{ "metadata": { "name": "" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## AMM12 Configuration Boundary Definition Analysis\n", "\n", "22-Oct-2013\n", "Susan Allen and Doug Latornell\n", "Salish Sea MEOPAR Project\n", "EOAS-UBC\n", "\n", "This is an investigation of the differences in results obtained \n", "from runs of the AMM12 configuration with the unstructured boundaries\n", "(BDY) set via the 2 available mechanisms in NEMO-3.4:\n", "\n", "* using a `coordinates.bdy.nc` file (stock configuration)\n", "* using a `nambdy_index` namelist\n", "\n", "The runs were done on `salish` using a 4x4 cores decomposition\n", "with no land processors specified.\n", "\n", "Initial analysis found larger than expected differences in the\n", "temperature, \n", "u, \n", "and v values,\n", "and what looked like boundary effects in the \n", "difference plots on the south and west boundaries.\n", "Susan postulated that the difference was due to the order in which\n", "the boundaries are calculated in `bdyini.F90` in contrast to the\n", "boundary order in the tide forcing files.\n", "Another run was done with a modified `bdyini.F90`.\n", "The results from that run are `modbdy`." ] }, { "cell_type": "code", "collapsed": false, "input": [ "%matplotlib inline\n", "import netCDF4 as nc\n", "import matplotlib.pyplot as plt" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "markdown", "metadata": {}, "source": [ "T-grid data:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "stock = nc.Dataset('stock/AMM12_30mn_20070101_20070101_grid_T.nc', 'r')\n", "namlst = nc.Dataset('nambdy_index/AMM12_30mn_20070101_20070101_grid_T.nc', 'r')\n", "modbdy = nc.Dataset('mod_bdyini/AMM12_30mn_20070101_20070101_grid_T.nc', 'r')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 121 }, { "cell_type": "code", "collapsed": false, "input": [ "for dim in stock.dimensions.itervalues(): print dim" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ ": name = 'x', size = 198\n", "\n", ": name = 'y', size = 224\n", "\n", ": name = 'deptht', size = 33\n", "\n", " (unlimited): name = 'time_counter', size = 48\n", "\n" ] } ], "prompt_number": 123 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Dimension of the `nambdy_index` results are the same,\n", "with the odd exception of the `time_counter` dimension which has size=47." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some handy contour plotting functions:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def conplot(data, t, d, var='votemper'):\n", " \"\"\"Contour plot of var from data-set at time-step d\n", " and depth-step d.\n", " \"\"\"\n", " field = data.variables[var]\n", " plt.contourf(field[t, d])\n", " plt.colorbar()\n", " \n", "def diffplot(ref, other, t, d, var='votemper'):\n", " \"\"\"Contour plot of difference ref[var] - other[var]\n", " at time-step t and depth-step d.\n", " \"\"\"\n", " diff = ref.variables[var][t, d] - other.variables[var][t, d]\n", " plt.contourf(diff)\n", " plt.colorbar()" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 144 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Just to get a feel for the results,\n", "here is the temperature field at the 5th depth level\n", "(note that depth uses s-coordinates)\n", "and the 46th time-step." ] }, { "cell_type": "code", "collapsed": false, "input": [ "conplot(namlst, 46, 5, var='votemper')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 145 }, { "cell_type": "markdown", "metadata": {}, "source": [ "What we're really interested in,\n", "though,\n", "is the differences.\n", "Here are diffs plots of temperature at the 24th time-step\n", "and 5th depth level.\n", "`stock` and `modbdy` show the least difference." ] }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(stock, namlst, 24, 5, var='votemper')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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vrw/5+flKbZIwWwZvmu+3F0XQffJqT3Yqb5PYBN0XG/YHIfTp6enBpEmT0r8X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\ndSp+9rOf4fHHHwcAnDx5EvP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"text": [ "" ] } ], "prompt_number": 146 }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(stock, modbdy, 24, 5, var='votemper')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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EX3ik1iwttP5fO2hzoK32FzGZ89z52dVlVK/dbyKDINshg2BHIpHUCww2btyI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\n27fjrrvuQkdHBzo7OzE9PT0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"text": [ "" ] } ], "prompt_number": 147 }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(modbdy, namlst, 24, 5, var='votemper')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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Pd5uTJ0+SMGcaUVuVfuimb2WiYDldHKyCFBa2n+9M5lD7AN5tH2B+n0gkhNpx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\njx+Pjz76CMCQaE+YMCH9d7p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"text": [ "" ] } ], "prompt_number": 148 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now look at the differences in the velocity fields\n", "on the U and V grids." ] }, { "cell_type": "code", "collapsed": false, "input": [ "stock_u = nc.Dataset('stock/AMM12_30mn_20070101_20070101_grid_U.nc', 'r')\n", "stock_v = nc.Dataset('stock/AMM12_30mn_20070101_20070101_grid_V.nc', 'r')\n", "namlist_u = nc.Dataset('nambdy_index/AMM12_30mn_20070101_20070101_grid_U.nc', 'r')\n", "namlist_v = nc.Dataset('nambdy_index/AMM12_30mn_20070101_20070101_grid_V.nc', 'r')\n", "modbdy_u = nc.Dataset('mod_bdyini//AMM12_30mn_20070101_20070101_grid_U.nc', 'r')\n", "modbdy_v = nc.Dataset('mod_bdyini/AMM12_30mn_20070101_20070101_grid_V.nc', 'r')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 128 }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(stock_u, namlist_u, 46, 5, var='vozocrtx')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 149 }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(modbdy_u, namlist_u, 46, 5, var='vozocrtx')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 131 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Again,\n", "`stock` and `modbdy` show the least difference,\n", "both in u\n", "(above)\n", "and v\n", "(below)" ] }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(stock_v, namlist_v, 46, 5, var='vomecrty')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 150 }, { "cell_type": "code", "collapsed": false, "input": [ "diffplot(modbdy_v, namlist_v, 46, 5, var='vomecrty')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 152 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Zooming the plots in to the upper left\n", "(near Iceland)\n", "corner:" ] }, { "cell_type": "code", "collapsed": false, "input": [ "def z_conplot(data, t, d, var='votemper'):\n", " \"\"\"Contour plot of var from data-set at time-step d\n", " and depth-step d.\n", " \"\"\"\n", " field = data.variables[var]\n", " plt.contourf(field[t, d, 150:, :50])\n", " plt.colorbar()\n", " \n", "def z_diffplot(ref, other, t, d, var='votemper'):\n", " \"\"\"Contour plot of difference ref[var] - other[var]\n", " at time-step t and depth-step d.\n", " \"\"\"\n", " diff = ref.variables[var][t, d] - other.variables[var][t, d]\n", " plt.contourf(diff[150:, :50])\n", " plt.colorbar()" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 153 }, { "cell_type": "code", "collapsed": false, "input": [ "z_diffplot(stock_u, modbdy_u, 46, 5, var='vozocrtx')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 158 }, { "cell_type": "code", "collapsed": false, "input": [ "z_diffplot(stock_v, modbdy_v, 46, 5, var='vomecrty')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 157 }, { "cell_type": "markdown", "metadata": {}, "source": [ "The v values\n", "(in contrast to the differences)\n", "appear to correspond to inconsistencies[1] noted\n", "in the AMM12 coordinates and tide forcing data files.\n", "\n", "[1] `nbit` starts at 3, but the `glamT` value is for i=2" ] }, { "cell_type": "code", "collapsed": false, "input": [ "z_conplot(modbdy_v, 46, 5, var='vomecrty')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 154 }, { "cell_type": "code", "collapsed": false, "input": [ "z_conplot(stock_v, 46, 5, var='vomecrty')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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"text": [ "" ] } ], "prompt_number": 155 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our conclusion is that setting `ln_coords_file` to `.false.` in the `namdby` namelist\n", "so that the code in `bdyini.F90` calculates the boundaries is a viable alternaive\n", "to constructing a `coordinates.bdy.nc` file for the Salish Sea case.\n", "Initially,\n", "the plan is to use:\n", "```fortran\n", "nbdysege = 0\n", "nbdysegw = -1\n", "nbdysegn = -1\n", "nbdysegs = 0\n", "```\n", "then evolve toward a partial boundary on the west and north sides of the domain.\n", "\n", "Note that it is critical that the tide forcing boundary order be the same as that\n", "in `bdyini.F90`;\n", "i.e. east, west, north, south." ] } ], "metadata": {} } ] }