{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import netCDF4 as nc\n", "import matplotlib.pyplot as plt\n", "from salishsea_tools import viz_tools, places,geo_tools\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "mesh=nc.Dataset('/data/eolson/results/MEOPAR/NEMO-forcing-new/grid/mesh_mask201702.nc')" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "bathy=nc.Dataset('/data/eolson/results/MEOPAR/NEMO-forcing-new/grid/bathymetry_201702.nc')" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_keys(['nav_lon', 'nav_lat', 'time_counter', 'tmask', 'umask', 'vmask', 'fmask', 'tmaskutil', 'umaskutil', 'vmaskutil', 'fmaskutil', 'glamt', 'glamu', 'glamv', 'glamf', 'gphit', 'gphiu', 'gphiv', 'gphif', 'e1t', 'e1u', 'e1v', 'e1f', 'e2t', 'e2u', 'e2v', 'e2f', 'ff', 'mbathy', 'misf', 'isfdraft', 'e3t_0', 'e3u_0', 'e3v_0', 'e3w_0', 'gdept_0', 'gdepu', 'gdepv', 'gdepw_0', 'gdept_1d', 'gdepw_1d', 'e3t_1d', 'e3w_1d'])" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mesh.variables.keys()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_keys(['nav_lon', 'nav_lat', 'Bathymetry'])" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "bathy.variables.keys()" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "latQU39=50.0307\n", "lonQU39=-125.0992" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ ":2: MatplotlibDeprecationWarning: shading='flat' when X and Y have the same dimensions as C is deprecated since 3.3. Either specify the corners of the quadrilaterals with X and Y, or pass shading='auto', 'nearest' or 'gouraud', or set rcParams['pcolor.shading']. This will become an error two minor releases later.\n", " ax.pcolormesh(bathy['nav_lon'],bathy['nav_lat'],bathy['Bathymetry'])\n" ] }, { "data": { "text/plain": [ "1.1363636363636362" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax=plt.subplots(1,1,figsize=(8,5))\n", "ax.pcolormesh(bathy['nav_lon'],bathy['nav_lat'],bathy['Bathymetry'])\n", "ax.set_xlim(-125.5,-124)\n", "ax.set_ylim(49.5,50.3)\n", "ax.plot(lonQU39,latQU39,'r*')\n", "viz_tools.set_aspect(ax,coords='map')" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Campbell River': {'lon lat': (-125.24, 50.04),\n", " 'stn number': 8074,\n", " 'mean sea lvl': 2.916,\n", " 'hist max sea lvl': 5.35,\n", " 'wind grid ji': (190, 102),\n", " 'NEMO grid ji': (747, 125),\n", " 'ww3 grid ji': (453, 109)},\n", " 'Cherry Point': {'lon lat': (-122.766667, 48.866667),\n", " 'stn number': 9449424,\n", " 'mean sea lvl': 3.543,\n", " 'hist max sea lvl': 5.846,\n", " 'wind grid ji': (122, 166),\n", " 'NEMO grid ji': (343, 342),\n", " 'ww3 grid ji': (193, 462)},\n", " 'Friday Harbor': {'lon lat': (-123.016667, 48.55),\n", " 'stn number': 9449880,\n", " 'mean sea lvl': 2.561,\n", " 'hist max sea lvl': 4.572,\n", " 'wind grid ji': (108, 155),\n", " 'NEMO grid ji': (300, 267),\n", " 'ww3 grid ji': (124, 427)},\n", " 'Halfmoon Bay': {'lon lat': (-123.912, 49.511),\n", " 'stn number': 7830,\n", " 'NEMO grid ji': (549, 254),\n", " 'wind grid ji': (158, 136),\n", " 'ww3 grid ji': (331, 297),\n", " 'mean sea lvl': 3.14,\n", " 'hist max sea lvl': 5.61},\n", " 'Nanaimo': {'lon lat': (-123.93, 49.16),\n", " 'stn number': 7917,\n", " 'mean sea lvl': 3.08,\n", " 'hist max sea lvl': 5.47,\n", " 'wind grid ji': (142, 133),\n", " 'NEMO grid ji': (484, 208),\n", " 'ww3 grid ji': (261, 298)},\n", " 'Neah Bay': {'lon lat': (-124.6, 48.4),\n", " 'stn number': 9443090,\n", " 'mean sea lvl': 1.925,\n", " 'hist max sea lvl': 4.359,\n", " 'wind grid ji': (111, 105),\n", " 'NEMO grid ji': (384, 15),\n", " 'ww3 grid ji': (89, 200)},\n", " 'New Westminster': {'lon lat': (-122.90535, 49.203683),\n", " 'stn number': 7654,\n", " 'mean sea lvl': 1.3,\n", " 'hist max sea lvl': 4.66,\n", " 'NEMO grid ji': (423, 363),\n", " 'wind grid ji': (138, 164)},\n", " 'Patricia Bay': {'lon lat': (-123.4515, 48.6536),\n", " 'stn number': 7277,\n", " 'mean sea lvl': 2.256,\n", " 'hist max sea lvl': 4.38,\n", " 'NEMO grid ji': (351, 214),\n", " 'wind grid ji': (115, 143),\n", " 'ww3 grid ji': (145, 363)},\n", " 'Point Atkinson': {'lon lat': (-123.25, 49.33),\n", " 'stn number': 7795,\n", " 'mean sea lvl': 3.09,\n", " 'hist max sea lvl': 5.61,\n", " 'wind grid ji': (146, 155),\n", " 'NEMO grid ji': (468, 329),\n", " 'ww3 grid ji': (296, 393)},\n", " 'Port Renfrew': {'lon lat': (-124.421, 48.555),\n", " 'stn number': 8525,\n", " 'mean sea lvl': 1.937,\n", " 'hist max sea lvl': 4.359,\n", " 'NEMO grid ji': (401, 61),\n", " 'wind grid ji': (117, 112),\n", " 'ww3 grid ji': (123, 226)},\n", " 'Sandy Cove': {'lon lat': (-123.23, 49.34),\n", " 'stn number': 7786,\n", " 'NEMO grid ji': (468, 333),\n", " 'wind grid ji': (146, 155),\n", " 'ww3 grid ji': (294, 396),\n", " 'mean sea lvl': 3.1,\n", " 'hist max sea lvl': 5.61},\n", " 'Squamish': {'lon lat': (-123.155, 49.694),\n", " 'stn number': 7811,\n", " 'NEMO grid ji': (532, 389),\n", " 'wind grid ji': (162, 160),\n", " 'ww3 grid ji': (370, 404),\n", " 'mean sea lvl': 3.14,\n", " 'hist max sea lvl': 5.61},\n", " 'Victoria': {'lon lat': (-123.3707, 48.424666),\n", " 'stn number': 7120,\n", " 'mean sea lvl': 1.881,\n", " 'hist max sea lvl': 3.76,\n", " 'wind grid ji': (104, 144),\n", " 'NEMO grid ji': (302, 196),\n", " 'ww3 grid ji': (90, 374)},\n", " 'Woodwards Landing': {'lon lat': (-123.0754, 49.1251),\n", " 'stn number': 7610,\n", " 'hist max sea lvl': 4.66,\n", " 'mean sea lvl': 1.84,\n", " 'NEMO grid ji': (414, 329),\n", " 'wind grid ji': (135, 138)},\n", " 'Boundary Bay': {'lon lat': (-122.925, 49.0),\n", " 'stn number': None,\n", " 'hist max sea lvl': 5.61,\n", " 'mean sea lvl': 3.09,\n", " 'NEMO grid ji': (380, 335),\n", " 'wind grid ji': (129, 162),\n", " 'ww3 grid ji': (222, 439)},\n", " 'Calamity Point': {'lon lat': (-123.1276, 49.31262),\n", " 'stn number': 7724,\n", " 'mean sea lvl': 3.001,\n", " 'NEMO grid ji': None,\n", " 'wind grid ji': (456, 344),\n", " 'ww3 grid ji': None},\n", " 'Vancouver Harbour': {'lon lat': (-123.1069, 49.28937),\n", " 'stn number': 7735,\n", " 'mean sea lvl': 3.001,\n", " 'NEMO grid ji': None,\n", " 'wind grid ji': (143, 159),\n", " 'ww3 grid ji': None},\n", " 'Port Moody': {'lon lat': (-122.8658, 49.28814),\n", " 'stn number': 7755,\n", " 'mean sea lvl': 3.143,\n", " 'NEMO grid ji': None,\n", " 'wind grid ji': (142, 166),\n", " 'ww3 grid ji': None},\n", " 'Indian Arm Head': {'lon lat': (-122.8864, 49.4615),\n", " 'stn number': 7774,\n", " 'mean sea lvl': 3.052,\n", " 'NEMO grid ji': None,\n", " 'wind grid ji': (150, 167),\n", " 'ww3 grid ji': None},\n", " '2nd Narrows Rail Bridge': {'lon lat': (-123.0247222, 49.2938889),\n", " 'stn number': 3160171,\n", " 'mean sea lvl': None,\n", " 'NEMO grid ji': None,\n", " 'wind grid ji': (143, 161),\n", " 'ww3 grid ji': None},\n", " 'Tsawwassen': {'lon lat': (-123.132722, 49.006165),\n", " 'stn number': None,\n", " 'mean sea lvl': None,\n", " 'NEMO grid ji': (396, 305),\n", " 'wind grid ji': (130, 155),\n", " 'ww3 grid ji': None,\n", " 'in berth radius': 0.0015},\n", " 'Duke Pt.': {'lon lat': (-123.89095676900132, 49.16340592936349),\n", " 'stn number': None,\n", " 'mean sea lvl': None,\n", " 'NEMO grid ji': (481, 213),\n", " 'wind grid ji': (142, 134),\n", " 'ww3 grid ji': None,\n", " 'in berth radius': 0.002},\n", " 'Horseshoe Bay': {'lon lat': (-123.2728, 49.3742),\n", " 'stn number': None,\n", " 'mean sea lvl': None,\n", " 'NEMO grid ji': (478, 331),\n", " 'wind grid ji': (148, 154),\n", " 'ww3 grid ji': None},\n", " 'Departure Bay': {'lon lat': (-123.8909, 49.1632),\n", " 'stn number': None,\n", " 'mean sea lvl': None,\n", " 'NEMO grid ji': (481, 213),\n", " 'wind grid ji': (142, 134),\n", " 'ww3 grid ji': None},\n", " 'Swartz Bay': {'lon lat': (-123.4102, 48.6882),\n", " 'stn number': None,\n", " 'mean sea lvl': None,\n", " 'NEMO grid ji': (354, 225),\n", " 'wind grid ji': (117, 144),\n", " 'ww3 grid ji': None},\n", " 'Vancouver': {'lon lat': (-123.1207, 49.2827)},\n", " 'Hope': {'lon lat': (-121.4419, 49.3858)},\n", " 'British Columbia': {'lon lat': (-123.6, 49.9)},\n", " 'Washington State': {'lon lat': (-123.8, 47.8)},\n", " 'Pacific Ocean': {'lon lat': (-125.6, 48.1)},\n", " 'Juan de Fuca Strait': {'lon lat': (-124.7, 48.47)},\n", " 'Puget Sound': {'lon lat': (-122.67, 48)},\n", " 'Strait of Georgia': {'lon lat': (-123.8, 49.3)},\n", " 'Central SJDF': {'lon lat': (-123.9534, 48.281677),\n", " 'NEMO grid ji': (315, 95),\n", " 'GEM2.5 grid ji': (101, 124)},\n", " 'Baynes Sound': {'lon lat': (-124.86022, 49.60356),\n", " 'NEMO grid ji': (635, 126)},\n", " 'S3': {'lon lat': (-123.558, 49.125),\n", " 'NEMO grid ji': (450, 258),\n", " 'GEM2.5 grid ji': (138, 144)},\n", " 'Cluster_1': {'NEMO grid ji': (241, 212),\n", " 'lon lat': (48.215, -123.099),\n", " 'Vector Stn': '64'},\n", " 'Cluster_2': {'NEMO grid ji': (294, 127),\n", " 'lon lat': (48.261, -123.717),\n", " 'Vector Stn': '69'},\n", " 'Cluster_3': {'NEMO grid ji': (376, 291),\n", " 'lon lat': (48.899, -123.138),\n", " 'Vector Stn': '45'},\n", " 'Cluster_4': {'NEMO grid ji': (282, 305),\n", " 'lon lat': (48.555, -122.75),\n", " 'Vector Stn': '53'},\n", " 'Cluster_5': {'NEMO grid ji': (344, 271),\n", " 'lon lat': (48.735, -123.135),\n", " 'Vector Stn': '57'},\n", " 'Cluster_6': {'NEMO grid ji': (320, 68),\n", " 'lon lat': (48.249, -124.11),\n", " 'Vector Stn': '73'},\n", " 'Cluster_7': {'NEMO grid ji': (504, 246),\n", " 'lon lat': (49.317, -123.801),\n", " 'Vector Stn': '27'},\n", " 'Cluster_8': {'NEMO grid ji': (646, 168),\n", " 'lon lat': (49.726, -124.679),\n", " 'Vector Stn': '12'},\n", " 'Cluster_9': {'NEMO grid ji': (423, 300), 'lon lat': (49.101, -123.249)},\n", " 'Central node': {'lon lat': (-123.425825, 49.040066666),\n", " 'depth': 294,\n", " 'NEMO grid ji': (424, 266),\n", " 'wind grid ji': (133, 147),\n", " 'ONC stationCode': 'SCVIP'},\n", " 'Delta BBL node': {'lon lat': (-123.339633, 49.074766),\n", " 'depth': 143,\n", " 'NEMO grid ji': (424, 283),\n", " 'wind grid ji': (134, 150),\n", " 'ONC stationCode': 'LSBBL'},\n", " 'Delta DDL node': {'lon lat': (-123.32972, 49.08495),\n", " 'depth': 107,\n", " 'NEMO grid ji': (426, 286),\n", " 'wind grid ji': (135, 150),\n", " 'ONC stationCode': 'USDDL'},\n", " 'East node': {'lon lat': (-123.316836666, 49.04316),\n", " 'depth': 164,\n", " 'NEMO grid ji': (417, 283),\n", " 'wind grid ji': (133, 150),\n", " 'ONC stationCode': 'SEVIP'},\n", " 'Ballenas Islands': {'lon lat': (-124.16, 49.35),\n", " 'NEMO grid ji': (536, 197),\n", " 'wind grid ji': (152, 127)},\n", " 'Discovery Island': {'lon lat': (-123.226, 48.425),\n", " 'NEMO grid ji': (291, 219),\n", " 'wind grid ji': (104, 148)},\n", " 'Entrance Island': {'lon lat': (-123.811, 49.209),\n", " 'NEMO grid ji': (484, 231),\n", " 'wind grid ji': (143, 137)},\n", " 'Race Rocks': {'lon lat': (-123.531, 48.298),\n", " 'NEMO grid ji': (288, 159),\n", " 'wind grid ji': (99, 137)},\n", " 'Sand Heads': {'lon lat': (-123.3, 49.1),\n", " 'stn number': 7594,\n", " 'NEMO grid ji': (426, 293),\n", " 'mean sea lvl': 2.875,\n", " 'hist max sea lvl': 5.3950000000000005,\n", " 'GEM2.5 grid ji': (135, 151),\n", " 'wind grid ji': (135, 151),\n", " 'ww3 grid ji': (246, 385)},\n", " 'Saturna Island': {'lon lat': (-123.045, 48.784),\n", " 'NEMO grid ji': (347, 290),\n", " 'wind grid ji': (119, 156)},\n", " 'Sisters Islet': {'lon lat': (-124.43, 49.49),\n", " 'NEMO grid ji': (582, 175),\n", " 'GEM2.5 grid ji': (160, 120),\n", " 'wind grid ji': (160, 120)},\n", " 'Esquimalt': {'lon lat': (-123.439, 48.432),\n", " 'NEMO grid ji': (307, 189),\n", " 'wind grid ji': (105, 141)},\n", " 'Pam Rocks': {'lon lat': (-123.299, 49.488),\n", " 'NEMO grid ji': (502, 341),\n", " 'wind grid ji': (153, 154)},\n", " 'Halibut Bank': {'lon lat': (-123.72, 49.34),\n", " 'NEMO grid ji': (503, 261),\n", " 'GEM2.5 grid ji': (149, 141),\n", " 'wind grid ji': (149, 141),\n", " 'EC buoy number': 46146},\n", " 'Sentry Shoal': {'lon lat': (-125.0, 49.92),\n", " 'NEMO grid ji': (707, 145),\n", " 'GEM2.5 grid ji': (183, 107),\n", " 'wind grid ji': (183, 107),\n", " 'EC buoy number': 46131},\n", " 'Egmont': {'lon lat': (-123.93, 49.75), 'NEMO grid ji': (598, 282)},\n", " 'Comox Airport': {'lon lat': (-124.9, 49.717),\n", " 'NEMO grid ji': (660, 134),\n", " 'wind grid ji': (173, 108)},\n", " 'Squamish Airport': {'lon lat': (-123.161, 49.783),\n", " 'wind grid ji': (166, 161)},\n", " 'YVR': {'lon lat': (-123.184, 49.195),\n", " 'GEM2.5 grid ji': (139, 155),\n", " 'wind grid ji': (139, 155)},\n", " 'Hoodsport': {'lon lat': (-123.1126, 47.4218), 'NEMO grid ji': (89, 114)},\n", " 'Twanoh': {'lon lat': (-123.0083, 47.375), 'NEMO grid ji': (72, 123)},\n", " 'DabobBay': {'lon lat': (-122.8029, 47.8031), 'NEMO grid ji': (141, 205)},\n", " 'PointWells': {'lon lat': (-122.3972, 47.7612), 'NEMO grid ji': (104, 259)},\n", " 'CarrInlet': {'lon lat': (-122.73, 47.28), 'NEMO grid ji': (34, 152)},\n", " 'Hansville': {'lon lat': (-122.627, 47.90733), 'NEMO grid ji': (148, 243)},\n", " 'Dockton': {'lon lat': (-122.45722, 47.37611), 'NEMO grid ji': (34, 204)},\n", " 'PointWilliams': {'lon lat': (-122.40612, 47.53716),\n", " 'NEMO grid ji': (62, 231)},\n", " 'Sandheads': {'lon lat': (-123.3, 49.1),\n", " 'stn number': 7594,\n", " 'NEMO grid ji': (426, 293),\n", " 'mean sea lvl': 2.875,\n", " 'hist max sea lvl': 5.3950000000000005,\n", " 'GEM2.5 grid ji': (135, 151),\n", " 'wind grid ji': (135, 151),\n", " 'ww3 grid ji': (246, 385)}}" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "places.PLACES" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "736 144\n" ] } ], "source": [ "# NEMO grid\n", "j,i=geo_tools.find_closest_model_point(lonQU39,latQU39,mesh.variables['nav_lon'][:,:],mesh.variables['nav_lat'][:,:])\n", "print(j,i)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_keys(['atmpres', 'nav_lat', 'nav_lon', 'precip', 'qair', 'solar', 'tair', 'therm_rad', 'time_counter', 'u_wind', 'v_wind', 'x', 'y'])" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# ops grid\n", "ops=nc.Dataset('/results/forcing/atmospheric/GEM2.5/operational/ops_y2015m08d16.nc')\n", "ops.variables.keys()" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "189 106\n" ] } ], "source": [ "jo,io=geo_tools.find_closest_model_point(lonQU39,latQU39,ops.variables['nav_lon'][:,:]-360,ops.variables['nav_lat'][:,:],grid='GEM2.5',)\n", "print(jo,io)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python (py39)", "language": "python", "name": "py39" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.2" } }, "nbformat": 4, "nbformat_minor": 4 }