{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Looking at the M2 baroclinic kinetic energy which I define as 0.5*(major^2 +minor^2)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import matplotlib.pylab as plt\n", "import numpy as np\n", "import scipy.io as sio\n", "import netCDF4 as nc\n", "\n", "from salishsea_tools.nowcast import (research_VENUS)\n", "from salishsea_tools import viz_tools\n", "\n", "import baroclinic as bc\n", "import os\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [], "source": [ "\n", "\n", "path = '/ocean/nsoontie/MEOPAR/TidalEllipseData/CODAR/CODAR_region_baroclinic_20141126_20150426_masked.mat'\n", "data = sio.loadmat(path)\n", "datastruc = data['datastruc']" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "major, minor, phase , inc= bc.get_constituent('M2', datastruc)\n", "lons = datastruc['lons'][0,0]\n", "lats = datastruc['lats'][0,0]\n", "\n", "ke = 0.5*(major**2 +minor**2)\n", "depths = datastruc['depth'][0,0] " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Surface" ] }, { "cell_type": "code", "execution_count": 87, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 87, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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/g3HAZPN5VUYSktVac5gwU7epysL+kMh2kdkXS5we+mT7GYs7GER4m8Unz289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\nE8zIyKg0MhPMyMioNP4PFvKb+DO0H/cAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "j=30\n", "i=55\n", "jvec = np.arange(75,0,-1)\n", "ivec = np.arange(0,75,1)\n", "jvec2 = np.arange(0,50,1)\n", "ivec2 = np.arange(30,80,1)\n", "\n", "d=0\n", "fig, ax = plt.subplots(1,1,figsize=(5,5))\n", "\n", "mesh = ax.pcolormesh(ke[:,:,d].T,vmin=0, vmax=0.1, cmap='hot')\n", "cbar = plt.colorbar(mesh, ax=ax)\n", "cbar.set_label('M2 baroclinic KE [m^2/s^2]')\n", "ax.set_title('M2 surface')\n", "ax.plot([0,90],[j,j],'r')\n", "ax.plot([i,i],[0,90],'r')\n", "ax.plot(ivec,jvec,'r')\n", "ax.plot(ivec2,jvec2,'r')\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Horizontal line slice" ] }, { "cell_type": "code", "execution_count": 85, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(300, 0)" ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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9wJMjyG8IPhDkOE4eGQNB/Sug/1dNo+Tur1veuDgrnaR/Ap4xs0uaVsLsE5n1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\nTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "\n", "fig, ax = plt.subplots(1,1,figsize=(5,5))\n", "\n", "mesh = ax.pcolormesh( np.arange(ke.shape[0]), depths, ke[:,j,:].T,vmin=0, vmax=0.02, cmap='hot')\n", "cbar = plt.colorbar(mesh, ax=ax)\n", "cbar.set_label('M2 baroclinic KE [m^2/s^2]')\n", "ax.set_title('M2 surface')\n", "ax.set_ylim([300,0])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Vertical slice" ] }, { "cell_type": "code", "execution_count": 83, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(300, 0)" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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O0+752PX9jwB7RGfxbdOubqPuebrfXTFhlLh9bn6I4kHfmmxuU0TNTVf1bBs73OmEetF3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\nyvcAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "\n", "fig, ax = plt.subplots(1,1,figsize=(5,5))\n", "\n", "mesh = ax.pcolormesh( np.arange(ke.shape[1]), depths, ke[i,:,:].T,vmin=0, vmax=0.02, cmap='hot')\n", "cbar = plt.colorbar(mesh, ax=ax)\n", "cbar.set_label('M2 baroclinic KE [m^2/s^2]')\n", "ax.set_title('M2 surface')\n", "ax.set_ylim([300,0])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Diagonal slice (negative slope)" ] }, { "cell_type": "code", "execution_count": 84, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(300, 0)" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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KzKYCHyDMEy8o234H4BbgWDN7BfAAcGHFU9xJ304TLeGi6ThOHu3p05wBrDez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\n6AAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "fig, ax = plt.subplots(1,1,figsize=(5,5))\n", "\n", "mesh = ax.pcolormesh( jvec, depths, ke[ivec,jvec,:].T,vmin=0, vmax=0.02, cmap='hot')\n", "cbar = plt.colorbar(mesh, ax=ax)\n", "cbar.set_label('M2 baroclinic KE [m^2/s^2]')\n", "ax.set_title('M2 surface')\n", "ax.set_ylim([300,0])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Diagnoal slice (positve slope)" ] }, { "cell_type": "code", "execution_count": 89, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(300, 0)" ] }, "execution_count": 89, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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xdqM1kl4aEd8GXgb8tG1hO+SgaWaFxv5MMyK2SFpEtc/zJOD8iFgpVWsHRsR5EXGNpAWS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\ncNA0MxsFB00zs1Fw0DQzGwUHTTOzUfh/UsZY9Y7jBc0AAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "fig, ax = plt.subplots(1,1,figsize=(5,5))\n", "\n", "mesh = ax.pcolormesh( ivec2, depths, ke[ivec2,jvec2,:].T,vmin=0, vmax=0.02, cmap='hot')\n", "cbar = plt.colorbar(mesh, ax=ax)\n", "cbar.set_label('M2 baroclinic KE [m^2/s^2]')\n", "ax.set_title('M2 surface')\n", "ax.set_ylim([300,0])" ] }, { "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": "3.4.3" } }, "nbformat": 4, "nbformat_minor": 0 }