{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Animation showing depth of 1023.3 through various wind events. Wind events and vtaus are described in cells below. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "import numpy as np\n", "import netCDF4 as nc\n", "import matplotlib.pyplot as plt\n", "from salishsea_tools import (nc_tools, viz_tools, gsw_calls)\n", "import numpy.ma as ma\n", "from matplotlib import animation, rc\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "rc('animation', html='html5')" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "mesh_mask = nc.Dataset('/home/vdo/MEOPAR/NEMO-forcing/grid/mesh_mask201702.nc')\n", "new_domain = mesh_mask.variables['tmask'][0,:,334:898,114:398] \n", "def calc_rho(Sal, TempC, P):\n", " sqrSal = np.sqrt(Sal)\n", " R1 = ((((6.536332e-9 * TempC - 1.120083e-6) * TempC + 1.001685e-4)\n", " * TempC - 9.095290e-3) * TempC + 6.793952e-2) * TempC - 28.263737\n", " R2 = (((5.3875e-9 * TempC - 8.2467e-7) * TempC + 7.6438e-5)\n", " * TempC - 4.0899e-3) * TempC + 8.24493e-1\n", " R3 = (-1.6546e-6 * TempC + 1.0227e-4) * TempC - 5.72466e-3\n", " SIG = (4.8314e-4 * Sal + R3 * sqrSal + R2) * Sal + R1\n", " V350P = 1.0 / 1028.1063\n", " SVA = -SIG * V350P / (1028.1063 + SIG)\n", " rho = 28.106331 - SVA / (V350P * (V350P + SVA)) + 1000\n", " return rho\n", "def animate_one_density(file1,file2, rho):\n", " depth = file1.variables['deptht'][:]\n", " saline1 = file1.variables['vosaline'][:]\n", " temp1 = file1.variables['votemper'][:]\n", " saline2 = file1.variables['vosaline'][:]\n", " temp2 = file1.variables['votemper'][:]\n", " a = np.expand_dims(depth, 1).T\n", " b = np.expand_dims(np.expand_dims(a,2), 3)\n", " c = np.ones((155,40,564, 284)) * b\n", " density1 = calc_rho(saline1, temp1, c)\n", " index1 = (np.abs(density1 - rho)).argmin(axis=1)\n", " density2 = calc_rho(saline2, temp2, c)\n", " index2 = (np.abs(density2 - rho)).argmin(axis=1)\n", " list_of_depths1 = np.zeros((155,564,284))\n", " for t in range(155):\n", " for y in range(564):\n", " for x in range(284):\n", " list_of_depths1[t,y,x] = depth[index1[t,y,x]]\n", " list_of_depths2 = np.zeros((155,564,284))\n", " for t in range(155):\n", " for y in range(564):\n", " for x in range(284):\n", " list_of_depths2[t,y,x] = depth[index2[t,y,x]]\n", " mask_land = 1 - new_domain[0,:,:]\n", " fig,ax = plt.subplots(1,2,figsize=(8,8))\n", " def animate30(i):\n", " ax[0].clear()\n", " masked_depths1 = ma.masked_array(list_of_depths1[i,:,:], mask = mask_land)\n", " ax[0].contourf(masked_depths1, \n", " levels = np.linspace(0, 70, 8))\n", " ax[0].set_title('hour = %03d'%(i)) \n", " ax[1].clear()\n", " masked_depths2 = ma.masked_array(list_of_depths2[i,:,:], mask = mask_land)\n", " ax[1].contourf(masked_depths2, \n", " levels = np.linspace(0, 70, 8))\n", " ax[1].set_title('hour = %03d'%(i)) \n", " return ax\n", "\n", " interval = 0.25#in seconds\n", " ani40 = animation.FuncAnimation(fig,animate30,frames=155,interval=interval*1e+3, repeat=False)\n", " return ani40" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "NU0 =nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NU0/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "NU02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NU0.2/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "NG0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NG0/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "NG02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NG0.2/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "NS0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NS0/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "NS02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NS0.2/SalishSea_1h_20170101_20170107_grid_T.nc')" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { 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9IxPKmPl93FAXur7Dmov1vPT5uuWDJca2MqjN7BvN7DfM7IaZPWNm/83y9nvM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\n+uqzVT3VgKZFjSSwkQdWOdh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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def animate_one_density2(file1, rho):\n", " depth = file1.variables['deptht'][:]\n", " saline1 = file1.variables['vosaline'][:]\n", " temp1 = file1.variables['votemper'][:]\n", " a = np.expand_dims(depth, 1).T\n", " b = np.expand_dims(np.expand_dims(a,2), 3)\n", " c = np.ones((155,40,564, 284)) * b\n", " density1 = calc_rho(saline1, temp1, c)\n", " diff1 = np.abs(density1 - rho)\n", " diff1[diff1 > 2] = 100000 \n", " index1 = diff1.argmin(axis=1)\n", " list_of_depths1 = np.zeros((155,564,284))\n", " for t in range(155):\n", " for y in range(564):\n", " for x in range(284):\n", " list_of_depths1[t,y,x] = depth[index1[t,y,x]]\n", " mask_land = 1 - new_domain[0,:,:]\n", " fig,ax = plt.subplots(figsize=(8,8))\n", " def animate30(i):\n", " ax.clear()\n", " masked_depths1 = ma.masked_array(list_of_depths1[i,:,:], mask = mask_land)\n", " ax.contourf(masked_depths1, \n", " levels = np.linspace(0, 70, 8))\n", " ax.set_title('hour = %03d'%(i)) \n", " return ax\n", "\n", " interval = 0.25#in seconds\n", " ani40 = animation.FuncAnimation(fig,animate30,frames=155,interval=interval*1e+3, repeat=False)\n", " return ani40\n", "\n", "animate_one_density2(NU0, 1023.3)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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UwwzUZD/ozO5h7b2lr57LDt20KrLtwGpLCKM++aanpvQ1WPPw/eeW7aYcQVfU\nmllZj0L5eFhXCW/bgU/Jqr2vQnmDss+LfGNAn8T3W7uiqKiTbEcY5wU2RygXq/vmbOKCxwsIuVbn\ndZv2evTZusT3WNw6VVFXNQrik/3ODOlssb0pWWGTK2VDz/Y1Vza8y7yWbX+2aqDzfRWGKIO6zPQo\nNl23R7/Jm/jUz8Cmprh4jTX9OuX7Im7RrkzGijgeTV4kFtc22cdIXlRZ95rIhWiDmlVyXHiRo5jx\ntUttijKo607HAkZBz7BvHgObfGKLCnVRlEFddwlPHfRsPj+pqQud77DmxbpffL5u+cGS2lYY1CLy\nEhH5hIhcEZFHReRfjm+/XkQ+LCKfH/9/xvidd4rIYyKyKyLf6/KAV+ZXnVTUAJvP83QlrBnY3aX/\nvvwbU9fZVNTPAfgupdQigFsBLIvIXwNwF4CPKqVuBvDR8b8hIq8D8CYAtwBYBvCrIvIiHwdfFyvq\nfE1cBJuoVngx7xYff0++PihkhUGtRp4d//PF4/8UgNsA3De+/T4Abxx/fRuAB5VSzyml9gA8BuD1\nrg740v7FUk3faYue9H33q7J8B11TTYsM7Lj5+vvxNUGhs+qjFpEXicinADwN4MNKqY8DuEEp9eT4\nR74I4Ibx13MAvmD8+j70qiMO2VbDw8FU6qYaAJu+y+pKP+Di2uaxndcoTGbTdpnXnevXEoOc2ma1\n4IlS6gUAt4rIKwF8QETOJL6vRKTUWqQicieAOwHg1KlT1r+3Mr+KYc4mGuSfr8VFkvfn8wI5HExh\ncW0z9cOaued4sjWmjT3Q+4araBEdV2plMqXUV0TkdzHqe35KRG5USj0pIjdiVG0DwAGAm4xfmx/f\nlryvewHcC4zW+rZ5fL3Gd5GsNb5Pbu6BXm5XGYsmgjutZeb4a+Lo9Ta9c4CV+VWGtUMu/qZNjXPg\nBwFqS+GmHCLyagBfG4f0NID/BmADwN8E8GWl1D0icheA65VS7xCRWwDcj1G/9CxGA81uHlflqWw2\n5TBDuuxmHOaFNbkHdd4Wl2Sn6QtYKE2RM7uH2L683vZhRKvu39Hl667NpnXqL9tNOWyC+lsxGiz2\nIoz6tB9SSv0rEflGAA8BOAXgCQC3K6WeGf/OzwL4UQDPA3i7UupS3mPYBLXuUywT0mmVTzKouUGH\nG22EVkiBDYwqblbb5VT5G/oKSja5U9OcBXUTbIM6L1CLAtpkhjWD2q02LlohBLZ+/TGoqwmpovXx\nemKYU5oHLoS+AAAgAElEQVRObXOZF9K6mqlTzc3sHjKsHWmjL898vLZCeziYwvZl+5DWXTlsOi//\nN2N/MfVNFEGdF9JVVilLDirjvOruaHJrzaTkYxaFiR55nhRzCJXdZzmE1pAk16+hmP+eFIYogjpN\n3aZG/XvJPmvqhjYDuy6bYw7x4l903LHtGV7lNRTLc6O4BN9HrZsIk1W1yzeEDmuOAHcrlItWW2Gd\nN8CuK9VaG+c25FkGbf89KC6dGEyWFdKA+zfEyvwqg9oxczGREAZaNRkq5riHJhdySXs8X/oQ0oD9\n82RIU1mdCGot643iuqrmCHC/QrmQxdgc7krsy2uG+iEklNc2xaVTo76B9JHZS8sbTkbNmv3UHAFO\nXWYGUFa4FIVUl0Opzx/iKFxRVNRA9hSt2a29Wk2qXAClGSFd3GO4GF+5cD6K42xKyHOnQ3ptU1w6\nV1GPpmGdDNGr5xaczavMC2lW2tXN7B5yjewS9Gs55pHrrtR5X9uMMmdAUwyiCGqbKVS+g8AM6bQd\nlxji2YaDKQwHC866Kros7eJfJhC6EupVQjDruacFNgOaYhJFUNuoO2K7qMk7OYI5aXoHxxZOYXCf\nNBxMMaxzuAgAm/uIIcxt+tKzft7Fz6VhQFNboumj1lV1UfN02RDI2+yj6spn7OfO1/YFL4agKstl\nBZp232ZV2tb5a3qaW95jE7nQuT5qLauvGjhakrHsm8o2pG2b1kcfKhjWFDfzfZT1NdBcYHbxAxaR\njWiCOhmSruY9Z4V03mMX0T9vuzUnUVkum8mb3Bc6hrBl9UyhiSaok/I20nAxCrxKk3fS9uV1LC1v\ncMS4gRfB48wPhW313Tf5Nyn6cNDmSHe+NilU0QX1ZNcr5Id1XdfOzDkLazaFH+EWhcdlLTPadVmB\n3NWVzojqiCaofS1MklbtDgdTTt/AyabzGJr/fGo7rDk/2S+blc26st45UROiGfUNHA9rm+lUNk2J\nWSueAX7f7AyJ9i+mofwNqsxWaFoo56pI268pojI6tSkHUK2iLnMBzLoQ+b6IxnIB9KXNC2vb5z6m\nUKm61WOVKWA295t2bDGdTyKgw9OzytALbOi+5rzR21kDvsz7KDP6O201tbTf7/tAs75dZGN7nnV3\nrkt2M+T9XtUuidjOKVFZ0VTUSTbTs/IWLMkKXVdN4XnLnpqPrZ8H0O9pXCHvM+xD6OGSd26aOvbk\n9MYYugiIyuhc03eWvMBOW5PbDO6ssK57kUprpjeljfTlnOv+hTUQVmDbnIs2jjf53qi7Yx5RKHoT\n1EB6WNsu/6lDdHrn4NjXeWuHp30A0PRjpt1vUQjPbu3VXrO8C5oMg7aDWmvqOVfta25bsqUrpGMj\nqqpXQZ0nrQk6Gchm8NpWtPp3bCv5MvdNI01cjEMJaqD9PZdDDr+sLqmQj5moCIPakNdfzAo2bH0L\na8B9X2zdAWEhKru7FlGIGNQpfC2aQn71Maw13YVTpU+2iwFt0lV2V54P9Q+nZ6W4tH/xWFhP7xxg\nOGBFHbrFtc3ejvgdfZAst1Ru1wPalDdehKgrrmv7AJp2af/isepkZveQb/YI9LnlQ2/faiPUlgEf\nti+v9/LDG/VPr5q+k8osSUph4LKuI2lTlNKOv4tVNFFXsOm7BJ+7cJFbfVvJLMvVcwtRfbAgoup6\nXVEDR1W1GdasrOPgK6y7EIB9/yBDFAPbirp3fdRZ9EIlDOl4dCFQXbty4TxDmqhjeh/U5uCy6Z0D\nDiyrieevXfzwQtQ9vQ/qJIZ1NTO7h7hy4fzk/DV1Dn0EU+wVqV4bm4i6gYPJxnRVnbeKGZ2kt+nU\n02SSI5HN3cE0190Li2ub0Yera/p1zM0riOLX+8FkScnBZeyzzqarZpu5rE1t5+k6sGNrSr5y4Xzm\nh02GNlFYuIRoRVxm1F6V1cLMD0IxBHYMQZ217SMDmyhsDOqKGNTl1F3a02cQ9iGs2eRPFC8GdU0M\nbDtlmr/z6DDUfd6u9CGsdUVtvmZZNROFj/OoazIvdFy5LJurUNXzf7cvrwc56j7kyvXambkTI705\nKJKoOzjqO4euUqZ3DhjWOVy3NOjqXIdPnftPVsIhB24dw8HUZCe4rj5Hor5iRU1O+Gga1oFtVtgz\nu4eY3do7dluZ1bhCbsKuil0yRN3GPmpL3GnLno+KbmV+NbXfdWl5o9LfosoxxhLyrKiJ4sA+auqU\nrMFRVQexLa5tlg5erqNNRG1gH7Ulc+Wy6Z0DTO+Mbmd1fVKTW1GuzK9ihn8DIuowNn3XpFfcYlCk\n8x3WRU3fVy6cL6ycu9S/zYqfKB62Td+sqGsyK20G9klLyxvHRs1P7xw0PsfXJqyJiELFoHbEDOyr\n5xZaPprw6P2+9Zzf4WDKSfWn+6j7Mg2LiPqHg8kcu7R/EVcunA9y0Y42DAdTkz2/dYuDbnXQA7qq\nDOxKSgZzmftjtU1EIWMftWdmH6rr5TH7oux64nWCN68SjyHQ2ZJAFA+u9R2wGC74IWoqsOtU5yFg\nWBPFgUEdOA4+q6dLI7VdY1ATxYELnkRgeucAs1t7bR9GlFz0a4dmZveQYxuI6ASO+m6JOUpch7We\nwsQq242l5Q0ggnOZDGf9b74OiAhg03eQOMWrnKym3lgq7pndwxNzzYF6q96x+ZsofOyj7pjkfsOs\ntk7S4RRLQKfRoa23WAXKB7auyKuug05EzWBQdxyDu9vSKmKbDyBlR8YTUXu4hGjH6Yuxrrqmd0aV\nl25CZXDHTS+9Wna5VYY0Ufewou4Ic79sgAPTuiKvQs6qsFlVE8WBFXXPJCuvZNM49cdwMJXbTM6B\nZkRx4TzqjtIjhzkvN27DwVTmh66qgbu0vHGiBYaIwsWg7qhL+xcnYU1xK9v0ncccVU5EcWAfdQ9U\nneZD4XC1/jibvYnCwSVEaUJvMwmwKTxGrsKVIU0UJw4m6xE9dYvbbcYl5gVciKg+BnXPHPVbsxmc\niCgG7KPuMXPkL9cW7wc2fxOFg0uIUmVsau0+BjZR+xjUVBsDu/sY2ETtcbYymYjcBOA9AG4AoADc\nq5S6ICLXA3gfgNMAHgdwu1JqOP6ddwK4A8ALAFaVUh+q+DyoRbNbe5zS1XF6TXET51gThaWwohaR\nGwHcqJT6pIi8HMAjAN4I4K0AnlFK3SMidwGYUUqti8jrADwA4PUAZgF8BMBrlVIvZD0GK+owsQ+b\nNK4fTuSes3nUSqknlVKfHH/9VQCfAzAH4DYA941/7D6Mwhvj2x9USj2nlNoD8BhGoU2R0lO6qL/y\nljIlIr9KTc8SkdMAvg3AxwHcoJR6cvytL2LUNA6MQvxjxq/tj29L3tedAO4EgFOnTpU5DGqYnn9N\n/TYcTGFlfnXyWuBSpBQyc4yNi7EYyfXxm3ztWw8mE5GXAfjvAO5WSr1fRL6ilHql8f2hUmpGRH4F\nwMeUUr8xvv3XAVxSSv1m1n2z6TseHGDWb+ZiObNbewBOLk2rW18Y5NQUn9clszWxzP4JNq99p9tc\nisiLAWwBeK9S6v3jm58SkRuVUk+O+7GfHt9+AOAm49fnx7cRUeTMQC4at3DtzNyx5nIGN/ngu3jQ\nr/mZ3UNcPbcw2dgmi4/XuM1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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def animate_one_density2(file1, rho):\n", " depth = file1.variables['deptht'][:]\n", " saline1 = file1.variables['vosaline'][:]\n", " temp1 = file1.variables['votemper'][:]\n", " a = np.expand_dims(depth, 1).T\n", " b = np.expand_dims(np.expand_dims(a,2), 3)\n", " c = np.ones((155,40,564, 284)) * b\n", " density1 = calc_rho(saline1, temp1, c)\n", " diff1 = np.abs(density1 - rho)\n", " #diff1[diff1 > 0.5] = 10000000 \n", " index1 = diff1.argmin(axis=1)\n", " list_of_depths1 = np.zeros((155,564,284))\n", " for t in range(155):\n", " for y in range(564):\n", " for x in range(284):\n", " list_of_depths1[t,y,x] = depth[index1[t,y,x]]\n", " mask_land = 1 - new_domain[0,:,:]\n", " fig,ax = plt.subplots(figsize=(8,8))\n", " def animate30(i):\n", " ax.clear()\n", " masked_depths1 = ma.masked_array(list_of_depths1[i,:,:], mask = mask_land)\n", " ax.contourf(masked_depths1, \n", " levels = np.linspace(0, 70, 8))\n", " ax.set_title('hour = %03d'%(i)) \n", " return ax\n", "\n", " interval = 0.25#in seconds\n", " ani40 = animation.FuncAnimation(fig,animate30,frames=155,interval=interval*1e+3, repeat=False)\n", " return ani40\n", "\n", "animate_one_density2(NU0, 1023.3)" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "collapsed": false }, "outputs": [], "source": [ "b = np.random.rand(2,3,4)" ] }, { "cell_type": "code", "execution_count": 62, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[[ 0.83252747, 0.16347018, 0.20688075, 0.26925324],\n", " [ 0.95609503, 0.85823539, 0.50408522, 0.20254944],\n", " [ 0.69492897, 0.33615279, 0.3607002 , 0.15021336]],\n", "\n", " [[ 0.39834211, 0.59381731, 0.65623484, 0.66642096],\n", " [ 0.89125279, 0.85336464, 0.44754848, 0.82161914],\n", " [ 0.05045952, 0.27992178, 0.19209011, 0.77183403]]])" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "b" ] }, { "cell_type": "code", "execution_count": 63, "metadata": { "collapsed": true }, "outputs": [], "source": [ "c = np.ones((1,3,4), dtype=int)" ] }, { "cell_type": "code", "execution_count": 64, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([[[1, 1, 1, 1],\n", " [1, 1, 1, 1],\n", " [1, 1, 1, 1]]])" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c" ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(1, 3, 4, 3, 4)" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "b[c].shape" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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OIvhCbdv9HfZ64hchhKSZRAt1FLJe2Rwkhqq9aGrlIpbKV/q2Jmv2gIftU759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\npOOFQk1IAP0UonZe0rpI6+1COqbNqBLsqZWLbWdY+7Gz7ro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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def animate_one_density2(file1, rho):\n", " depth = file1.variables['deptht'][:]\n", " saline1 = file1.variables['vosaline'][:]\n", " temp1 = file1.variables['votemper'][:]\n", " a = np.expand_dims(depth, 1).T\n", " b = np.expand_dims(np.expand_dims(a,2), 3)\n", " c = np.ones((155,40,564, 284)) * b\n", " density1 = calc_rho(saline1, temp1, c)\n", " diff1 = np.abs(density1 - rho)\n", " diff1[diff1 > 2] = 0.01\n", " index1 = diff1.argmin(axis=1)\n", " list_of_depths1 = np.zeros((155,564,284))\n", " for t in range(155):\n", " for y in range(564):\n", " for x in range(284):\n", " list_of_depths1[t,y,x] = depth[index1[t,y,x]]\n", " mask_land = 1 - new_domain[0,:,:]\n", " fig,ax = plt.subplots(figsize=(8,8))\n", " def animate30(i):\n", " ax.clear()\n", " masked_depths1 = ma.masked_array(list_of_depths1[i,:,:], mask = mask_land)\n", " ax.contourf(masked_depths1, \n", " levels = np.linspace(0, 70, 8))\n", " ax.set_title('hour = %03d'%(i)) \n", " return ax\n", "\n", " interval = 0.25#in seconds\n", " ani40 = animation.FuncAnimation(fig,animate30,frames=155,interval=interval*1e+3, repeat=False)\n", " return ani40\n", "\n", "animate_one_density2(NU0, 1023.3)" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "collapsed": false }, "outputs": [], "source": [ "a=np.array([5,1,2,3,np.NaN])" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "array([ 5., 1., 2., 3., nan])" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "4" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a.argmin()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig,ax = plt.subplots(figsize=(12,12))\n", "#masked_depths1 = ma.masked_array(list_of_depths1[70,:,:], mask = mask_land)\n", "den = ax.contourf(np.ones((40,20)), levels = np.linspace(0, 70, 8))\n", "fig.colorbar(den, ax=ax)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Wind Event" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* pre winds: 6 hours\n", "* ramp up: 45 hours\n", "* sustained: 10 hours\n", "* ramp down: 75 hours\n", "* post winds: 24 hours" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Winds from the south, uniform v winds, vtau = 0.4, winter stratification" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(NU0,NU02,1023.3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Varying V winds from the south, vtau = 0.4 at y = 564, vtau = ~0 at y = 0, winter stratification " ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(NG0,NG02,1023.3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Varying V winds from the south, vtau = 0.4 at y = 564, vtau = 0.1 at y = 0, winter stratification" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(NS0,NS02,1023.3)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "SU0 =nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SU0/SalishSea_1h_20160601_20160607_grid_T.nc')\n", "SU02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SU0.2/SalishSea_1h_20160601_20160607_grid_T.nc')\n", "SG0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SG0/SalishSea_1h_20160601_20160607_grid_T.nc')\n", "SG02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SG0.2/SalishSea_1h_20160601_20160607_grid_T.nc')\n", "SS0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SS0/SalishSea_1h_20160601_20160607_grid_T.nc')\n", "SS02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SS0.2/SalishSea_1h_20160601_20160607_grid_T.nc')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### uniform V winds from the north, vtau = 0.4, summer stratification" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(SU0,SU02,1023.3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Varying V winds from the north, vtau = 0.4 at y = 564, vtau = ~0 at y = 0, summer stratification" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(SG0,SG02,1023.3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Varying V winds from the north, vtau = 0.4 at y = 564, vtau = 0.1 at y = 0, summer stratification" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0\n4zbPZRvAy2Cd0ckYfI4iUGvldHGGQ2URk7rcWgnd8C6CU1hEK9EE6tCt8DLKWuIMBoRcRavPVQ1v\n+kxCEE2g1toKB6oTKVBuPfBvoQPtPpM4GIvP0QRqYLKNQiuUm5B6xOrMWIJDbKT8d4kqUBPSNSnL\nTQhJAwbqCrqaR2NA0EFeYgv+bcIw9Bx1l+/HOqODrM+p/l0YqCuw889dSJ5qJYoNZqEaJ126TPSS\n4nWWgdqDqn3UdVhd2+7kdUi3pCg3uUqXLrPO6GAMo2TRBerYW8OxLqBJjTHIrR3Ni0N9YcObDEF0\ngVrr/ss6UG69MFgPS+wus+Gtl5Rcji5QA5SDEKIHewoXCUfRupNUgnV0gVpzogRf2NDQQepyx0AK\nw99VOcJJWFLwObpADcQ/XEb0wGAdnth9ZsNbBynv5ogyUKdwWhUDASGEdEuqDe8oAzUQfyuc6KFM\n7tgFJ8PAeqKHFIN1lIE6hnnqu7duXvwrIuaKkxopD5uR9vj4zN0cpC+iDNTa4UU/Tvh3C4P2BWW+\n9YJz1XpIzWUG6o6pW0HYqyZEL6ld8MdESkmNGKh7xmc4LNbKMxb49yHAxOWqusC6Qvrgm0IXoCkH\n+1sqpbhSJg6HERItl3ymy0mwvLkT3UgJe9SEkODEduEsQ2MHgsRN1IH67q2b3KZFSCLQZULyiTpQ\nA5MhcApOSPwc7G/h+u17oYtBiDqiD9RAGidqcbiMkEmOBAZrQi6TRKAG0kgrSgiZwIY3IfdJJlAD\n8ctNwpNi+kEyPCktjouZVHxOKlDHDMXWA/8W4UlhOovoIAWfkwrUoeVOoUKQYmJrhcdOaJ9JGqTg\nrbqEJ+sLGxc/+x6+sXe8e+l5IZk7OmfO30hJQWhNNHHZPja0z3NH52qTKpFqUvu7qQvULusLG7VP\nypo9PMHp4o2eSlSM7U27Bwz4Vhb2xMNRV+gYsxppoInLIbEe2791nXrC+hGOOn+nmFxWHajPluax\nurat/nQdMgx5ErYRLbVWt2asy0D1aVmhe9NtiOXCr4EufW7qcizBWm2gPluavxhCtuK6LXJ729nS\n/OQG+38gmv7BY6gkofCRj8FWL3YI23V57ui80GctLpPu8fV0aJ9juf6qC9R581NnS/OYPTy5cvvL\nT1we4ta0kIwBJH5ikThWXJ/dYG4J5TNdTo/YXY5i1ffp4sz91vaU7O/2cSHg8Gv3hP5eYhdbC9l5\n6dPFGbwGm20dAAAgAElEQVT8xI0r/ha5q2FhZp26ELreaiT0d5KCyyoD9d7x7pVMY9lgrUXsokpA\nuZtT9X3cvXWzV/lSEFsTefn4XZ/zGt32MUPSVb2iz/Wgb9WoG/q27B3vXqnwE3F1zF91XbliWdQQ\nkuz3U7Qi1+d7LLqY8m8wLEVBemjocz/4eub+7j6njcu+z48BtYG6jFBbsPqGchdT9r1wEV+cnC7O\nRJPQ5O6tm9zK1xFV30nd72wM37HKoe8qtLTCq2hSgThsdpUxiEjShD5fhi43I8pAHROsmISkAV0m\noYg2UIceMmOmonYwaxuJEdbHfDhy0C9RBurUz55OvdKn/vlIfLDh3Rw2uvunMlCLyLeIyCdF5K6I\nvCAi/+X09jeKyMdE5LPT/+ec57xPRF4SkSMR+aEmBbPpBjXTp9ypBrNUP1cMhHK5LCVo6o1uIN06\nv7y5k+xn04ZPj/qrAN5ujFkG8FYAayLyrwF4GsBzxphHATw3/R0i8hiAJwG8BcAagA+KyAN9FF4D\nfVbU1CRgStDgqHNZ08JQuuxPap9HO5WB2kz4yvTXb57+MwAeB/DM9PZnALxj+vPjAD5sjPmqMeYe\ngJcAvK1uwWI6iINDP9VQ7PCEcjmmU7P6dDkVB1L5HDHhNUctIg+IyKcAvArgY8aY3wJwzRjzyvQh\nXwRwbfrzPIAvOE8/hpYsJRESuxQcHtNFKJc1pAL1hcE6nzKX2yYmIeV4JTwxxnwDwFtF5E8D+FUR\nWcrcb0TE1HljEXkPgPcAwLd/+7dfuT+2P6pvcoMm59sub+5cWeU+e3iivqfSRcYgJo3olj5cBsp9\nXl3bBioC9dzRuapgXsfnJolQXJ/tPL12n4ugn/1TKzOZMeaPReQTmMxXfUlEHjLGvCIiD2HSQgeA\nEwAPO09bmN6Wfa0PAfgQAKysrHhdGLKVW1t2sjpBpa7g7kVs7uhc9VndPrm6SVi6dHn6erV8ti7b\nIKVprrouTRrflxslej87XdaBz6rvB6etb4jILIAfBPCPATwL4Knpw54C8NHpz88CeFJEXiciNwA8\nCuCTdQqVt+J77ugcs4cnF4EpZrEtTSv56eLMxT9tIw99iK3tM8ZKCJfL0D4qVLfetfV5eXMnit0u\nFro8HD5z1A8B+ISIfBrAb2Myr/UPAXwAwA+KyGcB/MD0dxhjXgDwEQAvAtgH8N7pcFtrXKm1busY\nSu7se5ZtgRmStjm5ix5DwTshiMt5Q9rag7SlbuBs6/Pp4kxUwboJXLdSHzGm9nRU56ysrJg7d+5c\n/J79I84dnV8Z4l1f2Mg9bF4LQ++bzvuOQpL3eerMS/sytqE3EXneGLMSuhxluD6vrm1fcTRbV1Nz\nGWjncwwuA937PDaXAX+f1WUmy7YmtVXavmh7Fm7eRS5Uy7xITApLYvS5SdDtw+XUe9qkGHWBOovW\nIe6+aCN43vnddpipj6Em97W7fv02w+RED9lFkHlBeu94F7OHJ8Hz93dNW5fLfO6DPJe7eC962h71\ngbpoHiuG+a2m9FWx+wza9vW7pOh7aDv6QPSRqs9DuNxXIxzorvxVLtPnclQH6qoWtubedqjFEr7D\nY23KV3Zx6GLvNEmT2Ia8XUIvfqqav+/DZy760oO6QF1nQYn2VnibeaU2Wz0A/7zascnIYB8Pqc2p\nrq5tN9pdMVSdHdJlejgstRKeDI1P0NaW0cilbbmaZD0CmrWu3edUSdi0XE3LQ+LkYH8rqb/jxOdm\n+Ru0ujwUKdWDEKgO1CQM2QxrWcn6lp9Sp4lP5j7NDe8Yyc41D+1y3nuS+qgL1NmWZ1mazPWFDSCB\nDGUaKZOrz+0qlDot6gTe2cMT9RkHY51nb7tl0qVOcOealW5QN0cNXF5EFnvrWtOWk1BilGUbq7MV\nhGLHR93Aptl3ulz+vll/GaS7Q12POq+XXPfwCSuUBuk1lAG4L0aeIH32Yn1TgjJIp0n25Kwmp6Fp\n8dmm99TSq9aSbjfb2K6aj6fL9VEXqPMoEzQvPSFgt27NVz5/CDTJnUdWnC5Fz7swM0iTPLLD3tkT\ntoDwaUZDvz/gt9jT0nXQ9mlocfqqe9QF6r3jXe9tHXliu3urtcx5aZC7Tr7erld1u3JT4nFhG8yu\nA0UN12wWM815EkJSp7faxw4Nn15zEWx0N0NdoAby5c4jT+y8vdV5BwOQerTtdTNAj5O9493p3uP7\nPvu4aIN01me63J4uRtDo87CoDNRWzry5D9IdVUdS1p1n6lJe/q3Toc4oGXB/yDuv0X2wv8VgnUPX\nLgP0WRMqA7Wlqz2VoeUOXUmbnlhUt9zZCwKHx0gRbHg3YyiX857fNHDz79welduzADRK1VdGyMVc\noYeJhvzsbReyUOr06MNlTVulhmTIzkYXLtPnblDZo7ZiV1VKt8ftE4yGSH3ZNdrL3KZslJjkcbo4\ng4P98jz+1vcQbjQdDUjZZYA+94nKQA1cXdENXF0tetpgf2YoWVIY6tN8kSFkDHR1DQlxfjxpjtqh\nb5+tGdnKkdppPV3Qt0C+r589d5ZikzJ8A0moehSi0TrEZ63rc53nkOao7VHncbo4g/WFjdrHW7pz\nZHvHu6PoVXf9PmUn8rjfp8+8FsUmwKRh7W6pzC4eLdpvbX3Wfsxtl/TpTJHPPtu46PIwqOxR7x3v\nYu94N3fByNnS/KVznt2KUjWnbZ8L6Mrb2wddJyypIm/hiPs7RzvGy97xbu4I2enizCUns4vEynzW\n4PKQjf2+fC4KtEWJkEgYVAZqS5PVykUV2s55ny7OBJ1rjU3utsfi3b1186KnxGA9XvIa3u7vbrAu\nwx0dsy7HtAq8TbBr63P2EJwmMMNgGNQPfV+/fQ8vP3EDwP3sYzboXlz4My3v5c2dy+IuXc35PZaE\nCXWH2/scrh7Ld07yyWYczKb4zfO5yGWX5c2dK9eAoRh6kWgXPrNnHB/qA3V2Hiq7dauoJV10WIcG\ntMvt0sdcNy8U4+SKy7c3LoJ1k4N3tKC1TvcdpLV+7hRRPfRdxOzhSe2j77T15uoMHXUhg8/7tR3m\nLuJgf4tCk844XZxR5/OQLG/u1J5G6jL5iPtaHAIfhugC9ZhWenZNmeB9BWkXbT0hEhbrcgqnZA0d\nsKrW2vgsGCPxEF2gtlDuZuT1RIYI0hYGa+Libs2KHS2LJYcK0nNH50n83WIgykCdktza6FPsg/2t\noDnXiU6Ktm/FRojh+Gwje8jGP30ejigDdUqESrxi35dDZEQLY2l495mMqM/3IeFgoFaAb0KREO9L\nCPEnlFNd7JEmeok2UNvhsrG0wvuGrW8SkrEtEtWSg5/EQbSBmnQHpSYaSGGeGgg/UkWf0yPqQJ3K\nIpTQhL6wEGLhCBkhV4k6UFu0yd1k20KoeWpCtKBx+LvpFqSQPmvZJka6I/pArVFuu20hpn2G7mEH\nhIRC2whZ1mX6TEIQfaAGoGZR2dzR+aVWct09hqFa4fY11xc2KDgJjgaXgcvlONjfqt2ICDWlZMtJ\nl9MhiUCtmbpH8A0tN4fTiTa0NLyzDe29491eGt9dcvfWzUujjAzWacBA3SFFmYm0yw1MLkL2HyFk\nmEQifb0WfU6LJAK1pj3VRQs5tMrN4W6iiVgCi8aRqNW1bfqcKEkE6ljo8qi5rjhbmgfAITKiB00N\n7zK68rmra8Lp4syFzyQtkgnUWlriPon5fcQcKiXg6eIMXn7ihprvjxBLLGdOVzUorMtD+UyX0yOZ\nQB0bvr0FJiMhY0VDj9rHv7w1KNpGzkjcJBWotQyX+cptt3PdvXVTRbkJ0YKmo2x9t026PrOBTbok\nqUAdW0pRtyVeNsyXJz1b7CR1YnIZ8NvdwQBOmpBUoAYmwfr67XvBW+IUkpB22Ib39dv3QheFkKAk\nF6iB+HrWQP0hvi4bAuydE63YvcApNbzZiCd1STJQA1Aj9+ratleS/FhWuBISgroZ/vrA+lwXNoRJ\nW5IN1IAOuS1VgrsyU2xCrlI3w19f1AnWdJl0QdKBGggv9+nizMU/3yGvvMdxuIyQ8KvAXZfLnLQB\nmt6SLkg+UAO6WrVlyQ+qyknpydjRNEoG+PnMhjdpyygCNaAzfWfTbVddS86LBomJg/0t+kxGxWgC\ntUVbcpG6clNqQu6jyWWgnp9DpRUl8TO6QK0RykpIM7RkI3Tp22dtn5f0zygDtZ3n0lrhuxZd82cl\npA3aT9pqsp2rDK2fk/TLKAM1MAnWoVeEuwzRq6bkJEX2jnfVLTLrm7LPyhG69Pim0AUIjZ0Pti3f\nkIlH+hLMfqYyuVfXtlU1XAipi1t/V9e2g7t899bNzstgX2+SVnU+9/XH1GAZC6PtUWexPeyUh4nt\natmi+whJBQ0u99mztaMIedDl9GCgznCwv6V6zqsNRfNl2ra5ENIFrsup+czh7XHBQJ2D9gUqTbHD\nZNnATOlJqliXU/R5dW07dz951wvYSHgYqAuwB9enSl6w5r5OkiL2BK6x4KY4pc9pwEBdQoorSX3E\npdyE6Md3oRp72PHDQD1SGIzJ2Ehx+NsHLi6LHwbqClLsVVfBxWUkRcY0/G2hy2nAQO1BSsGa4pIx\nk5LLFo6Opc/oE56MDUpNxs7s4QmKkoXEBn0eB+xRezLW+S1CCCFhYY/aEzu/FTo1ISGkHdbl9YUN\nvPzEjcClIaQa9qhrUpaGMxU4nEbGwN7xbm7CkJSgy2nAQN2QlOUGKDgZFyn7TJfjpzJQi8jDIvIJ\nEXlRRF4Qkc3p7W8UkY+JyGen/885z3mfiLwkIkci8kN9foCQpD5nzUQJaUGXxwuDddz4zFF/HcCP\nG2N+R0TeAOB5EfkYgHcBeM4Y8wEReRrA0wC2ROQxAE8CeAuA6wA+LiLfYYz5Rj8fIRwprR7Nw6Yi\ntMwdnTN5QtzQ5RLmjs6TdRm4GqxTHkVIjcoetTHmFWPM70x//jKAzwCYB/A4gGemD3sGwDumPz8O\n4MPGmK8aY+4BeAnA27ouOBmelC9iY4AuExeOmMVDrTlqEXkEwHcC+C0A14wxr0zv+iKAa9Of5wF8\nwXna8fS27Gu9R0TuiMid1157rWaxSShW17YpeE18DkdYX9i4+DcEXbo8fb3ofR7bFszTxRm63IA6\nPneFGGP8HijyegD/O4D3G2N+RUT+2Bjzp537T40xcyLyPwD4TWPM35/e/rMA9owx/6DotVdWVsyd\nO3dafZDQjGkOyF7MThdnLn7mkPhV6taJuaPz6XTKfbJpL0XkeWPMSpty9ekyEL/PY3IZuDzkz+mt\nfJrUiS599upRi8g3A7gN4BeMMb8yvflLIvLQ9P6HALw6vf0EwMPO0xemt5FEOF2cuRDb/s+WeXtO\nF2dwtnS/w9pHbmq6TLK4U1q2l02f25OdKmzjs8+qbwHwswA+Y4z5aeeuZwE8Nf35KQAfdW5/UkRe\nJyI3ADwK4JONSxgJ2YUZYxtCyy48GztNvwsrd09Bmi57MPZFVm5DnLQbYTlbmu/kPHSfHvX3APhR\nAG8XkU9N//0wgA8A+EER+SyAH5j+DmPMCwA+AuBFAPsA3pvqKtE85o7OcffWTQ4fkcb0eMoTXfbE\nBmvr89iDN2lGV3GgcnuWMeb/ACAFd39/wXPeD+D9LcoVJZSZVGHrSF4rve/6Q5frQZ9JFUU+d113\nmOubkI7xGSpjECAkblyH+/aZKUQJIYSQHLSsu2Gg7hHObY0Ln/2VJF7o8rjQ5DKHvgfg7q2bqv7o\nKdPme867ELuvV3ah5nD3OBiTy6tr20EXxbb9nvv2eUi8E570SewJEgBcZKGx+2CzFVzbH75PQiRN\n6Or79b0Qu5L7vncXgbqLhCd9k5rPeXV5LD7H7DLg53PWyyEb3b4+M1B3xPrCxqVkFcDlYL26tj2q\nvYlDCq79otllT5qBehiyCT/G3PAGgOu37/W5bfCCGL7XED5zjroj3ErsJgBxhR9bEpQhshtpF5vD\n3XHiBuasy6tr26NyGcCVTsgYCbnmiIG6Q4p6kLY3PaYetaXvQyZ8xAklGIN03GR9to3PMbqs6QCP\nED6HdpmBumMO9reu/FHHJrUlm7s6BNm9jkPtfQwtNumGg/2ti97z2HrR2sjz1/6eum+cox4I7UO0\nfdLnfHXR9+orrs9Ck7p/uz4vGpyjDs/Y1pu49L32pG+f69J3A4Bz1MqYOzpni7xjupCyTMQmkqbe\nsieXe9ljo88GSt+dmZjd5D7qgXBboWPrXdv5rdnDk0FWjnYBgzQpw/o8NpeByWfuumdd9j124VXs\nPrNHHYAxtsaHmq/ueqHJkHukSXzcvXVztD4PsbisyyBdp1GlzWcG6gCMdeis7zOrQ8mlTWoyLGP2\nuc9g3ZVXdQO0Rp859B0IO2w0xoUpy5s7KmVwYUpQUoeD/a2LoDUmn/v6rF27VTc7mTbYow7MWFvj\nbXvWVc/PHpDR5YEZWlvdJCwH+1uYPTwZnc99z9Nbd+37dH34TQwus0etgNnDEwDzo2qJA8171mWS\nZu/zCeh1iEFqEo69491pkp9x+dxmgVmRg3m3x7b9qivYo1bA3vHuKFviwNWcylXUCdJ5rC9sNM6W\nFovUJCxj9blJw6Rt4HVdTrnRzUCtBMpdTVup547OL1ae953alBBgnDs8fCgbvvZJMjR3dH7RyB+D\nyxz6VoQdNjtdvBG6KGrocqjrdHHm4sIZy35uEie2fmnJj60BX5d9Hue6PAYYqJVhBR9jIgWXvlbD\nD322Lhk3djX4WOari9adrK5tAx1/B6eLMzjYH0eDm0PfShlTazGvUdLHhS2mOSmSDmNvHPbVUBmT\nz+xRK2VsK8GHSoTS9H3GdFEg3WMb3mPw+YpjHX/mPJ/r+hmbzwzUSuF89WXcrR91g+3YpxFIeNyE\nKKRZWk/LENu2tMGhb8WEPstZE2760dhaw4QA4+hN+xLS5RivH+xRK8NtGc4FLIdWQrScYxSbhCf1\nXl5b6LI/7FErhi1wQgghDNRKGdOqb83E2gIn4XEdps+kDRz6Voa7aGpM+y+7oCiocgiShMAuIDvY\n3xpl/u82lDWQx7hzg4FaGZNtWe7PlLsMH/l8UhI2fW1CyrA+7x3vctV3Bb6+NfU5ZhioFWJz154t\nMUjn0SSAjlFuogPr8+kT3GqZZajGcOyNbgZqEhVdH4vZ5fsQUgS3WnbDWBvbDNTKsELPHp6U9qbn\njs7Z265grFITHawvbOBsaf7SdFYRY/S5zgK7Ni6n0OhmoFZKVQvczR88loDEYTISI1VTWO4CUmAc\nPtOxenB7ljIO9re8WuAud2/dTH77R12xx7gylOjCnjFfRfbQDtbB7kjlu2SgVoZdeFI3WKc+bFYn\n8DJIEw24LtdpSI9hdXids6mbrjFJyWcOfSvCig0UD30XVb4xzHH55AfmwjGiAdflIsrqHX2myy4M\n1EqZLCbz384xpgPqs4KzB020YU+/a8LYTtpyfabL+YgxJnQZsLKyYu7cuRO6GCrIyv1yZu9lVYUc\nS7BuQgoyi8jzxpiV0OUogz5PqHIZKK+TdLmcMfnMOWpl7B3vXvqXparFWXdue0yMqZdCwlPlMlDu\n88H+VvKLRIkfDNTKyWs1lsm9d7xLuQlRSJO52LoL0UiaMFBHQN1gTbkJ0Und4dqinjgZFwzUkZC3\nV7pqKJfB+jLZ/aqEhCDPZTa86zG274OBOiKygeZ0cSY3WLMVng/nqIkWDva3rvSui4K19XlswamK\nMfnMVd8RYyvq7OFJo8UqYybWFaNc9Z0mPi5zFXg+sboMcNV38rhiA8UJFmKuxH2yvLkzqhY50Yuv\ny1wFno/NXpayzwzUEWJb1qeLM17H5zFY52OnDpompiCkK04XZ3L3WWfJGzIn90k1WDNQR44brMsC\nzhgO7miCb2OHkD7IOuvjMsDGdx4pTwswUEeKG3RtsDlbmi9tUXL1aD5Fi/IIGRrbs7Yul9XLuaNz\n+pwhVZeZ6zsy1hc2cFowRGZblMubO5g7Or+UpWzveLfyXNwxc7o4g/WFDa6YJ4NS5KR72+ra9hWX\n8x5HJthgndJ2TPaoI6NomDYrrNvLPlua5zysBy8/cSPJ1jjRyfrChlegdXvZtqdNn8tJrWfNQB0R\nZWLnDYG5jx3LPGzbocDUBCd6qevkGH1uQ0ouM1BHRNmwbNEwz8H+1mgO6rDD/ddv32s1f8fhRBKa\nvMVid2/dvORyyvXU+uu63MTnVII1A3Ui2HnpMlIX272IzR6eXARtQjTSZA7VNtZTdhm476/7s+9i\n2OxjUpir5mKyRMirwLZVvne8m0SrsoyixTbrCxu4fvte6UI697tLQWoSP6tr20DiwbgI18fsKOJk\nbr56Uezc0XlSLjNQJ0JexV3e3BnFfssyse3vVvAiylI3EjI0ZYHoYH8r6XSiZVN11tGqjkdKQRrg\n0DeJHO4jJWMk1SDt63NZMJ89PEluVTwD9Qjw3QYSKz6L5faOdy/NdRESK6lPY/ng+jwGOPQ9AlLd\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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gTpTsULXvFizf1dzuhSP2VrhPMgVXaneoMLVh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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(SS0,SS02,1023.3)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": true }, "outputs": [], "source": [ "C0 =nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/C0/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "C02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/C0.2/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "D0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/D0/SalishSea_1h_20170101_20170107_grid_T.nc')\n", "D02 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/D0.2/SalishSea_1h_20170101_20170107_grid_T.nc')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Converging V winds, max vtau = 0.4, centered at y = 240, winter stratification" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animate_one_density(C0,C02,1023.3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Diverging V winds, max vtau = 0.4, centered at y = 240, winter stratification" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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zt4UemieE+HO6OHPhcl5j4frte/SZqCOKQB16+LvqkHgNw3nEn+XNHU5LBCR0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\nypFdQAagNGmJOww+FsEJiYU8n8vYO94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