{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "import netCDF4 as nc\n", "import numpy as np\n", "import matplotlib.patches as patches\n", "from salishsea_tools import viz_tools, geo_tools, tidetools\n", "from bathy_helpers import *\n", "import matplotlib.path as mpltPath\n", "from fast_ll2ij_SalishSea201702 import *\n", "from scipy.optimize import curve_fit" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "grid = nc.Dataset('/data/vdo/MEOPAR/NEMO-forcing/grid/bathymetry_201702.nc')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 395 particles were released in the domain marked by the black box. All of the particles were released at depths between 30 and 40 m." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each simulation started at the beginning of the month and ran until the end of the month. Velocities were taken from hindcast files. " ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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GQKk6trsE1IlPl45ge5btNbY32d5o+3zbn8/uP2z7Ftuzhux/re3Nth+1fUl5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\nRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1,1, figsize=(16,12))\n", "bathy = ax.pcolormesh(grid.variables['Bathymetry'][:], vmin = 0, vmax = 50)\n", "ax.set_ylim(590,670)\n", "ax.set_xlim(115,135)\n", "viz_tools.set_aspect(ax)\n", "ax.add_patch(patches.Rectangle((118,608), 15, 50, fill=False, linewidth=3))\n", "fig.colorbar(bathy, ax=ax)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def still_inside(il, ir, jl, jr, lont, latt):\n", " p = makebox(glamfe,gphife,il,ir,jl,jr)\n", " poly = path.Path(p, closed=True) \n", " time, particles = lont.shape\n", " number_of_particles = np.zeros(time)\n", " for l in range(time):\n", " cx = lont[l,:]\n", " cy = latt[l,:]\n", " pts = np.array([cx,cy]).T\n", " test = poly.contains_points(pts)\n", " number_of_particles[l]= sum(test) / particles\n", " return number_of_particles\n", "def func(x, a, b, c):\n", " return a * np.exp(-b * x) + c" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "Jul = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/monthlong/ariane_trajectories_qualitative.nc')\n", "Jul_latt = Jul.variables['traj_lat']\n", "Jul_lont = Jul.variables['traj_lon']\n", "Oct = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/Oct16/ariane_trajectories_qualitative.nc')\n", "Oct_latt = Oct.variables['traj_lat']\n", "Oct_lont = Oct.variables['traj_lon']\n", "Jan = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/Jan17/ariane_trajectories_qualitative.nc')\n", "Jan_latt = Jan.variables['traj_lat']\n", "Jan_lont = Jan.variables['traj_lon']\n", "Apr = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/Apr17/ariane_trajectories_qualitative.nc')\n", "Apr_latt = Apr.variables['traj_lat']\n", "Apr_lont = Apr.variables['traj_lon']\n", "with nc.Dataset('/home/mdunphy/MEOPAR/NEMO-forcing/grid/coordinates_seagrid_SalishSea201702.nc', 'r') as cnc:\n", " glamf = cnc.variables['glamf'][0,...]; gphif = cnc.variables['gphif'][0,...]\n", " glamt = cnc.variables['glamt'][0,...]; gphit = cnc.variables['gphit'][0,...]\n", "NY, NX = glamt.shape[0], glamt.shape[1]\n", "glamfe, gphife = expandf(glamf, gphif)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": true }, "outputs": [], "source": [ "Jul_all = still_inside(118,134,608,658,Jul_lont, Jul_latt)\n", "Oct_all = still_inside( 118,134,608,658,Oct_lont, Oct_latt)\n", "Jan_all = still_inside( 118,134,608,658, Jan_lont, Jan_latt)\n", "Apr_all = still_inside( 118,134,608,658, Apr_lont, Apr_latt)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Plot shows fraction of particles still in the domain released. " ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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MyQKa2jq48aEVzBmdwY3zxvA/L23hnpe3MTUvhf/97KnkpMTR2eVo7+zCY0asb0j3J4nI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\n+gAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig,ax = plt.subplots(2,2,figsize=(12,12))\n", "ax[0,0].plot(range(744), Jul_all)\n", "ax[0,0].grid('on')\n", "ax[0,0].set_title('July 2016')\n", "ax[0,1].plot(range(744), Oct_all)\n", "ax[0,1].grid('on')\n", "ax[0,1].set_title('October 2016')\n", "ax[1,0].plot(range(744), Jan_all)\n", "ax[1,0].grid('on')\n", "ax[1,0].set_title('January 2017')\n", "ax[1,1].plot(range(720), Apr_all)\n", "ax[1,1].grid('on')\n", "ax[1,1].set_title('April 2017')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "short = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/smaller_domain/monthlong/ariane_trajectories_qualitative.nc')" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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EZBgzuWut48BdwFMYCfshrfVupdQnlVKfNM/ZCzwJ7AQ2AQ9orXdNXthnx+VwEEu5yCgU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\nAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "al_l = still_inside(118,132,615,633,short.variables['traj_lon'], short.variables['traj_lat'])\n", "plt.plot(range(744), al_l)\n", "plt.grid('on')" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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ze1jw5We5+oEXAbhyTmi2TlfQMa0gNOwzLTz8c923NnLrI5tG+kuSFDDosIyZ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\nIiIp6P8D/CpMLVwnp+IAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "short1 = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/smaller_domain/Oct16/ariane_trajectories_qualitative.nc')\n", "al_l = still_inside(118,132,615,633,short1.variables['traj_lon'], short1.variables['traj_lat'])\n", "plt.plot(range(744), al_l)\n", "plt.grid('on')" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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EvPF43U52VtTHuxylYk5b7ipped1OAFI9zvA2Y0y8ylEqpjTcVdILXb0KUGdd\n2PRfa3cz/V/XMevbz7GxuCpepSk1YBruKul9Yt54Li7KAaDcGjXz1v7jjB/lw98WYHeldtuokUfD\nXSU9p0P4+pXBmSJDi3uU1zaztCgHl0P0SlY1IukJVaXoHPf+h7cP8f7hk9Q1t1GYnUqG19Xn7JEb\nj7Rhiqv0CleVUKJquYvIShEpFpESEbmzh8c/KyLbRWSHiLwpInNjX6pSQycn3cOMvHRe3VvNA6/u\nx+t2cP7EbDK87l5b7lX1fh7d1cqXf/PuMFarVN/6bLmLiBO4F7gCKAPeFZFnjDG7I3Y7CFxijDkp\nIquAB4HFQ1GwUkNBRHjha5ectj3T5+o13I+c7Lyytb0jgMupPZ0qMUTzL3ERUGKMOWCMaQXWAB+N\n3MEY86Yx5qR1dxMwPrZlKhUfGSnuXrtlDtY0hW8fPnFqOEpSKirR9LkXAkci7pfRe6v8euC5wRSl\nVKLI9Lkorek5tHeW1/H1P20L37/UusJ12YyxPPaVRcNSn1JnEtMTqiKygmC4Lz3D46uB1QB5eXls\n3LhxQMdpbGwc8HOHi9YYG/Gusa2hhbIT7T3WsKki2F2zaoJhbEYKfyxuxd8Br+2tTri/a7z/jtHQ\nGmMrmnAvByZE3B9vbetCROYADwOrjDE9zp9qjHmQYH88CxYsMMuXL+9vvQBs3LiRgT53uGiNsRHv\nGvewn1cOf8CCJUtJT+n6v0vZpkOwfScfmpbKx1Zeyls/fZV9VcHJxxLt7xrvv2M0tMbYiibc3wWK\nRGQKwVC/BrgucgcRmQg8CXzeGLM35lUqFSeFo4JDJNdtryQ71c0bJTXhx17eE7xy1ecWIDhePuRb\nT+3gsrPyThseuaeyngPVTVw9J3+oS1dJrs9wN8a0i8jNwHrACTxijNklIjdajz8A/BswBrhPRADa\njTELhq5spYbHeeODs0e+sPsoR040c6CmkfQUF/62AM1tHQB4rGEJ1y2eyL89vQuA/333CFuP1J4W\n7qt+8ToAV82+Cuv/FaWGRFR97saYdcC6btseiLh9A3BDbEtTKv4mjknlslm5VNT6qfe38dHzCvnx\np+byp81H+MaftwOEQ/oLSybzhSWTAfjm/+3guZ1Hz/i69f52snzuIa9fJS8dlKtUHwqyfeyurKem\nsYUMb7A9VGhd0drbc040tXKqtZ2TTa10BAyVdZ1j4j/Q+WrUENPpB5Tqw8TRqQC0dRgyvMHW9gRr\n25iIGSWDSrhRAAAMOUlEQVQjhcL/uR1H+ZeI4ZIhn3lwE5u/dTk56SlDUbJS2nJXqi+fWTQhHOLp\nKcG53yeMTuWhLyzg8X/o+ZKP0InYVz7onC542tg0fviJOaw6dxwAB6qbenyuUrGg4a5UHzK9bj69\nMDga2N8WCG+/4uw8Zo3L7PE5oYnI3ik9Ed42uzCLTy+cwL9YM1CW1+oVrWroaLeMUlHItLpj6pt7\nnyEyJC8jBadDqG5oCW/LtwK/INsLwK/fOMirxdXhxwtH+fj6lTN1FI2KCQ13paLwqQXjeWH3Ub50\n0eSo9nc5HXxkbgHvHT5JptdNS3sHl8wYC0Cqx8Wqc8exu7Ke94/UAtDU0k5NYytfWDKZvEzvUL0N\nlUQ03JWKQk56Cv/31Yv69Zyffea8Mz52/+fmd7n/ygfH+Mqjm6mobdZwVzGhfe5KJYBQH/2mAyf6\n2FOp6Gi4K5UAQkMnf/D8B2w5pAGvBk/DXakEkOF1c8+15wOw71hjnKtRdqDhrlSCWHnuOBwSXJxb\nqcHScFcqQbidDvIyvfxlSxm/eGnfsB57Z3kdP31RJ3S1Ew13pRLINQsn0mEM924sIRAww3bcax/c\nxN0v76O+lyUF1cii4a5UArnl8iJuWjGd1vYAx5tah+24DS3BVaUqtEvINnScu1IJpiArOHLm5T3H\nmDkugznjs7ssBNIRMGwvq6Wto7Nln57i4uyCnqdC6EvkN4QXdx0745QK8dLc2sHOijqKctPJTu15\nojZ1Og13pRLMlLFpANz55A4A7r72fD4ytyD8+NNby7ntj6fPNLn+1mXMHJfR7+O9urdzCoSfvLiX\n5TNzmT0+q9+vM1R+/EIxv37jIJfOyuWRLy2MdzkjhnbLKJVgpo1N5683L+WxryxCBA5Udx0aeaC6\nCadD+P31i3n8hsX84BOzre0DG0K533reN686K/g6NYk1FDP0vgb6/pKVhrtSCWj2+CyWzRjL2PSU\n0/rBy2ubGZfpZWlRDhdNz2HlOfnh7QNRXttMmsfJdYsnDup1hkpFrT/8ezhPMo902i2jVAIryPax\nftcx9le/Gd6271hDl+6XTJ+LNI+Th18/eMal/erqmtlNCV9dPr3L9m8/tZNnd1RSkO0jLcVFdqqb\n375Zypslx/nxp+YyLsvLd57eyc6K01eOWjxlNLevnDXg97aroo7//Otu2q3AzjItLF/edR9jDOW1\nzTgdQmtHgI/f/yZXzR7H6mXTgu/rVBv/vOZ9vG4H91w7D49L26sh+pdQKoF97oJJzC7Mwud2hn/m\njM8Ot7IhuIbr6mXTmJ6b3mW/yJ/jzYbHNx3u8tr+tg5+t+kQWT43X7hwMgD/cPFUJoxK5Y2SGt4p\nPUFLewe/fesQxxtburzesXo/v32zFGMG3pJ+ZU8Vbx88gdft4ERTK68cbqelvaPLPvX+dhpb2rlu\n0UQunZVLRW0zT7xzJPz41rJaXt1bzfpdxxKuOynetOWuVAL75PzxfHL++D73u+Xyol4fv/nBF3iu\n1E9HwIRH3lTWBbs7bl4xnU9Yx7hpxXS+eOFkzv3OeipqmzlWF5yP/qsrpvPpBRPCr/fw6wf47rN7\nBrXQd0VdMznpHh6/4YLwguNH6/xMGpPWuY/VRXTB1DFcPSef/163h0etDxUR6dJlVVHbnHAjfeJJ\nw12pJDDGK3QEDE+9Xx4O4+JjDUDnjJQh6SkuMr0uNpeeINQw774geOg5T28tDw/d7M7pEBZPHU2q\n5/SYOdHUyjNbK5iWm97l9Z/dUcmM3M4up50VddbxgtMgF2R5aW0P8My2CtI8Lt7afzy878biagLW\nQlnpXheLp4w+beGTo3V+dpbX9VhvNHZUtdO++1jU+6e4HbS0BSjKS+/yoTUcNNyVSgIF6cEe2O6L\ndTsEpuScHjrTc9N5aU8VL+2pQnrYZ7oVyv/29K5ej3v7ypmn9fMDfPfZ3TS1djB9bPB1poxNQ4Af\nPl982r4uh4SDcboV/Les2Rp+fOrYNGoaWnjsrUM89tah8Pa1/7SUcwu7Dun8xp+38fq+ml5r7tN7\nm/v9lKLcdF687ZLBHbefNNyVSgIzRjl46bZlNLcGumzPTnUzLuv0xUF+86VFHD4RXOM1y+c+rXU/\nIy+DDV9fTqO//YzH/PKj73Copud1YktrmhiX6eV7fx8cxpmf5eOHy3zMmjP/tH1HpbkZbS1QftH0\nMbz4tWVd1rItHOWjrSNAVX2wC+nwiVPc9If3OHT81GnhfrCmiUtn5fK1y2ecse7ebNmymfnzF0S1\n7z2v7OMFq5V/6MQpAgGDwzF8SyhquCuVBEQk3OqNRlaqm9mpvV/I1FOLP9L4UalU1PU8rLKi1s/F\nRTn4PM7wtrGpjj4vnhIRivJ6fh+hFawm5aRax+h67I6A4Widn4+eVzDgi7SOlzijfu6Y9OAH0tSx\naRyobuJ4UytjM1IGdNyB0HBXSg2JwmwfL+45xhU/ffW0x47W+0/7NhArmV43GSku7ttYwh83d46s\n6TCG9oAZsuN2l2ada5iak86B6iY++cCbeJzB7rHPLJzADRdPHdLja7grpYbEZy8IDtc0nD5cclZ+\nJh+emz9kx771ihk9rmg1pzCLS2flDtlxI/3TZUU4HMLqZVP5/nNuTrV2dmHlpA99C17DXSk1JC6c\nlsOF03Licuzrl07h+qVT4nLskCyfm3+1pnT48afmDvvx9SImpZSyIQ13pZSyIQ13pZSyIQ13pZSy\nIQ13pZSyIQ13pZSyIQ13pZSyIQ13pZSyIRnMZPuDOrBINXCozx17lgMMcmq3Iac1xobWGBtaY2wk\nQo2TjDFj+9opbuE+GCKy2RgT3dRscaI1xobWGBtaY2yMhBpDtFtGKaVsSMNdKaVsaKSG+4PxLiAK\nWmNsaI2xoTXGxkioERihfe5KKaV6N1Jb7koppXox4sJdRFaKSLGIlIjInXGs4xERqRKRnRHbRovI\niyKyz/o9KuKxu6yai0XkQ8NU4wQR2SAiu0Vkl4jckkh1iohXRN4RkW1Wff+RSPV1q9UpIu+LyNpE\nrFFESkVkh4hsFZHNCVpjtoj8WUQ+EJE9IrIkkWoUkZnW3y/0Uy8ityZSjf1ijBkxP4AT2A9MBTzA\nNuDsONWyDJgH7IzY9kPgTuv2ncAPrNtnW7WmAFOs9+AchhrzgXnW7Qxgr1VLQtQJCJBu3XYDbwMX\nJEp93Wq9DfgDsDZB/1uXAjndtiVajb8FbrBue4DsRKsxolYncBSYlKg19vke4l1AP//gS4D1Effv\nAu6KYz2T6RruxUC+dTsfKO6pTmA9sCQO9T4NXJGIdQKpwHvA4kSrDxgPvAxcGhHuiVZjT+GeMDUC\nWcBBrPN8iVhjt7quBP6WyDX29TPSumUKgSMR98usbYkizxhTad0+CuRZt+Net4hMBs4n2DpOmDqt\n7o6tQBXwojEmoeqz/By4HQhEbEu0Gg3wkohsEZHVCVjjFKAa+I3VvfWwiKQlWI2RrgGesG4nao29\nGmnhPmKY4Ed5QgxFEpF04C/ArcaY+sjH4l2nMabDGHMewdbxIhE5t9vjca1PRP4OqDLGbDnTPvGu\n0bLU+juuAm4SkWWRDyZAjS6C3Zj3G2POB5oIdnGEJUCNAIiIB/gI8KfujyVKjdEYaeFeDkyIuD/e\n2pYojolIPoD1u8raHre6RcRNMNgfN8Y8mah1GmNqgQ3AygSr7yLgIyJSCqwBLhWR3ydYjRhjyq3f\nVcD/AYsSrMYyoMz6ZgbwZ4Jhn0g1hqwC3jPGHLPuJ2KNfRpp4f4uUCQiU6xP12uAZ+JcU6RngC9a\nt79IsI87tP0aEUkRkSlAEfDOUBcjIgL8GthjjPlpotUpImNFJNu67SN4PuCDRKkPwBhzlzFmvDFm\nMsF/b68YYz6XSDWKSJqIZIRuE+wv3plINRpjjgJHRGSmtekyYHci1RjhWjq7ZEK1JFqNfYt3p/8A\nTnRcRXDUx37gm3Gs4wmgEmgj2Cq5HhhD8MTbPuAlYHTE/t+0ai4GVg1TjUsJfoXcDmy1fq5KlDqB\nOcD7Vn07gX+ztidEfT3Uu5zOE6oJUyPB0WPbrJ9dof8vEqlG65jnAZut/95PAaMSsMY04DiQFbEt\noWqM9kevUFVKKRsaad0ySimloqDhrpRSNqThrpRSNqThrpRSNqThrpRSNqThrpRSNqThrpRSNqTh\nrpRSNvT/ActfbRpp74zQAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "short2 = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/smaller_domain/Jan17/ariane_trajectories_qualitative.nc')\n", "al_l = still_inside(118,132,615,633,short2.variables['traj_lon'], short2.variables['traj_lat'])\n", "plt.plot(range(744), al_l)\n", "plt.grid('on')" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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9UFTj8/Crlbu57icv8+bOY9R4PYkO5t5a5MFIlE//6i3e2HmM2jRnmfw/f9vK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\nP/isOKviUWKtAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "short3 = nc.Dataset('/ocean/vdo/MEOPAR/ariane-runs/for_debby/smaller_domain/Apr17/ariane_trajectories_qualitative.nc')\n", "al_l = still_inside(118,132,615,633,short3.variables['traj_lon'], short3.variables['traj_lat'])\n", "plt.plot(range(720), al_l)\n", "plt.grid('on')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "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": "3.6.0" } }, "nbformat": 4, "nbformat_minor": 2 }