{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "d660e1d6", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import scipy.fftpack\n", "import netCDF4 as netcdf\n", "import matplotlib.pyplot as plt\n", "from IPython.display import display,clear_output\n", "import xarray as xr\n", "import os\n", "\n", "g = 9.80665 # gravitation constant" ] }, { "cell_type": "markdown", "id": "22f09a7c", "metadata": {}, "source": [ "## Set model configuration parameters" ] }, { "cell_type": "code", "execution_count": 2, "id": "483bb3fc", "metadata": {}, "outputs": [], "source": [ "# Remember for python, so array index goes from 0 to nx-1 in x-direction" ] }, { "cell_type": "markdown", "id": "60644533", "metadata": {}, "source": [ "## Specify the grid:\n", "Select a grid size that allows the Poisson solver to be fast.\n", "\n", "2n +1 for `nx` and `nz` is ideal." ] }, { "cell_type": "code", "execution_count": 3, "id": "c6bab9ba", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Grid spacings in x and z directions: 40.0 40.0\n", "Courant number = 0.707\n" ] } ], "source": [ "nx = 65 # number of grid points in horizontal\n", "nz = 65 # number of grid points in vertical\n", "\n", "lenx = 2560 # grid length in meters\n", "lenz = 2560 # grid height in meters\n", "\n", "# Calculate grid spacing dx, dz; Note: subtract number of points by 1 to account for endpoints.\n", "\n", "dx = lenx/(nx - 1.)\n", "dz = lenz/(nz - 1.)\n", "\n", "print( 'Grid spacings in x and z directions: ', dx, dz)\n", "\n", "tstop = 800.0 # seconds\n", "\n", "dt = 2.0 # time step size in seconds\n", "\n", "Courant = np.sqrt(2.0) * dt/dx * 10.0 # Courant number assiming max wind speed of 10 m/s. Should not exceed 1.\n", "\n", "print( \"Courant number = {0:10.3f}\".format(Courant) )\n", "\n", "numt = int( tstop/dt ) + 1 # number of times to advance time t\n", "\n", "theta0 = 300." ] }, { "cell_type": "markdown", "id": "37fd3231", "metadata": {}, "source": [ "## Calculate 2-d advection of general variable b\n", "## m1 and p1 refer to minus and plus one respectively" ] }, { "cell_type": "code", "execution_count": 4, "id": "40d01a4b", "metadata": {}, "outputs": [], "source": [ "def cal_advect_2d(u,w,bim1,bip1,bkm1,bkp1,b,dx,dz):\n", "\n", " adv = -0.5*( ((u+np.absolute(u))*(b-bim1)+(u-np.absolute(u))*(bip1-b))/dx \\\n", " +((w+np.absolute(w))*(b-bkm1)+(w-np.absolute(w))*(bkp1-b))/dz )\n", " \n", " return adv" ] }, { "cell_type": "code", "execution_count": 5, "id": "d6a6f26a", "metadata": {}, "outputs": [], "source": [ "## Successive over-relaxation to solve streamfunction elliptic equation\n", "## Here, del^2(streamf) = vort\n", "def poisson2d(soriter_max,nx,nz,dx,dz, vort, streamf):\n", "#\n", "# INPUT:\n", "# soriter_max: The number of iterations to perform\n", "# nx, nz The number of grid points in x and z directions.\n", "# dx, dz: grid spacings in x and z directions.\n", "# vort: Vorticity the defines the right hand side to the vorticity Possion equation.\n", "# streamf: The first guess of stream function \n", "#\n", "# OUTPUT:\n", "# streamf: The updated stream function that is the solution to the Possion equation.\n", "# \n", "# Calculate coefficients for Poisson solver\n", " \n", " cx = dz**2/(2*(dx**2 + dz**2))\n", " cz = dx**2/(2*(dx**2 + dz**2))\n", " C = (dx**2 * dz**2)/(2*(dx**2 + dz**2))\n", " \n", " # Calculate optimal alpha\n", " # M,N in t_m equation are # of grid intervals, not # of grid points\n", " t_m = np.cos(np.pi/(nx-1)) + np.cos(np.pi/(nz-1))\n", " alpha_opt = (8.-4.*np.sqrt(4.-t_m**2.))/t_m**2.\n", " \n", " for iter in np.arange(soriter_max):\n", " for i in np.arange(1, nx-1, 1):\n", " for k in np.arange(1, nz-1, 1):\n", " R = 0 # fill in code for calculating residual R.\n", " streamf[k,i] = streamf[k,i] + alpha_opt*R\n", " \n", "# enforce periodic lateral boundary conditions\n", "# streamf[:,0] = streamf[:,nx-2]\n", "# streamf[:,nx-1] = streamf[:,1]\n", "\n", " " ] }, { "cell_type": "markdown", "id": "a1e02022-a7bd-4134-9885-2e5260aca002", "metadata": { "tags": [] }, "source": [ "## A function provided to you that solves the stream function Poisson equation using direct fast Fourier transfort (FFT).\n", "## Function poisson_fft_prep preculate certain coefficients that will be used repeatedly. The coefficient is saved in invlapl. It's meaning is inverse Laplace.\n", "## Function poisson_fft will return stream function given vorticity as input." ] }, { "cell_type": "code", "execution_count": 6, "id": "4b30f333-775f-412f-b075-f268dcffbf0a", "metadata": {}, "outputs": [], "source": [ "def poisson_fft_prep(Nx,Ny,dx,dy,lapl='discrete'):\n", " # returns the coefficients to multiply the vorticity Fourier amplitudes\n", " L = dx*(Nx-1)\n", " W = dy*(Ny-1)\n", " \n", " Ka = np.arange(Nx-2) +1 # integer wavenumbers of the sine functions in the x-direction\n", " Ma = np.arange(Ny-2) +1 # integer wavenumbers of the sine functions in the y-direction\n", " ka = Ka*np.pi/L\n", " ma = Ma*np.pi/W\n", " \n", " lapl_op = np.zeros( (Ny-2,Nx-2) )\n", " if lapl == 'discrete':\n", " lapl_op[:] += (2*np.cos(ka*dx)-2)/dx**2 # add to every row\n", " else: # the calculus Laplacian\n", " lapl_op[:] += -ka**2 \n", " lapl_opT = lapl_op.T # reverse columns and rows\n", " if lapl == 'discrete':\n", " lapl_opT[:] += (2*np.cos(ma*dy)-2)/dy**2 # add to every row\n", " else: # the calculus Laplacian\n", " lapl_opT[:] += -ma**2\n", " lapl_op = lapl_opT.T # reverse columns and rows\n", " invlapl = 1./lapl_op #the coefficents for multiplying the vorticity Fourier amplitudes\n", " return invlapl \n", "\n", "def poisson_fft(vort, invlapl): \n", " # solves for psi in del^2 psi = vort \n", " cv = vort[1:-1,1:-1] # central vorticity\n", " \n", " #convert gridded vorticity to gridded Fourier coefficients A_k,m\n", " cvt = scipy.fftpack.dst( cv , axis=1 , type=1) \n", " cvt = scipy.fftpack.dst( cvt , axis=0 , type=1) \n", " \n", " cpsit = cvt*invlapl # Calculate B_k,m from A_k,m\n", " \n", " # convert array of Fourier coefficents for psi to gridded central psi\n", " cpsit = scipy.fftpack.idst(cpsit,axis=0,type=1) # inverse transform \n", " cpsi = scipy.fftpack.idst(cpsit,axis=1,type=1) # inverse transform \n", "\n", " sh = vort.shape\n", " psi = np.zeros(sh) # we need 0 on boundaries, next line fills the center\n", " psi[1:-1,1:-1] = cpsi/(4*(sh[0]-1)*(sh[1]-1)) # apply normalization convention of FFT\n", " return psi \n", "\n", "# Precalculate invlapl.\n", "\n", "invlapl = poisson_fft_prep(nx,nz,dx,dz) #,lapl='discrete') #lapl='calculus' or lapl='discrete'" ] }, { "cell_type": "markdown", "id": "188a7623", "metadata": {}, "source": [ "## Also explicitly calculate x, z, and t arrays" ] }, { "cell_type": "code", "execution_count": 7, "id": "55fd862a-7b3d-4ee3-8abb-d6586654dcce", "metadata": {}, "outputs": [], "source": [ "x_grid = np.arange(0,nx,1)*dx\n", "z_grid = np.arange(0,nz,1)*dz\n", "t_grid = np.arange(0,numt,1)*dt\n", "\n", "# Initalize state variable arrays to zero\n", "u = np.zeros((numt,nz,nx))\n", "w = np.zeros((numt,nz,nx))\n", "vort = np.zeros((numt,nz,nx)) # Greek letter nu in equations\n", "theta = np.zeros((numt,nz,nx)) # Note theta here is perturbations per governing equations\n", "streamf = np.zeros((numt,nz,nx))\n", "\n", "vort1 = np.zeros((numt,nz,nx))" ] }, { "cell_type": "code", "execution_count": 8, "id": "14ca4389-38e9-4313-8391-31e5332ab943", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "streamf[0,:,5] [ 0. -116.875 -227.5 -331.875 -430. -521.875 -607.5\n", " -686.875 -760. -826.875 -887.5 -941.875 -990. -1031.875\n", " -1067.5 -1096.875 -1120. -1136.875 -1147.5 -1151.875 -1150.\n", " -1141.875 -1127.5 -1106.875 -1080. -1046.875 -1007.5 -961.875\n", " -910. -851.875 -787.5 -716.875 -640. -560. -480.\n", " -400. -320. -240. -160. -80. 0. 80.\n", " 160. 240. 320. 400. 480. 560. 640.\n", " 720. 800. 880. 960. 1040. 1120. 1200.\n", " 1280. 1360. 1440. 1520. 1600. 1680. 1760.\n", " 1840. 1920. ]\n", "vort[0,:,5] [0. 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00195312 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. ]\n", "vort[0,:,5] [0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625 0.00390625\n", " 0.00390625 0.00390625 0.00195312 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. 0.\n", " 0. 0. 0. 0. 0. ]\n" ] } ], "source": [ "# Specify initial wind field. Stream function is obtained from the u wind profile, then u and w and vort are recalculated from the stream function.\n", "#\n", "u0 = -3.0 # at z=0\n", "z0 = 0.0\n", "\n", "u1 = 2.0 # at z=0.5*lenz\n", "z1 = 0.5*lenz\n", "\n", "u2 = 2.0 # at z=lenz\n", "z2 = lenz\n", "\n", "dudz = 4.0/lenz\n", "\n", "streamf[0,0,:] = 0.0\n", "for i in np.arange(0, nx, 1):\n", " for k in np.arange(0, nz, 1):\n", " \n", " if z_grid[k] <= z1:\n", " dudz=(u1-u0)/(z1-z0)\n", " u[0,k,i]= u0 + dudz*(z_grid[k]-z0)\n", " streamf[0,k,i]= streamf[0,0,i] + u0*(z_grid[k]-z0)+0.5*dudz*(z_grid[k]-z0)**2\n", " k1 = k\n", " else:\n", " dudz=(u2-u1)/(z2-z1)\n", " u[0,k,i]= u1 + dudz*(z_grid[k]-z1)\n", " streamf[0,k,i]= streamf[0,k1,i]+u1*(z_grid[k]-z1)+0.5*dudz*(z_grid[k]-z1)**2 \n", "\n", "#print( 'streamf[0,:,5]', streamf[0,:,5] )\n", "\n", "#for i in np.arange(0, nx, 1):\n", "# for k in np.arange(1, nz-1, 1):\n", "# vort[0,k,i]= (u[0,k+1,i]-u[0,k-1,i])/(2*dz) \n", "\n", "#print( 'vort[0,:,5]', vort[0,:,5] )\n", " \n", "#vort[0,0, :]= vort[0,1, :]\n", "#vort[0,nz-1,:]= vort[0,nz-2,:]\n", "\n", "t=0\n", "for i in np.arange(1, nx-1, 1):\n", " for k in np.arange(1, nz-1, 1):\n", " vort[t,k,i] = (streamf[t,k+1,i]-2*streamf[t,k,i]+streamf[t,k-1,i])/dz**2\\\n", " +(streamf[t,k,i+1]-2*streamf[t,k,i]+streamf[t,k,i-1])/dx**2\n", " \n", "vort[0,0, :]= vort[0,1, :]\n", "vort[0,nz-1,:]= vort[0,nz-2,:]\n", "\n", "vort[0,:,0, ]= vort[0,:,1, ]\n", "vort[0,:,nz-1]= vort[0,:,nz-2]\n", "print( 'vort[0,:,5]', vort[0,:,5] )\n", "\n", "t=0\n", "for i in np.arange(1, nx-1, 1):\n", " for k in np.arange(1, nz-1, 1):\n", " u[t,k,i] = (streamf[t,k+1,i]-streamf[t,k-1,i])/(2.*dz)\n", " w[t,k,i] = -1.*(streamf[t,k,i+1]-streamf[t,k,i-1])/(2.*dx)\n", " \n", "# Enforce boundary conditions (zero vertical gradient for u at top and bottom boundaries). \n", "# u kept as 0 at left and right boundaries (no change)\n", "# k=0 and k=nz-1 represent the top and bottom boundary conditions\n", "\n", "u[t, 0,:] = u[t, 1,:]\n", "u[t,nz-1,:] = u[t,nz-2,:]\n", " \n", "# periodic x-boundary conditions for u\n", "u[t,:,0] = u[t,:,nx-2]\n", "u[t,:,nx-1] = u[t,:,1]\n", " \n", "# Enforce boundary conditions (zero horizontal gradient for w at left and right booundaries)\n", "# w kept as 0 at top and bottom boundaries (no change)\n", "# i=0 and i=nx-1 represent the left and right boundary conditions\n", " \n", "# periodic x-boundary conditions for u\n", "w[t,:,0] = w[t,:,nx-2]\n", "w[t,:,nx-1] = w[t,:,1] \n", " \n", "vort1[:,:,:] = vort[:,:,:]" ] }, { "cell_type": "code", "execution_count": 9, "id": "6b9799a1-3a92-40da-92da-a2d8d0986710", "metadata": {}, "outputs": [], "source": [ "# Initial thermal perturbation\n", "\n", "thermradx = 250. # Initial thermal bubble horizontal radius in m\n", "thermradz = 200. # Initial thermal bubble vertical radius in m\n", "\n", "# Remember: python indicies start at 0\n", "thermx = lenx*0.5 # Initial horizontal position of thermal bubble " ] }, { "cell_type": "markdown", "id": "5137e2be-fcbf-417e-896f-3978a4992d14", "metadata": {}, "source": [ "## Specify a hot thermal bubble of 5K - you will get a rising mushroom cloud. \n", "## Google search for 'mushroom cloud'." ] }, { "cell_type": "code", "execution_count": 10, "id": "49598cfc-2266-4f65-9988-c8d8316a9b0e", "metadata": {}, "outputs": [], "source": [ "thermz = 0.2*lenz # Initial vertical position of thermal bubble\n", "delpt = 5. # Thermal bubble perturbation" ] }, { "cell_type": "markdown", "id": "9c6b9ac6-dfd8-4186-9f09-b712fc20c020", "metadata": {}, "source": [ "# Specify a -5 K cold bubble dropping to the ground, you will get a solution like downburst and thunderstorm outflow/gust front. The gust front propagates along the ground in the form of a density current.\n", "# Google search for \"photograph of gust front outflow\" " ] }, { "cell_type": "code", "execution_count": 11, "id": "6628cc5a-afe9-441a-b6ba-33a7144dc6f1", "metadata": {}, "outputs": [], "source": [ "thermz = 0.3*lenz # Initial vertical position of thermal bubble\n", "thermz = 300.0\n", "delpt = -10. # Thermal bubble perturbation\n", "\n", "if delpt >= 0.0:\n", " runname = 'HotBubble'\n", "else:\n", " runname = 'ColdBubble'\n", "\n", "for i in np.arange(1,nx-1):\n", " for k in np.arange(1,nz-1):\n", " radnd = np.sqrt(((i*dx-thermx)/thermradx)**2.+((k*dz-thermz)/thermradz)**2.)\n", " if(radnd < 1.):\n", " theta[0,k,i] = theta[0,k,i] + delpt*(np.cos(radnd*np.pi/2.)**2.)" ] }, { "cell_type": "code", "execution_count": 12, "id": "3ff2f5c1-18a4-4b48-8128-337e712053b1", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\"\\nds = xr.open_dataset(runname+'.nc')\\n\\nu = ds['u']\\nw = ds['w']\\nu, w\\n\"" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# If u and w are not obtained from stream function, read them in.\n", "#\n", "\n", "'''\n", "ds = xr.open_dataset(runname+'.nc')\n", "\n", "u = ds['u']\n", "w = ds['w']\n", "u, w\n", "'''" ] }, { "cell_type": "code", "execution_count": 13, "id": "197d5e13", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "streamf[0,:,5] [ 0. -116.875 -227.5 -331.875 -430. -521.875 -607.5\n", " -686.875 -760. -826.875 -887.5 -941.875 -990. -1031.875\n", " -1067.5 -1096.875 -1120. -1136.875 -1147.5 -1151.875 -1150.\n", " -1141.875 -1127.5 -1106.875 -1080. -1046.875 -1007.5 -961.875\n", " -910. -851.875 -787.5 -716.875 -640. -560. -480.\n", " -400. -320. -240. -160. -80. 0. 80.\n", " 160. 240. 320. 400. 480. 560. 640.\n", " 720. 800. 880. 960. 1040. 1120. 1200.\n", " 1280. 1360. 1440. 1520. 1600. 1680. 1760.\n", " 1840. 1920. ]\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 20 (s) are: -3.53 2.02 -2.36 0.82 -9.05 0.00 -0.03 0.04 -1186.07 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 40 (s) are: -4.42 2.03 -3.98 1.47 -7.60 0.00 -0.05 0.06 -1216.61 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 60 (s) are: -5.35 2.04 -4.74 1.96 -6.26 0.00 -0.07 0.07 -1250.15 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 80 (s) are: -6.38 2.05 -4.74 2.36 -5.19 0.00 -0.09 0.07 -1282.13 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 100 (s) are: -7.26 2.26 -4.31 2.61 -4.35 0.00 -0.09 0.07 -1291.46 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 120 (s) are: -7.77 2.82 -3.72 2.78 -3.88 0.00 -0.09 0.07 -1286.46 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 140 (s) are: -7.90 2.99 -3.15 2.74 -3.47 0.00 -0.09 0.07 -1275.59 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 160 (s) are: -7.90 2.95 -2.68 2.58 -3.37 0.00 -0.09 0.06 -1279.66 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 180 (s) are: -7.78 2.82 -2.28 2.56 -3.22 0.00 -0.09 0.06 -1282.37 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 200 (s) are: -7.61 2.71 -1.96 2.42 -2.91 -0.00 -0.08 0.06 -1282.38 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 220 (s) are: -7.40 2.55 -1.69 2.45 -2.69 -0.00 -0.08 0.06 -1279.95 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 240 (s) are: -7.16 2.38 -1.47 2.31 -2.57 -0.00 -0.08 0.05 -1277.96 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 260 (s) are: -7.06 2.23 -1.28 2.36 -2.45 -0.00 -0.08 0.05 -1281.49 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 280 (s) are: -7.11 2.08 -1.16 2.30 -2.33 -0.00 -0.07 0.05 -1291.79 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 300 (s) are: -7.05 2.09 -1.13 2.21 -2.23 -0.00 -0.06 0.05 -1310.94 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 320 (s) are: -6.94 2.10 -1.18 2.28 -2.12 -0.00 -0.07 0.05 -1324.87 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 340 (s) are: -6.81 2.11 -1.08 2.32 -2.02 -0.00 -0.07 0.05 -1329.78 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 360 (s) are: -6.67 2.11 -0.91 2.47 -1.94 -0.00 -0.07 0.05 -1327.49 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 380 (s) are: -6.51 2.11 -0.86 2.79 -1.86 -0.00 -0.07 0.04 -1320.03 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 400 (s) are: -6.34 2.10 -0.84 3.40 -1.78 -0.00 -0.08 0.04 -1310.01 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 420 (s) are: -6.13 2.10 -0.81 3.74 -1.70 -0.00 -0.05 0.04 -1299.63 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 440 (s) are: -5.88 2.09 -0.76 3.64 -1.62 -0.00 -0.04 0.04 -1288.91 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 460 (s) are: -5.60 2.09 -0.69 3.39 -1.52 -0.00 -0.03 0.04 -1277.98 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 480 (s) are: -5.28 2.08 -0.63 3.00 -1.45 -0.00 -0.03 0.03 -1266.86 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 500 (s) are: -4.97 2.07 -0.58 2.62 -1.43 -0.00 -0.02 0.03 -1254.84 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 520 (s) are: -4.67 2.06 -0.50 2.20 -1.39 -0.00 -0.02 0.03 -1242.01 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 540 (s) are: -4.37 2.06 -0.42 1.78 -1.35 -0.00 -0.01 0.02 -1228.57 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 560 (s) are: -4.10 2.05 -0.33 1.40 -1.31 -0.00 -0.01 0.02 -1213.72 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 580 (s) are: -3.84 2.04 -0.24 1.03 -1.27 -0.00 -0.01 0.02 -1197.53 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 600 (s) are: -3.60 2.03 -0.19 0.69 -1.25 -0.00 -0.01 0.01 -1181.29 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 620 (s) are: -3.37 2.02 -0.21 0.39 -1.23 -0.00 -0.01 0.01 -1165.17 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 640 (s) are: -3.15 2.01 -0.30 0.31 -1.21 -0.00 -0.01 0.01 -1161.86 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 660 (s) are: -3.05 2.01 -0.47 0.32 -1.19 -0.00 -0.01 0.01 -1169.47 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 680 (s) are: -3.21 2.01 -0.65 0.38 -1.17 -0.00 -0.01 0.01 -1179.87 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 700 (s) are: -3.37 2.01 -0.81 0.43 -1.15 -0.00 -0.01 0.01 -1190.26 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 720 (s) are: -3.53 2.02 -0.95 0.48 -1.13 -0.00 -0.01 0.02 -1199.98 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 740 (s) are: -3.68 2.02 -1.06 0.52 -1.10 -0.00 -0.01 0.02 -1208.47 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 760 (s) are: -3.82 2.03 -1.14 0.56 -1.07 -0.00 -0.01 0.02 -1216.22 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 780 (s) are: -3.93 2.04 -1.20 0.59 -1.05 -0.00 -0.01 0.02 -1222.89 1920.00\n", "umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time 800 (s) are: -4.04 2.04 -1.22 0.62 -1.03 -0.00 -0.01 0.02 -1228.30 1920.00\n" ] } ], "source": [ "# main time loop, horizontal loop, vertical loop\n", "# note that boundary points remain zero to satisfy boundary conditions\n", "\n", "t=0\n", "for i in np.arange(1, nx-1, 1):\n", " for k in np.arange(1, nz-1, 1):\n", " vort1[t,k,i] = (streamf[t,k+1,i]-2*streamf[t,k,i]+streamf[t,k-1,i])/dz**2\\\n", " +(streamf[t,k,i+1]-2*streamf[t,k,i]+streamf[t,k,i-1])/dx**2\n", " \n", "#print( 'vort1', vort[0,:,5] )\n", " \n", "for t in np.arange(0, numt-1, 1):\n", " \n", " for i in np.arange(1, nx-1, 1):\n", " for k in np.arange(1, nz-1, 1):\n", " \n", " # Call advection subroutines for vorticity, theta\n", " adv_vort = cal_advect_2d(u[t,k,i],w[t,k,i],vort[t,k,i-1],vort[t,k,i+1],\\\n", " vort[t,k-1,i],vort[t,k+1,i],vort[t,k,i],dx,dz)\n", " adv_theta = cal_advect_2d(u[t,k,i],w[t,k,i],theta[t,k,i-1],theta[t,k,i+1],\\\n", " theta[t,k-1,i],theta[t,k+1,i],theta[t,k,i],dx,dz)\n", "\n", " # Advance vorticity and theta one time step\n", "\n", " vort[t+1,k,i] = vort[t,k,i]+dt*adv_vort + 0 # add code to calculate vorticity generation term\n", " theta[t+1,k,i] = theta[t,k,i]+dt*adv_theta\n", " \n", " \n", " # periodic x-boundary conditions for vort and theta\n", " vort[t+1,:, 0] = vort[t+1,:,nx-2]\n", " vort[t+1,:,nx-1] = vort[t+1,:, 1] \n", " vort[t+1, 0,:] = vort[t+1, 1,:]\n", " vort[t+1,nz-1,:] = vort[t+1,nz-2,:]\n", " \n", " theta[t+1,:, 0] = theta[t+1,:,nx-2]\n", " theta[t+1,:,nx-1] = theta[t+1,:, 1]\n", " theta[t+1, 0,:] = theta[t+1, 1,:]\n", " theta[t+1,nz-1,:] = theta[t+1,nz-2,:]\n", " \n", "# Call poisson2d function to solve for streamfunction from vorticity\n", "# Note that this loop updates from t to t+1, so the following equations are valid after this update (i.e, t = t+1)\n", " \n", " streamf[t+1,:,:]=streamf[t,:,:] # set first guess to previous time level value\n", "\n", "# Solve stream function Poisson equation using SOR iteration method \n", "\n", " soriter_max = 30 # Max number of iterations\n", " poisson2d(soriter_max,nx,nz,dx,dz,vort[t+1,:,:],streamf[t+1,:,:])\n", " \n", "# Solve stream function Poisson equation using FFT method with the function supplied. \n", "\n", "# streamf[t+1,:,:] = poisson_fft(vort[t+1,:,:], invlapl)\n", "\n", "# set periodic lateral boundary conditions for stream function when there is environmental wind/shear\n", " streamf[t+1,:,0] = streamf[t+1,:,nx-2]\n", " streamf[t+1,:,nx-1] = streamf[t+1,:,1]\n", " \n", " # Calculate u,w from streamfunction (centered in space) (u = dS/dz, w = -dS/dx)\n", " for i in np.arange(1, nx-1, 1):\n", " for k in np.arange(1, nz-1, 1):\n", " u[t+1,k,i] = 0 #add code to calculate u from stream function\n", " w[t+1,k,i] = 0 #add code to calculate w from stream function\n", " \n", " # Enforce boundary conditions (zero vertical gradient for u at top and bottom boundaries). \n", " # u kept as 0 at left and right boundaries (no change)\n", " # k=0 and k=nz-1 represent the top and bottom boundary conditions\n", " u[t+1, 0,:] = u[t+1, 1,:]\n", " u[t+1,nz-1,:] = u[t+1,nz-2,:]\n", " \n", " # periodic x-boundary conditions for u\n", " u[t+1,:,0] = u[t+1,:,nx-2]\n", " u[t+1,:,nx-1] = u[t+1,:,1]\n", " \n", " # Enforce boundary conditions (zero horizontal gradient for w at left and right booundaries)\n", " # w kept as 0 at top and bottom boundaries (no change)\n", " # i=0 and i=nx-1 represent the left and right boundary conditions\n", " w[t+1,:, 0] = w[t+1,:, 1]\n", " w[t+1,:,nx-1] = w[t+1,:,nx-2]\n", " \n", " # periodic x-boundary conditions for u\n", " w[t+1,:,0] = w[t+1,:,nx-2]\n", " w[t+1,:,nx-1] = w[t+1,:,1]\n", " \n", "# \n", "# print( t+1, u[t+1,0,:] )\n", "# print( t+1, vort[t+1,0,:] )\n", "# print( t+1, streamf[t+1,0,:] )\n", " \n", "# print( 'vertical', t+1, u[t+1,:,0] )\n", "# print( 'vertical', t+1, vort[t+1,:,0] )\n", "# print( 'vertical vort1', t+1, vort1[t+1,:,5] )\n", "# print( 'vertical', t+1, streamf[t+1,:,0] )\n", "# \n", "\n", " time = (t+1) * dt\n", "\n", " umax = np.max( u[t+1,:,:] )\n", " wmax = np.max( w[t+1,:,:] )\n", " ptmax = np.max( theta[t+1,:,:] )\n", " vtmax = np.max( vort[t+1,:,:] )\n", " sfmax = np.max( streamf[t+1,:,:] )\n", "\n", " umin = np.min( u[t+1,:,:] )\n", " wmin = np.min( w[t+1,:,:] )\n", " ptmin = np.min( theta[t+1,:,:] )\n", " vtmin = np.min( vort[t+1,:,:] )\n", " sfmin = np.min( streamf[t+1,:,:] )\n", " \n", "# for i in np.arange(1, nx-1, 1):\n", "# for k in np.arange(1, nz-1, 1):\n", "# theta[t+1,k,i]=max( theta[t+1,k,i], theta[0,k,i] )\n", " \n", " if np.mod(t+1,10) == 0: \n", " print(\"umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax, at time {0:6.0f} (s) are: \\\n", " {1:6.2f} {2:6.2f} {3:6.2f} {4:6.2f} {5:6.2f} {6:6.2f} {7:6.2f} {8:6.2f} {9:6.2f} {10:6.2f}\".format\\\n", " (time,umin,umax,wmin,wmax,ptmin,ptmax,vtmin,vtmax,sfmin,sfmax) )\n", " " ] }, { "cell_type": "code", "execution_count": 14, "id": "d5be8df7", "metadata": {}, "outputs": [], "source": [ "# Write variables to netcdf file\n", "\n", "ncfile = netcdf.Dataset(runname+'.nc','w')\n", "\n", "# Create x,z,t dimensions\n", "ncfile.createDimension('time',numt)\n", "ncfile.createDimension('z',nz)\n", "ncfile.createDimension('x',nx)\n", "\n", "# Create x, z, t, u, w, vort, theta, streamf variables\n", "# Note 'f' refers to float type\n", "x_var = ncfile.createVariable('x',np.dtype('float32').char,('x',))\n", "z_var = ncfile.createVariable('z',np.dtype('float32').char,('z',))\n", "t_var = ncfile.createVariable('time',np.dtype('float32').char,('time',))\n", "\n", "u_var = ncfile.createVariable('u',np.dtype('float32').char,('time','z','x',))\n", "w_var = ncfile.createVariable('w',np.dtype('float32').char,('time','z','x',))\n", "vort_var = ncfile.createVariable('vort',np.dtype('float32').char,('time','z','x',))\n", "theta_var = ncfile.createVariable('theta',np.dtype('float32').char,('time','z','x',))\n", "streamf_var = ncfile.createVariable('streamf',np.dtype('float32').char,('time','z','x',))\n", "\n", "# Assign units to variables\n", "x_var.units = 'm'\n", "z_var.units = 'm'\n", "t_var.units = 's'\n", "\n", "u_var.units = 'm s^-1'\n", "w_var.units = 'm s^-1'\n", "vort_var.units = 's^-1'\n", "theta_var.units = 'K'\n", "streamf_var.units = 'm^2 s^-1'\n", "\n", "# Write data\n", "x_var[:] = x_grid\n", "z_var[:] = z_grid\n", "t_var[:] = t_grid\n", "\n", "u_var[:,:,:] = u\n", "w_var[:,:,:] = w\n", "theta_var[:,:,:] = theta\n", "streamf_var[:,:,:] = streamf\n", "vort_var[:,:,:] = vort\n", "\n", "# Close file\n", "ncfile.close()\n", "\n", "#for t in np.arange(0,numt,1):\n", "# print(t,'vort at 32,:', vort[t,32,:])\n", "# print(t,'vort1 at 32,:', vort1[t,32,:])" ] }, { "cell_type": "code", "execution_count": null, "id": "a9d338b7-423a-4e47-8e72-0feb4aa1e732", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Make plots\n", "# First construct figure and axes of plot\n", "fig_ex = plt.figure( figsize=(15, 17) )\n", "ax_ex = fig_ex.add_subplot(111)\n", "\n", "outdir=runname+'_pngs'\n", "\n", "if outdir and not os.path.exists(outdir): os.mkdir(outdir)\n", "\n", "# Time loop to display plots sequentially\n", "for t in np.arange(0,numt,1):\n", " \n", " # Clear prior axis data so plots don't stack on top of each other\n", " ax_ex.clear()\n", " \n", " # Note arrays are (row,column...) in python indices. Since i is column and k is\n", " # row in our model, we need to simply transverse 2-D arrays to align with the \n", " # expected plots\n", " \n", " # Plot theta\n", " \n", " sfmax = np.max( streamf[t,:,:] )\n", " sfmin = np.min( streamf[t,:,:] )\n", " \n", " print(\"sfmin= {0:6.2f}, sfmax= {1:6.2f} at time {2:6.0f} (s)\".format(sfmin, sfmax,t*dt) )\n", " \n", " levels = [0.0,0.125,0.25,0.5,0.75,1.0,1.25,1.5,1.75,2.0,2.5,3.0,3.5,4.0,4.5,5.0]\n", "# levels = np.arange(0,3.5,0.5)\n", " \n", "# theta_plot = ax_ex.contourf(x_grid,z_grid,theta[t,:,:], levels=levels, extend='both')\n", " theta_plot = ax_ex.contourf(x_grid,z_grid,theta[t,:,:], extend='both')\n", " \n", " # Plot streamfunction (levels are contours, 'w' refers to white contours)\n", " #streamf_plot = ax_ex.contour(x_grid,z_grid,streamf[t,:,:],\\\n", " # evels=np.array([-500,-400,-300,-250,-200,-150,-125,-100,-75,-50,-25,\\\n", " # 25,50,75,100,125,250,200,300,400,500]),colors='red')\n", " \n", " levels=np.arange(-500,550,50)\n", " levels=np.arange(-1500,2100,100)\n", " \n", " streamf_plot = ax_ex.contour(x_grid,z_grid,streamf[t,:,:],levels=levels,colors='black')\n", " ax_ex.clabel(streamf_plot, fontsize=10, inline=1, inline_spacing=1, fmt='%i', rightside_up=True)\n", " \n", " levels=np.arange(-0.07,0.08,0.005)\n", " vort_plot = ax_ex.contour(x_grid,z_grid,vort[t,:,:],levels=levels,colors='red')\n", "# vort_plot1 = ax_ex.contour(x_grid,z_grid,vort1[t,:,:],levels=levels,colors='blue')\n", " \n", " # Plot wind vectors at windintv intervals (python slices arrays as [start:stop:interval])\n", " windintv = 1 # Plot interval for wind vectors\n", " vector_plot = ax_ex.quiver(x_grid[::windintv],z_grid[::windintv],\\\n", " u[t,::windintv,::windintv],w[t,::windintv,::windintv], color='white')\n", "\n", " time = t*dt\n", " plt.title('Simulated theta at time {0:6.1f} (s)'.format(time),fontsize=20 )\n", " \n", " if t == 0:\n", " cb1 = fig_ex.colorbar(theta_plot, ax=ax_ex, location='bottom', shrink=1.0, fraction=0.05, pad=0.05)\n", " cb1.set_label('(K)', size='x-large')\n", "\n", " # Display plots\n", " clear_output(wait=True)\n", " display(fig_ex)\n", " \n", " if outdir: \n", " timestamp = round(time,2)\n", " pngname = outdir+'/'+runname+'%06d.png' % round(timestamp) \n", "# print( pngname )\n", " plt.savefig(pngname, dpi=72, facecolor='w', edgecolor='w', orientation='portrait',bbox_inches = 'tight')\n", " \n", "clear_output()" ] }, { "cell_type": "code", "execution_count": 18, "id": "c031dd2d", "metadata": {}, "outputs": [], "source": [ "from janim import makeanim\n", "import glob\n", "\n", "pngs = glob.glob(outdir+'/*.png') # the * matches anything\n", "pngs.sort()\n", "makeanim(pngs,outfile=runname+'.html',sortOrder=True,\n", " ctlOnSide=True,titlestring=\"Animation of 2D Thermal Bubble Convection\")" ] }, { "cell_type": "code", "execution_count": 17, "id": "ad58b8ca-d479-44c0-90de-a0c34b504b04", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:  (x: 65, z: 65, time: 401)\n",
       "Coordinates:\n",
       "  * x        (x) float32 0.0 40.0 80.0 120.0 ... 2.48e+03 2.52e+03 2.56e+03\n",
       "  * z        (z) float32 0.0 40.0 80.0 120.0 ... 2.48e+03 2.52e+03 2.56e+03\n",
       "  * time     (time) float32 0.0 2.0 4.0 6.0 8.0 ... 794.0 796.0 798.0 800.0\n",
       "Data variables:\n",
       "    u        (time, z, x) float32 ...\n",
       "    w        (time, z, x) float32 ...\n",
       "    vort     (time, z, x) float32 ...\n",
       "    theta    (time, z, x) float32 ...\n",
       "    streamf  (time, z, x) float32 ...
" ], "text/plain": [ "\n", "Dimensions: (x: 65, z: 65, time: 401)\n", "Coordinates:\n", " * x (x) float32 0.0 40.0 80.0 120.0 ... 2.48e+03 2.52e+03 2.56e+03\n", " * z (z) float32 0.0 40.0 80.0 120.0 ... 2.48e+03 2.52e+03 2.56e+03\n", " * time (time) float32 0.0 2.0 4.0 6.0 8.0 ... 794.0 796.0 798.0 800.0\n", "Data variables:\n", " u (time, z, x) float32 ...\n", " w (time, z, x) float32 ...\n", " vort (time, z, x) float32 ...\n", " theta (time, z, x) float32 ...\n", " streamf (time, z, x) float32 ..." ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds = xr.open_dataset(runname+'.nc')\n", "\n", "ds" ] }, { "cell_type": "code", "execution_count": null, "id": "67a461a7-004b-46f7-9778-13e22da79dc2", "metadata": { "scrolled": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "bf7d78e4", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "79256fdd-e2e4-4970-bbaa-f0fb1af66d2d", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "85dacebc-c777-4066-94ea-4558af5a9afe", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 5 }