{ "metadata": { "name": "mitopen" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "code", "collapsed": false, "input": [ "import komod" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "%pylab inline" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "\n", "Welcome to pylab, a matplotlib-based Python environment [backend: module://IPython.kernel.zmq.pylab.backend_inline].\n", "For more information, type 'help(pylab)'.\n" ] } ], "prompt_number": 2 }, { "cell_type": "heading", "level": 1, "metadata": {}, "source": [ "Komod mitopen" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Serve to open different file types, mainly those produced by MITgcm.\n", "\n", " mitbincoord\t - opens MITgcm binary XC.data and YC.data files\n", " rmeta\t\t - reads .meta file and return information about .data file\n", " mitbin\t\t - opens MITgcm binary data file\n", " phcascii\t - opens PHC (http://psc.apl.washington.edu/Climatology.html) ascii file that have no delimiter\n", " nc2d\t\t - Convert 2d fields from adxx* and xx* fles to netCDF format with use of Nio module.\n", " var_nc2d\t - Convert 2d fields produced by MITgcm to netCDF format with use of Nio module. \n", " nc3d\t\t - Convert 3d fields from adxx* and xx* fles to netCDF format with use of Nio module.\n", " var_nc3d\t - Convert 2d fields produced by MITgcm to netCDF format with use of Nio module. \n", " gatrib \t\t - Return attrubutes for known variables." ] }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "mitbincoord" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Opens MITgcm binary XC.data and YC.data files. Files should be located in the same directory with your code, and you have to know it's dimensions. Now it's better to use *mitbin2* for this, but I leave this function for backward compatibility." ] }, { "cell_type": "code", "collapsed": false, "input": [ "lon, lat = komod.mitbincoord(416, 480, bswap=1)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 3 }, { "cell_type": "code", "collapsed": false, "input": [ "subplot(1,2,1)\n", "imshow(lon)\n", "subplot(1,2,2)\n", "imshow(lat)" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 4, "text": [ "" ] }, { "output_type": "display_data", "png": 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RjTfLDTHx7Nx0zo+auDBvvT2VVKSMMPOomy+UFMNx5tpRKsyd0/Uyx6NjZPD8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\n+8mM690I9DmEIUbGx4iWmy69CweX3jM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u/SbP2qfsjbTSaWXNQcMgb825oweGeTTDgGZI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\njTbaaOMmiBbM22ijjTZugvh/nf815n9+8nsAAAAASUVORK5CYII=\n", "text": [ "" ] } ], "prompt_number": 4 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "rmeta" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Reads .meta file and return information about .data file." ] }, { "cell_type": "code", "collapsed": false, "input": [ "ndim, xdim, ydim, zdim, datatype, nrecords, timeStepNumber = komod.rmeta('AREAtave.0000002191.meta')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 5 }, { "cell_type": "code", "collapsed": false, "input": [ "print('Number of dimensions = '+str(ndim))\n", "print('Xdim = '+str(xdim))\n", "print('Ydim = '+str(ydim))\n", "print('Zdim = '+str(zdim))\n", "print('Datatype - '+datatype)\n", "print('Number of records = '+str(nrecords))\n", "print('Time step number = '+str(timeStepNumber))" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Number of dimensions = 2\n", "Xdim = 416\n", "Ydim = 480\n", "Zdim = 1\n", "Datatype - float32\n", "Number of records = 1\n", "Time step number = 2191\n" ] } ], "prompt_number": 6 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "mitbin" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Opens MITgcm binary file that represents one time step. Now depricated." ] }, { "cell_type": "code", "collapsed": false, "input": [ "area = komod.mitbin('AREAtave.0000002191.data', 416, 480, datatype = 'float32')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 7 }, { "cell_type": "code", "collapsed": false, "input": [ "pcolormesh(area[0,0,:,:])" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 8, "text": [ "" ] }, { "output_type": "display_data", "png": 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e9xj9vd2sGLcIHlzc0o5uCEA6Oi48wVbtmYDNQVzgUeWY9f0thuQ80FbqLdvd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\ndGz9r/vgfMXujW8flE56LyAI/HysC7IuYb9S5UM4OVYBnmO0nlZMNfB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"text": [ "" ] } ], "prompt_number": 8 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "mitbin2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Uses rmeta to get inforamtion about the file and return field extracted from it." ] }, { "cell_type": "code", "collapsed": false, "input": [ "area = komod.mitbin2('AREAtave.0000002191.data')\n", "temp = komod.mitbin2('Ttave.0000002191.data')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 5 }, { "cell_type": "code", "collapsed": false, "input": [ "figure(figsize=(10,5))\n", "subplot(1,2,1)\n", "pcolormesh(area[0,0,:,:])\n", "subplot(1,2,2)\n", "pcolormesh(temp[0,5,:,:])" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 10, "text": [ "" ] }, { "output_type": "display_data", "png": 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HzahZk7dagWUZMGRG4S76LpqsTx2RJO4wZYvN/CcJJULfEKRsnyty9ZqLRMsQ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\ny9zD7QgTqERK7mqAS+HiRvggVJwzIM7y2+vh1yiBO6U9/eJQ3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U5ErkJggg==\n", "text": [ "" ] } ], "prompt_number": 10 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "var_nc2d" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Convert 2d fields produced by MITgcm to netCDF format with use of Nio module. Names of the files should be defined in form of the list, even if we have only one variable.\tI put everything on the C grid!\n", "\n", "You have to have following files in the the directory where you run your code:\n", " \n", " XC.data\n", " XC.meta\n", " YC.data\n", " YC.meta\n", " DRC.data\n", " DRC.meta\n", " maskCtrlC.data\n", " maskCtrlC.meta" ] }, { "cell_type": "code", "collapsed": false, "input": [ "komod.var_nc2d(parameters=['AREAtave'], FillValue=-999.)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 10 }, { "cell_type": "markdown", "metadata": {}, "source": [ "By default output file name is *MIT_output_2d.nc*. We have to add custom FillValue since default -1.0e+23 is not always a good choise. " ] }, { "cell_type": "code", "collapsed": false, "input": [ "!ncdump -h MIT_output_2d.nc" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "netcdf MIT_output_2d {\r\n", "dimensions:\r\n", "\tx = 416 ;\r\n", "\ty = 480 ;\r\n", "\ttime = 1 ;\r\n", "variables:\r\n", "\tdouble time(time) ;\r\n", "\t\ttime:units = \"seconds since 2002-10-01 07:00\" ;\r\n", "\tdouble latitude(x, y) ;\r\n", "\t\tlatitude:long_name = \"latitude\" ;\r\n", "\t\tlatitude:units = \"degrees_north\" ;\r\n", "\t\tlatitude:standard_name = \"grid_latitude\" ;\r\n", "\tdouble longitude(x, y) ;\r\n", "\t\tlongitude:long_name = \"longitude\" ;\r\n", "\t\tlongitude:units = \"degrees_east\" ;\r\n", "\t\tlongitude:standard_name = \"grid_longitude\" ;\r\n", "\tdouble AREAtave(time, x, y) ;\r\n", "\t\tAREAtave:long_name = \"Ice Concentration\" ;\r\n", "\t\tAREAtave:units = \" \" ;\r\n", "\t\tAREAtave:_FillValue = -1.e+23 ;\r\n", "\t\tAREAtave:missing_value = -1.e+23 ;\r\n", "\r\n", "// global attributes:\r\n", "\t\t:title = \"MITgcm variables in netCDF format\" ;\r\n", "}\r\n" ] } ], "prompt_number": 14 }, { "cell_type": "heading", "level": 2, "metadata": {}, "source": [ "var_nc3d" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Convert 3d fields produced by MITgcm to netCDF format with use of Nio module. Names of the files should be defined in form of the list, even if we have only one variable.\tI put everything on the C grid!\n", "\n", "You have to have following files in the the directory where you run your code:\n", " \n", " XC.data\n", " XC.meta\n", " YC.data\n", " YC.meta\n", " DRC.data\n", " DRC.meta\n", " maskCtrlC.data\n", " maskCtrlC.meta" ] }, { "cell_type": "code", "collapsed": false, "input": [ "komod.var_nc3d(parameters=['Ttave'], FillValue=-999.)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 2 }, { "cell_type": "markdown", "metadata": {}, "source": [ "By default output file name is *MIT_output_3d.nc*" ] }, { "cell_type": "code", "collapsed": false, "input": [ "!ncdump -h MIT_output_3d.nc" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "netcdf MIT_output_3d {\r\n", "dimensions:\r\n", "\tx = 416 ;\r\n", "\ty = 480 ;\r\n", "\tz = 50 ;\r\n", "\ttime = 1 ;\r\n", "variables:\r\n", "\tdouble time(time) ;\r\n" ] }, { "output_type": "stream", "stream": "stdout", "text": [ "\t\ttime:units = \"seconds since 2002-10-01 07:00\" ;\r\n", "\tdouble z(z) ;\r\n", "\t\tz:units = \"meters\" ;\r\n", "\tdouble latitude(x, y) ;\r\n", "\t\tlatitude:long_name = \"latitude\" ;\r\n", "\t\tlatitude:units = \"degrees_north\" ;\r\n", "\t\tlatitude:standard_name = \"grid_latitude\" ;\r\n", "\tdouble longitude(x, y) ;\r\n", "\t\tlongitude:long_name = \"longitude\" ;\r\n", "\t\tlongitude:units = \"degrees_east\" ;\r\n", "\t\tlongitude:standard_name = \"grid_longitude\" ;\r\n", "\tdouble Ttave(time, z, x, y) ;\r\n", "\t\tTtave:long_name = \"Potential Temperature\" ;\r\n", "\t\tTtave:units = \"deg. C\" ;\r\n", "\t\tTtave:_FillValue = -999. ;\r\n", "\t\tTtave:missing_value = -999. ;\r\n", "\r\n", "// global attributes:\r\n", "\t\t:title = \"MITgcm variables in netCDF format\" ;\r\n", "}\r\n" ] } ], "prompt_number": 3 }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [] } ], "metadata": {} } ] }