, 1.15*Ly])\n", "ax.set_xlim([0, Lx])\n", "ax.plot([Lx/4,Lx/4],[-0.2*Ly, 1.2*Ly], 'k-',linewidth=0.8)\n", "ax.plot([1.05*Lx/4,1.05*Lx/4],[-0.2*Ly, 1.2*Ly], 'k-',linewidth=0.8)\n", "ax.plot(Lx/4,ypos,'.',color=\"tab:green\", ms=20,markeredgecolor=\"k\")\n", "rect1 = plt.Rectangle((Lx/4, -0.2*Ly), 0.05*Lx/4, 1.4*Ly, color='gray')\n", "ax.add_patch(rect1)\n", "ax.set_title(\"Distribución de temperatura y posición de los observadores\")\n", "\n", "T1D=temp(xp,ypos)\n", "ax2.plot(xp, T1D, 'k')\n", "ax2.set_xlabel(\"x\")\n", "ax2.set_ylabel(\"T\")\n", "ax2.set_xlim([0, Lx])\n", "ax2.set_title(\"Distribución de temperatura a lo largo del eje del río\")\n", "\n", "nframes=200 #frames de la animacion\n", "tf=10 #tiempo total\n", "dt=tf/nframes #paso de tiempo\n", "\n", "ax3.set_xlabel(\"t\")\n", "ax3.set_ylabel(\"T\")\n", "ax3.set_ylim([0, 1.0])\n", "ax3.set_xlim([0, tf])\n", "ax3.set_title(\"Temperatura medida por los observadores\")\n", "\n", "plt.tight_layout()\n", "plt.close()\n", "\n", "def update_plot(num):\n", " t = dt*num\n", " dx=t*2.0\n", " interpx = Rbf(X, Y, U)\n", " interpy = Rbf(X, Y, V)\n", " XP[0] = XP[0] + interpx(XP[0],XP[1])*dt\n", " XP[1] = XP[1] + interpy(XP[0],XP[1])*dt\n", " pt1.set_data(XP[0],XP[1])\n", " ax.plot(XP[0],XP[1], '.',color=\"tab:orange\", ms=1,alpha=0.8)\n", " ax3.plot(t,temp(XP[0],XP[1]),'.',color=\"tab:orange\", ms=6)\n", " ax3.plot(t,temp(Lx/4,ypos),'.',color=\"tab:green\", ms=6)\n", " return\n", "\n", "anim = animation.FuncAnimation(fig, update_plot, frames=nframes, interval=100, blit=False)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "IJi5tBvBQhK6" }, "outputs": [], "source": [ "HTML(anim.to_html5_video())" ] }, { "cell_type": "markdown", "metadata": { "id": "6grs82ooQhK6" }, "source": [ "La línea naranja es la temperatura de una partícula fluida (barco) que sale de $\\vec{\\bf{x}}_0=(0,1)$. Vemos que conforme avanza el tiempo, la partícula fluida se desplaza hacia la zona de mayor temperatura ($x=5$) y después sigue hacia una zona de menor temperatura ($x=10$). Por otro lado, la línea verde representa la temperatura medida en el puente, que permanece constante a lo largo del tiempo ya que $T(x,y)$ no depende del tiempo.\n", "\n", "A la vista del ejemplo anterior, es evidente que aunque $T(x,y)$ no depende del tiempo, **la temperatura de la partícula fluida sí que varía en el tiempo debido a su desplazamiento en el seno del fluido**.\n", "\n", "Entonces... ¿cómo podemos calcular la variación de la temperatura siguiendo una partícula fluida?" ] }, { "cell_type": "markdown", "metadata": { "id": "_ZC0ObOEQhK6" }, "source": [ "### Derivada siguiendo una partícula fluida: derivada material\n", "\n", "Para continuar con el ejemplo anterior, vamos a considerar que la variable de interés es la temperatura, $T$, aunque este análisis se puede realizar para cualquier variable fluida. La temperatura vendrá dada de forma general en un contexto euleriano como una función que puede depender del espacio y del tiempo, $T=T(\\vec{\\bf{x}},t)$.\n", "\n", "Para calcular la variación de la temperatura siguiendo una partícula fluida, vamos a expresar primero la posición de una partícula fluida $p$ como $\\vec{\\bf{x}}_p(t,\\vec{\\bf{x}}_0)$, donde $\\vec{\\bf{x}}_0$ es el punto de partida de dicha partícula fluida. Ahora, podemos expresar la temperatura de dicha partícula fluida en función de su posición, evaluando la función temperatura en la posición de la partícula fluida:\n", "\n", "$$T_p=T(\\vec{\\bf{x}}_p(t,\\vec{\\bf{x}}_0),t)$$\n", "\n", "que también se puede escribir como\n", "\n", "$$T_p=T(x_p(t,x_0),y_p(t,y_0),z_p(t,z_0),t)$$\n", "\n", "La derivada de $T_p$ respecto del tiempo, también llamada **derivada material o derivada total** y denotada por $\\frac{D }{Dt}$ , representa la derivada de la temperatura siguiendo una partícula fluida y se calculará aplicando la regla de la cadena, ya que la posición también depende del tiempo. Por simplicidad vamos a omitir el subindice $p$, y aplicando la regla de la cadena se obtiene:\n", "\n", "$$\\frac{D T}{Dt}=\\frac{\\partial T}{\\partial t} + \\frac{\\partial T}{\\partial x}\\frac{d x}{d t} +\\frac{\\partial T}{\\partial y}\\frac{d y}{d t} + \\frac{\\partial T}{\\partial z}\\frac{d z}{d t} $$\n", "\n", "donde $\\frac{d x}{d t}=u$, $\\frac{d y}{d t}=v$, $\\frac{d z}{d t}=w$, pudiendo escribir\n", "\n", "$$\\frac{D T}{Dt}=\\frac{\\partial T}{\\partial t} + u\\frac{\\partial T}{\\partial x} + v\\frac{\\partial T}{\\partial y} + w\\frac{\\partial T}{\\partial z} $$\n" ] }, { "cell_type": "markdown", "metadata": { "id": "jJpqw4afQhK6" }, "source": [ "\n", " \n", "**Derivada material**\n", "\n", "*La derivada material o total de una propiedad definida en un contexto euleriano (p. ej. la temperatura $T=T(\\vec{\\bf{x}},t)$) representa la derivada de dicha propiedad siguiendo una partícula fluida y se calcula de la siguiente manera*\n", "\n", "$$\\frac{D T}{Dt}=\\frac{\\partial T}{\\partial t} + \\vec{\\bf{v}}\\cdot \\nabla T $$\n", "\n", "*que se compone de dos términos:*\n", "\n", "- *Derivada local $\\frac{\\partial T}{\\partial t}$: es la derivada parcial de la temperatura respecto de $t$.*\n", "\n", "- *Derivada convectiva $\\vec{\\mathbf{v}}\\cdot\\nabla T$: es la derivada direccional de $T$ en la dirección de la velocidad. Se calcula mediante el producto escalar entre el vector velocidad del flujo $\\vec{\\mathbf{v}}$ y el vector gradiente espacial de la temperatura $\\nabla T$.*\n", "\n", "*Nótese que la derivada material se expresará también en un contexto euleriano, $\\frac{D T}{Dt}(\\vec{\\bf{x}},t)$, es decir, para un punto determinado del dominio espacial y para un tiempo concreto.*\n", "\n", "" ] }, { "cell_type": "markdown", "metadata": { "id": "nBfwybmNQhK6" }, "source": [ "Consideremos el ejemplo anterior en el que $u=1$, $v=w=0$, $\\frac{\\partial T}{\\partial x}= 0.1\\pi\\cos (0.1\\pi x) \\sin (\\pi y/2)$, $\\frac{\\partial T}{\\partial t}=0$, donde la derivada total será\n", "\n", "$$\\frac{D T}{Dt}=0 + 1\\cdot 0.1\\pi\\cos (0.1\\pi x) \\sin (\\pi y/2) + 0 + 0 $$\n", "\n", "que nos permite calcular la variación total de la temperatura (siguiendo una partícula fluida) en cualquier punto del dominio $(x,y)$.\n", "\n", "A continuación se muestra una representación gráfica de la temperatura y de su derivada material a lo largo del eje longitudinal del canal. Además, se muestra que la derivada material representa la pendiente de la recta tangente a la curva en la gráfica $(t,T)$, representada en rojo." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "v9KKvUMqQhK7", "tags": [ "hide-cell" ] }, "outputs": [], "source": [ "nq=2 #separacion entre vectores en quiver plot\n", "Nx=20\n", "Ny=8\n", "Lx=10.0\n", "Ly=2.0\n", "xp = np.linspace(0, Lx, Nx)\n", "yp = np.linspace(0, Ly, Ny)\n", "X, Y = np.meshgrid(xp, yp)\n", "\n", "t=0.0\n", "U = 1.0*np.ones(np.shape(X))\n", "V = np.zeros(np.shape(X))\n", "\n", "def temp(x,y):\n", " return np.sin(np.pi * x/Lx)*np.sin(np.pi * y/Ly)\n", "\n", "def DDttemp(x,y):\n", " return 0.1*np.pi*np.cos(np.pi * x/Lx)*np.sin(np.pi * y/Ly)\n", "\n", "ypos=1.0\n", "XP=[0,ypos]\n", "\n", "fig, (ax,ax2,ax3) = plt.subplots(3,1,figsize=(10, 7.5))\n", "ax.contourf(X,Y,temp(X,Y),256,cmap=\"coolwarm\")\n", "Q = ax.quiver(X[1:Ny-1,:], Y[1:Ny-1,:], U[1:Ny-1,:], V[1:Ny-1,:],alpha=0.4)\n", "\n", "pt1, = ax.plot([], [], '.',color=\"tab:orange\", ms=20,markeredgecolor=\"k\")\n", "ax.set_xlabel(\"x\")\n", "ax.set_ylabel(\"y\")\n", "ax.set_ylim([-0.15*Ly, 1.15*Ly])\n", "ax.set_xlim([0, Lx])\n", "ax.plot([Lx/4,Lx/4],[-0.2*Ly, 1.2*Ly], 'k-',linewidth=0.8)\n", "ax.plot([1.05*Lx/4,1.05*Lx/4],[-0.2*Ly, 1.2*Ly], 'k-',linewidth=0.8)\n", "ax.plot(Lx/4,ypos,'.',color=\"tab:green\", ms=20,markeredgecolor=\"k\")\n", "rect1 = plt.Rectangle((Lx/4, -0.2*Ly), 0.05*Lx/4, 1.4*Ly, color='gray')\n", "ax.add_patch(rect1)\n", "ax.set_title(\"Distribución de temperatura y posición de los observadores\")\n", "\n", "\n", "nframes=200 #frames de la animacion\n", "tf=10 #tiempo total\n", "dt=tf/nframes #paso de tiempo\n", "\n", "line, = ax2.plot([], [],'-',color=\"tab:red\",lw=4)\n", "ax2.set_xlabel(\"t\")\n", "ax2.set_ylabel(\"T\")\n", "ax2.set_ylim([0, 1.0])\n", "ax2.set_xlim([0, tf])\n", "ax2.set_title(\"Temperatura de la partícula fluida\")\n", "\n", "DT1D=DDttemp(xp,ypos)\n", "ax3.plot(xp, DT1D, 'k')\n", "ax3.set_xlabel(\"t\")\n", "ax3.set_ylabel(\"$DT/Dt$\")\n", "ax3.set_ylim([-0.4, 0.4])\n", "ax3.set_xlim([0, tf])\n", "ax3.set_title(\"Derivada material de la temperatura\")\n", "\n", "plt.tight_layout()\n", "plt.close()\n", "\n", "Told=0.0\n", "def update_plot(num):\n", " global Told\n", " t = dt*num\n", " dx=t*2.0\n", " interpx = Rbf(X, Y, U)\n", " interpy = Rbf(X, Y, V)\n", " XP[0] = XP[0] + interpx(XP[0],XP[1])*dt\n", " XP[1] = XP[1] + interpy(XP[0],XP[1])*dt\n", " pt1.set_data(XP[0],XP[1])\n", " ax.plot(XP[0],XP[1], '.',color=\"tab:orange\", ms=1,alpha=0.8)\n", " ax2.plot(t,temp(XP[0],XP[1]),'.',color=\"tab:orange\", ms=6)\n", " slope=(temp(XP[0],XP[1])-Told)/dt\n", " Told=temp(XP[0],XP[1])\n", " #ax2.plot([t-5*dt,t+5*dt],[temp(XP[0],XP[1])-slope*5*dt,temp(XP[0],XP[1])+slope*5*dt],'-',color=\"tab:red\")\n", " line.set_data([t-8*dt,t+8*dt],[temp(XP[0],XP[1])-slope*8*dt,temp(XP[0],XP[1])+slope*8*dt])\n", " ax3.plot(t,slope,'.',color=\"tab:red\", ms=6)\n", " return\n", "\n", "anim = animation.FuncAnimation(fig, update_plot, frames=nframes, interval=100, blit=False)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "nGmbkn71QhK7", "scrolled": false }, "outputs": [], "source": [ "HTML(anim.to_html5_video())" ] }, { "cell_type": "markdown", "metadata": { "id": "6F9wG3B7QhK7" }, "source": [ "**A recordar...**\n", "\n", "La derivada convectiva $\\vec{\\mathbf{v}}\\cdot\\nabla T$ es la derivada direccional de $T$ en la dirección de la velocidad. Se calcula mediante el producto escalar entre el vector velocidad del flujo $\\vec{\\mathbf{v}}$ y el vector gradiente espacial de la temperatura $\\nabla T$. Este producto **será máximo si la velocidad del flujo está alineada con la dirección de máxima variación de** $T$, mientras que **será mínimo si es perpendicular a dicha dirección** (es decir, si la velocidad del flujo sigue una línea isoterma, en este ejemplo).\n" ] }, { "cell_type": "markdown", "metadata": { "id": "yyTwpgT_QhK7" }, "source": [ "A continuación se muestra una manera sencilla de calcular el gradiente y la derivada total de la temperatura mediante Python utilizando las funciones ```grad()``` y ```DDt()``` para el siguiente campo de temperatura:\n", "\n", "$$ T=xy+z^2+6t $$\n", "\n", "y de velocidades\n", "\n", "$$ \\mathbf{v}=(x,zy,t). $$\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "f5isOGtiQhK7" }, "outputs": [], "source": [ "from sympy import*\n", "\n", "x, y, z, t = symbols('x y z t')\n", "\n", "def grad(f):\n", " g_x=f.diff(x)\n", " g_y=f.diff(y)\n", " g_z=f.diff(z)\n", " return g_x,g_y,g_z\n", "\n", "def DDt(f):\n", " return f.diff(t)+u*f.diff(x)+v*f.diff(y)+w*f.diff(z)\n", "\n", "u=x\n", "v=z*y\n", "w=2*t\n", "\n", "T=x*y+z**2+6*t\n", "\n", "print(\"La derivada total de la temperatura es:\")\n", "print(\"DT/dt=\",DDt(T))\n", "print(\"... y si la evaluamos en el punto (5,-3,1) en el tiempo t=2:\")\n", "point={x:5,y:-3,z:1,t:2}\n", "print(\"DT/dt(5,-3,1,2)=\",DDt(T).subs(point))\n", "\n", "print(\"El vector gradiente de T(x,y) es:\")\n", "print(grad(T))\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "viQLfN6zQhK8" }, "outputs": [], "source": [] } ], "metadata": { "celltoolbar": "Edit Metadata", "colab": { "provenance": [], "toc_visible": true }, "kernelspec": { "display_name": "Python 3", "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": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 1 }