diff --git a/HW04_official.ipynb b/HW04_official.ipynb new file mode 100644 index 0000000..9dac415 --- /dev/null +++ b/HW04_official.ipynb @@ -0,0 +1,10634 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For this assignment, use the ERA-5 *monthly mean* data at NCAR (DOI: 10.5065/P8GT-0R61) as we did in Module 2. Feel free to reduce the data to 1 degree resolution if you need to save data download times.\n", + "\n", + "\n", + "1) Create a dataset that contains the monthly means of Sea Surface Temperature anomalies and total column water vapor from Jan 1979-Dec 2023 over the Pacific Basin (65°N to 65°S, 120°E to 60°W) masked out over land - save this to your computer. The land sea mask is available here: \n", + "\n", + "https://thredds.rda.ucar.edu/thredds/catalog/files/g/ds633.0/e5.oper.invariant/197901/catalog.html?dataset=files/g/ds633.0/e5.oper.invariant/197901/e5.oper.invariant.128_172_lsm.ll025sc.1979010100_1979010100.nc\n", + "\n", + "*Skill check in:* due Friday, Mar 1, end of day to slack: Plot maps of the mean SST and mean total column water vapor for the entire period of record." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "# import needed packages\n", + "\n", + "import xarray as xr\n", + "import pandas as pd \n", + "import numpy as np \n", + "import datetime as datetime \n", + "import cartopy.crs as ccrs\n", + "import cartopy.feature as cfeature\n", + "import matplotlib.pyplot as plt\n", + "from pylab import rcParams\n", + "from sklearn.linear_model import LinearRegression\n", + "from statsmodels.graphics.tsaplots import plot_acf, plot_pacf\n", + "from statsmodels.tsa import api as smt\n", + "from statsmodels.tsa.seasonal import seasonal_decompose\n", + "from statsmodels.tsa.stattools import adfuller\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# import dask and start client\n", + "\n", + "import dask\n", + "from dask.distributed import Client, progress\n", + "dask.config.set(temporary_directory='/tmp/snesbitt/dask-worker/')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "client = Client() # set up local cluster on your laptop\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "ds = xr.open_dataset('https://thredds.rda.ucar.edu/thredds/dodsC/aggregations/g/ds633.1/2/TP',\n", + " chunks={'time':'500MB'})\n", + "\n", + "variables = ['Total_column_water_vapour_surface_Mixed_intervals_Average',\n", + " 'Sea_surface_temperature_surface_Mixed_intervals_Average']\n", + "#select the two needed variables every 4th point to get 1 degree resolution\n", + "ds = ds[variables].sel(lat=slice(65, -65, 4), lon=slice(120, 300, 4))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Dimensions:                                                    (time: 516,\n",
+       "                                                                lat: 130,\n",
+       "                                                                lon: 181)\n",
+       "Coordinates:\n",
+       "  * lat                                                        (lat) float32 ...\n",
+       "  * lon                                                        (lon) float32 ...\n",
+       "  * time                                                       (time) datetime64[ns] ...\n",
+       "    reftime                                                    (time) datetime64[ns] dask.array<chunksize=(516,), meta=np.ndarray>\n",
+       "Data variables:\n",
+       "    Total_column_water_vapour_surface_Mixed_intervals_Average  (time, lat, lon) float32 dask.array<chunksize=(120, 130, 181), meta=np.ndarray>\n",
+       "    Sea_surface_temperature_surface_Mixed_intervals_Average    (time, lat, lon) float32 dask.array<chunksize=(120, 130, 181), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    Originating_or_generating_Center:     European Centre for Medium Range We...\n",
+       "    Originating_or_generating_Subcenter:  0\n",
+       "    GRIB_table_version:                   0,128\n",
+       "    file_format:                          GRIB-1\n",
+       "    Conventions:                          CF-1.6\n",
+       "    history:                              Read using CDM IOSP GribCollection v3\n",
+       "    featureType:                          GRID\n",
+       "    _CoordSysBuilder:                     ucar.nc2.dataset.conv.CF1Convention
" + ], + "text/plain": [ + "\n", + "Dimensions: (time: 516,\n", + " lat: 130,\n", + " lon: 181)\n", + "Coordinates:\n", + " * lat (lat) float32 ...\n", + " * lon (lon) float32 ...\n", + " * time (time) datetime64[ns] ...\n", + " reftime (time) datetime64[ns] dask.array\n", + "Data variables:\n", + " Total_column_water_vapour_surface_Mixed_intervals_Average (time, lat, lon) float32 dask.array\n", + " Sea_surface_temperature_surface_Mixed_intervals_Average (time, lat, lon) float32 dask.array\n", + "Attributes:\n", + " Originating_or_generating_Center: European Centre for Medium Range We...\n", + " Originating_or_generating_Subcenter: 0\n", + " GRIB_table_version: 0,128\n", + " file_format: GRIB-1\n", + " Conventions: CF-1.6\n", + " history: Read using CDM IOSP GribCollection v3\n", + " featureType: GRID\n", + " _CoordSysBuilder: ucar.nc2.dataset.conv.CF1Convention" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# check ds\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# get it in netcdf format\n", + "#ds.to_netcdf('raw_data.nc')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Dimensions:                                                    (time: 516,\n",
+       "                                                                lat: 130,\n",
+       "                                                                lon: 181)\n",
+       "Coordinates:\n",
+       "  * lat                                                        (lat) float32 ...\n",
+       "  * lon                                                        (lon) float32 ...\n",
+       "  * time                                                       (time) datetime64[ns] ...\n",
+       "    reftime                                                    (time) datetime64[ns] ...\n",
+       "Data variables:\n",
+       "    Total_column_water_vapour_surface_Mixed_intervals_Average  (time, lat, lon) float32 ...\n",
+       "    Sea_surface_temperature_surface_Mixed_intervals_Average    (time, lat, lon) float32 ...\n",
+       "Attributes:\n",
+       "    Originating_or_generating_Center:     European Centre for Medium Range We...\n",
+       "    Originating_or_generating_Subcenter:  0\n",
+       "    GRIB_table_version:                   0,128\n",
+       "    file_format:                          GRIB-1\n",
+       "    Conventions:                          CF-1.6\n",
+       "    history:                              Read using CDM IOSP GribCollection v3\n",
+       "    featureType:                          GRID\n",
+       "    _CoordSysBuilder:                     ucar.nc2.dataset.conv.CF1Convention
" + ], + "text/plain": [ + "\n", + "Dimensions: (time: 516,\n", + " lat: 130,\n", + " lon: 181)\n", + "Coordinates:\n", + " * lat (lat) float32 ...\n", + " * lon (lon) float32 ...\n", + " * time (time) datetime64[ns] ...\n", + " reftime (time) datetime64[ns] ...\n", + "Data variables:\n", + " Total_column_water_vapour_surface_Mixed_intervals_Average (time, lat, lon) float32 ...\n", + " Sea_surface_temperature_surface_Mixed_intervals_Average (time, lat, lon) float32 ...\n", + "Attributes:\n", + " Originating_or_generating_Center: European Centre for Medium Range We...\n", + " Originating_or_generating_Subcenter: 0\n", + " GRIB_table_version: 0,128\n", + " file_format: GRIB-1\n", + " Conventions: CF-1.6\n", + " history: Read using CDM IOSP GribCollection v3\n", + " featureType: GRID\n", + " _CoordSysBuilder: ucar.nc2.dataset.conv.CF1Convention" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "raw_ds = xr.open_dataset('raw_data.nc')\n", + "raw_ds" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# Open the land-sea mask dataset\n", + "ds_lsm = xr.open_dataset(\n", + " 'https://thredds.rda.ucar.edu/thredds/dodsC/files/g/ds633.0/e5.oper.invariant/197901/e5.oper.invariant.128_172_lsm.ll025sc.1979010100_1979010100.nc',\n", + " engine='netcdf4'\n", + ")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset>\n",
+       "Dimensions:    (latitude: 721, longitude: 1440, time: 1)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
+       "  * longitude  (longitude) float64 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
+       "  * time       (time) datetime64[ns] 1979-01-01\n",
+       "Data variables:\n",
+       "    utc_date   (time) int32 ...\n",
+       "    LSM        (time, latitude, longitude) float32 ...\n",
+       "Attributes:\n",
+       "    _NCProperties:                   version=1|netcdflibversion=4.6.1|hdf5lib...\n",
+       "    DATA_SOURCE:                     ECMWF: https://cds.climate.copernicus.eu...\n",
+       "    NETCDF_CONVERSION:               CISL RDA: Conversion from ECMWF GRIB1 da...\n",
+       "    NETCDF_VERSION:                  4.6.1\n",
+       "    CONVERSION_PLATFORM:             Linux casper04 3.10.0-693.21.1.el7.x86_6...\n",
+       "    CONVERSION_DATE:                 Mon May 13 18:10:35 MDT 2019\n",
+       "    Conventions:                     CF-1.6\n",
+       "    NETCDF_COMPRESSION:              NCO: Precision-preserving compression to...\n",
+       "    history:                         Mon May 13 18:10:35 2019: ncks -4 --ppc ...\n",
+       "    NCO:                             netCDF Operators version 4.7.4 (http://n...\n",
+       "    DODS_EXTRA.Unlimited_Dimension:  time
" + ], + "text/plain": [ + "\n", + "Dimensions: (latitude: 721, longitude: 1440, time: 1)\n", + "Coordinates:\n", + " * latitude (latitude) float64 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n", + " * longitude (longitude) float64 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n", + " * time (time) datetime64[ns] 1979-01-01\n", + "Data variables:\n", + " utc_date (time) int32 ...\n", + " LSM (time, latitude, longitude) float32 ...\n", + "Attributes:\n", + " _NCProperties: version=1|netcdflibversion=4.6.1|hdf5lib...\n", + " DATA_SOURCE: ECMWF: https://cds.climate.copernicus.eu...\n", + " NETCDF_CONVERSION: CISL RDA: Conversion from ECMWF GRIB1 da...\n", + " NETCDF_VERSION: 4.6.1\n", + " CONVERSION_PLATFORM: Linux casper04 3.10.0-693.21.1.el7.x86_6...\n", + " CONVERSION_DATE: Mon May 13 18:10:35 MDT 2019\n", + " Conventions: CF-1.6\n", + " NETCDF_COMPRESSION: NCO: Precision-preserving compression to...\n", + " history: Mon May 13 18:10:35 2019: ncks -4 --ppc ...\n", + " NCO: netCDF Operators version 4.7.4 (http://n...\n", + " DODS_EXTRA.Unlimited_Dimension: time" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the dataset opens perfectly\n", + "ds_lsm" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "I ended up using someone elses suggestion on slack in reference to using the SST dataset as a mask, since my LSM mask was not working at all." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Dimensions:    (latitude: 131, longitude: 181, time: 1)\n",
+       "Coordinates:\n",
+       "  * latitude   (latitude) float64 65.0 64.0 63.0 62.0 ... -63.0 -64.0 -65.0\n",
+       "  * longitude  (longitude) float64 120.0 121.0 122.0 123.0 ... 298.0 299.0 300.0\n",
+       "  * time       (time) datetime64[ns] 1979-01-01\n",
+       "Data variables:\n",
+       "    utc_date   (time) int32 ...\n",
+       "    LSM        (time, latitude, longitude) float32 ...\n",
+       "Attributes:\n",
+       "    _NCProperties:                   version=1|netcdflibversion=4.6.1|hdf5lib...\n",
+       "    DATA_SOURCE:                     ECMWF: https://cds.climate.copernicus.eu...\n",
+       "    NETCDF_CONVERSION:               CISL RDA: Conversion from ECMWF GRIB1 da...\n",
+       "    NETCDF_VERSION:                  4.6.1\n",
+       "    CONVERSION_PLATFORM:             Linux casper04 3.10.0-693.21.1.el7.x86_6...\n",
+       "    CONVERSION_DATE:                 Mon May 13 18:10:35 MDT 2019\n",
+       "    Conventions:                     CF-1.6\n",
+       "    NETCDF_COMPRESSION:              NCO: Precision-preserving compression to...\n",
+       "    history:                         Mon May 13 18:10:35 2019: ncks -4 --ppc ...\n",
+       "    NCO:                             netCDF Operators version 4.7.4 (http://n...\n",
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" + ], + "text/plain": [ + "\n", + "Dimensions: (latitude: 131, longitude: 181, time: 1)\n", + "Coordinates:\n", + " * latitude (latitude) float64 65.0 64.0 63.0 62.0 ... -63.0 -64.0 -65.0\n", + " * longitude (longitude) float64 120.0 121.0 122.0 123.0 ... 298.0 299.0 300.0\n", + " * time (time) datetime64[ns] 1979-01-01\n", + "Data variables:\n", + " utc_date (time) int32 ...\n", + " LSM (time, latitude, longitude) float32 ...\n", + "Attributes:\n", + " _NCProperties: version=1|netcdflibversion=4.6.1|hdf5lib...\n", + " DATA_SOURCE: ECMWF: https://cds.climate.copernicus.eu...\n", + " NETCDF_CONVERSION: CISL RDA: Conversion from ECMWF GRIB1 da...\n", + " NETCDF_VERSION: 4.6.1\n", + " CONVERSION_PLATFORM: Linux casper04 3.10.0-693.21.1.el7.x86_6...\n", + " CONVERSION_DATE: Mon May 13 18:10:35 MDT 2019\n", + " Conventions: CF-1.6\n", + " NETCDF_COMPRESSION: NCO: Precision-preserving compression to...\n", + " history: Mon May 13 18:10:35 2019: ncks -4 --ppc ...\n", + " NCO: netCDF Operators version 4.7.4 (http://n...\n", + " DODS_EXTRA.Unlimited_Dimension: time" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# define the Pacific Basin\n", + "#lat_min, lat_max = -65, 65\n", + "#lon_min, lon_max = 120, 300 # 60°W = 300°E\n", + "\n", + "# select the land-sea mask data for the Pacific Basin\n", + "lsm_pacific_basin = ds_lsm.sel(latitude=slice(65, -65, 4), longitude=slice(120, 300, 4))\n", + "\n", + "lsm_pacific_basin\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "Coordinates:\n",
+       "  * lat      (lat) float64 65.0 64.0 63.0 62.0 61.0 ... -62.0 -63.0 -64.0 -65.0\n",
+       "  * lon      (lon) float64 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0
" + ], + "text/plain": [ + "\n", + "array([[False, False, False, ..., True, True, True],\n", + " [False, False, False, ..., True, True, True],\n", + " [False, False, False, ..., True, True, True],\n", + " ...,\n", + " [ True, True, True, ..., False, False, False],\n", + " [ True, True, True, ..., False, False, False],\n", + " [ True, True, True, ..., False, False, False]])\n", + "Coordinates:\n", + " * lat (lat) float64 65.0 64.0 63.0 62.0 61.0 ... -62.0 -63.0 -64.0 -65.0\n", + " * lon (lon) float64 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Rename coords to lat and lon to match the initial dataset\n", + "lsm_pb_mask = lsm_pacific_basin.rename({'latitude':'lat','longitude':'lon'})\n", + "\n", + "#lsm_pb_mask\n", + "lsm_filter = (lsm_pb_mask.LSM == 0).squeeze(['time'], drop=True)\n", + "\n", + "lsm_filter\n", + "# Find where only water is on the map\n", + "#sea_only_lsm=total_water_mean.where(mask\n", + "#filtered_ds = raw_ds.where(lsm_filter, drop=True)\n", + "\n", + "# Apply the land-sea mask to your dataset by multiplication\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# Collapse the time dimension of the land-sea mask dataset, it does not contribute much either way\n", + "# since it has one time stamp\n", + "#lsm_pacific = lsm_pacific_basin.mean(dim='time')\n", + "\n", + "# Apply land sea mask to sst ds\n", + "#sst_ds_mask = sst_ds.where(lsm_pacific == 1)\n", + "#sst_ds_mask\n", + "\n", + "# Apply land sea mask to tcwv ds\n", + "#tcwv_ds_mask = tcwv_ds.where(lsm_pacific == 1)\n", + "#tcwv_ds_mask\n", + "\n", + "# I did use chatgpt to help with applying the mask! \n", + "# helpful explanation:\n", + "# condition lsm_pacific == 1, we're specifying that we want to keep the values from the original dataset where the land-sea mask equals 1 (sea areas) \n", + "# and replace values where the mask equals 0 (land areas) with NaNs.\n", + "# In most land-sea mask datasets, the convention is to use 1 to represent sea areas and 0 to represent land areas." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "So, I left this above section of code in however please disregard it" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "SKILL CHECK-IN" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "  * time     (time) datetime64[ns] 1979-01-16T12:00:00 ... 2021-12-16T12:00:00\n",
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<xarray.DataArray 'Sea_surface_temperature_surface_Mixed_intervals_Average' (\n",
+       "                                                                             lat: 130,\n",
+       "                                                                             lon: 181)>\n",
+       "array([[       nan,        nan,        nan, ..., -273.1493 , -273.14996,\n",
+       "        -273.1504 ],\n",
+       "       [       nan,        nan,        nan, ..., -273.14954, -273.15048,\n",
+       "        -273.15033],\n",
+       "       [       nan,        nan,        nan, ..., -273.15015, -273.15002,\n",
+       "        -273.15005],\n",
+       "       ...,\n",
+       "       [-273.15015, -273.15012, -273.15012, ..., -273.1499 , -273.14987,\n",
+       "        -273.1501 ],\n",
+       "       [-273.1499 , -273.15002, -273.1501 , ..., -273.1498 , -273.14987,\n",
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+       "Coordinates:\n",
+       "  * lat      (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n",
+       "  * lon      (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0
" + ], + "text/plain": [ + "\n", + "array([[ nan, nan, nan, ..., -273.1493 , -273.14996,\n", + " -273.1504 ],\n", + " [ nan, nan, nan, ..., -273.14954, -273.15048,\n", + " -273.15033],\n", + " [ nan, nan, nan, ..., -273.15015, -273.15002,\n", + " -273.15005],\n", + " ...,\n", + " [-273.15015, -273.15012, -273.15012, ..., -273.1499 , -273.14987,\n", + " -273.1501 ],\n", + " [-273.1499 , -273.15002, -273.1501 , ..., -273.1498 , -273.14987,\n", + " -273.15002],\n", + " [-273.15005, -273.15057, -273.1503 , ..., -273.14984, -273.15002,\n", + " nan]], dtype=float32)\n", + "Coordinates:\n", + " * lat (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n", + " * lon (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# convert kelvin to celcius\n", + "sst_anomalies_c = sst_anomalies - 273.15\n", + "#sst_anomalies_c\n", + "sst_ano_c = sst_anomalies_c.mean(dim='time')\n", + "sst_ano_c\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'Sea_surface_temperature_surface_Mixed_intervals_Average' (\n",
+       "                                                                             lat: 130,\n",
+       "                                                                             lon: 181)>\n",
+       "array([[        nan,         nan,         nan, ..., -0.5248413 ,\n",
+       "        -0.4333191 , -0.32754517],\n",
+       "       [        nan,         nan,         nan, ..., -0.2901001 ,\n",
+       "        -0.10928345,  0.41610718],\n",
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+       "       [-0.42175293, -0.42214966, -0.3949585 , ..., -0.16067505,\n",
+       "        -0.15649414, -0.3138733 ],\n",
+       "       [-0.67263794, -0.627594  , -0.6079712 , ..., -0.49212646,\n",
+       "        -0.39074707, -0.9202881 ],\n",
+       "       [-1.0346985 , -0.99823   , -0.9841614 , ..., -1.0112305 ,\n",
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+       "  * lon      (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0
" + ], + "text/plain": [ + "\n", + "array([[ nan, nan, nan, ..., -0.5248413 ,\n", + " -0.4333191 , -0.32754517],\n", + " [ nan, nan, nan, ..., -0.2901001 ,\n", + " -0.10928345, 0.41610718],\n", + " [ nan, nan, nan, ..., 0.02636719,\n", + " 0.6934204 , 1.5308533 ],\n", + " ...,\n", + " [-0.42175293, -0.42214966, -0.3949585 , ..., -0.16067505,\n", + " -0.15649414, -0.3138733 ],\n", + " [-0.67263794, -0.627594 , -0.6079712 , ..., -0.49212646,\n", + " -0.39074707, -0.9202881 ],\n", + " [-1.0346985 , -0.99823 , -0.9841614 , ..., -1.0112305 ,\n", + " -1.4147644 , nan]], dtype=float32)\n", + "Coordinates:\n", + " * lat (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n", + " * lon (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# convert kelvin to celcius\n", + "sst_avg_c = sst_avg - 273.15\n", + "sst_avg_c" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "       [6.6010046, 6.642698 , 6.687775 , ..., 7.800156 , 7.7307844,\n",
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" + ], + "text/plain": [ + "\n", + "array([[ nan, nan, nan, ..., 7.2652626, 7.301556 ,\n", + " 7.3453784],\n", + " [ nan, nan, nan, ..., 7.540066 , 7.58028 ,\n", + " 7.6451983],\n", + " [ nan, nan, nan, ..., 7.831519 , 7.8995957,\n", + " 7.982397 ],\n", + " ...,\n", + " [6.6010046, 6.642698 , 6.687775 , ..., 7.800156 , 7.7307844,\n", + " 7.6080174],\n", + " [6.1961045, 6.2419133, 6.2850037, ..., 7.343944 , 7.350072 ,\n", + " 7.1706514],\n", + " [5.7423973, 5.7851033, 5.8230634, ..., 6.843616 , 5.137864 ,\n", + " nan]], dtype=float32)\n", + "Coordinates:\n", + " * lat (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n", + " * lon (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#tcwv_avg = raw_ds['Total_column_water_vapour_surface_Mixed_intervals_Average'].mean(dim='time')\n", + "\n", + "tcwv_avg = tcwv_masked.mean(dim='time')\n", + "tcwv_avg" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.cm as cmap \n", + "\n", + "# establish lat and lon values for future use\n", + "lat = sst_avg_c['lat']\n", + "lon = sst_avg_c['lon']\n", + "\n", + "# Create meshgrid\n", + "X, Y = np.meshgrid(lon, lat)\n", + "\n", + "# Create figure and projection\n", + "fig, ax = plt.subplots(figsize=(10, 8), subplot_kw={'projection': ccrs.PlateCarree(central_longitude=180)})\n", + "\n", + "# Plot everything! \n", + "p1 = ax.contourf(X, Y, sst_avg_c, cmap='coolwarm', transform=ccrs.PlateCarree())\n", + "ax.add_feature(cfeature.COASTLINE, linewidth=0.5)\n", + "ax.add_feature(cfeature.STATES, linewidth=0.5)\n", + "ax.gridlines(draw_labels=True, linewidth=0.5, color='gray', linestyle='--')\n", + "\n", + "# Add titles, labels, ect\n", + "plt.title(\"Mean SST over the Pacific Basin from 1979 to 2021\")\n", + "plt.colorbar(p1, label=\"Celcius (C)\")\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# establish lat and lon values for future use\n", + "lat2 = tcwv_avg['lat']\n", + "lon2 = tcwv_avg['lon']\n", + "\n", + "# Create meshgrid\n", + "X2, Y2 = np.meshgrid(lon2, lat2)\n", + "\n", + "# Create figure and projection\n", + "fig, ax = plt.subplots(figsize=(10, 8), subplot_kw={'projection': ccrs.PlateCarree(central_longitude=180)})\n", + "\n", + "# Plot everything! \n", + "p2 = ax.contourf(X2, Y2, tcwv_avg, cmap='coolwarm', transform=ccrs.PlateCarree())\n", + "ax.add_feature(cfeature.COASTLINE, linewidth=0.5)\n", + "ax.add_feature(cfeature.STATES, linewidth=0.5)\n", + "ax.gridlines(draw_labels=True, linewidth=0.5, color='gray', linestyle='--')\n", + "\n", + "# Add titles, labels, ect\n", + "plt.title(\"Mean TCWV over the Pacific Basin from 1979 to 2021\")\n", + "plt.colorbar(p2, label=\"kg m**-2\")\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "END SKILL CHECK-IN" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "2) From the dataset shown in 1, compute anomalies by deseasonalizing the data (remove the mean monthly anomaly from the annual mean from each point), detrend, and standardize the SST anomalies. Standardization means subtract the long term mean and divide by the standard deviation, which can be accomplished using the methods described here: [6.3. Preprocessing data — scikit-learn 1.1.2 documentation](https://scikit-learn.org/stable/modules/preprocessing.html)\n", + " \n", + " Hints: [Monthly data analysis — PyCLIM_101 0.2 documentation](https://climate.usu.edu/people/yoshi/pyclm101/monthly.html)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'Sea_surface_temperature_surface_Mixed_intervals_Average' (\n",
+       "                                                                             time: 516,\n",
+       "                                                                             lat: 130,\n",
+       "                                                                             lon: 181)>\n",
+       "array([[[      nan,       nan, ..., 271.4602 , 271.46118],\n",
+       "        [      nan,       nan, ..., 271.48364, 272.14478],\n",
+       "        ...,\n",
+       "        [273.76782, 273.75806, ..., 274.1194 , 273.81274],\n",
+       "        [273.04907, 273.0647 , ..., 271.44165,       nan]],\n",
+       "\n",
+       "       [[      nan,       nan, ..., 271.4602 , 271.4602 ],\n",
+       "        [      nan,       nan, ..., 271.46313, 271.89087],\n",
+       "        ...,\n",
+       "        [273.49536, 273.50806, ..., 273.927  , 273.71802],\n",
+       "        [272.51587, 272.54907, ..., 271.73657,       nan]],\n",
+       "\n",
+       "       ...,\n",
+       "\n",
+       "       [[      nan,       nan, ..., 272.99854, 273.05615],\n",
+       "        [      nan,       nan, ..., 273.2378 , 274.1714 ],\n",
+       "        ...,\n",
+       "        [271.6831 , 271.85596, ..., 273.1001 , 272.63135],\n",
+       "        [271.46045, 271.46045, ..., 271.98682,       nan]],\n",
+       "\n",
+       "       [[      nan,       nan, ..., 271.6001 , 271.63037],\n",
+       "        [      nan,       nan, ..., 271.7202 , 272.53467],\n",
+       "        ...,\n",
+       "        [272.7915 , 272.8169 , ..., 273.6831 , 273.01416],\n",
+       "        [272.1079 , 272.24658, ..., 272.8042 ,       nan]]], dtype=float32)\n",
+       "Coordinates:\n",
+       "  * lat      (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n",
+       "  * lon      (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0\n",
+       "  * time     (time) datetime64[ns] 1979-01-16T12:00:00 ... 2021-12-16T12:00:00\n",
+       "    reftime  (time) datetime64[ns] ...\n",
+       "Attributes: (12/15)\n",
+       "    long_name:                       Sea surface temperature (Mixed_intervals...\n",
+       "    units:                           K\n",
+       "    description:                     v-component of wind\n",
+       "    grid_mapping:                    LatLon_Projection\n",
+       "    Grib_Statistical_Interval_Type:  Average\n",
+       "    Grib_Variable_Id:                VAR_98-0-128-34_L1_Imixed_S123\n",
+       "    ...                              ...\n",
+       "    Grib1_Parameter:                 34\n",
+       "    Grib1_Parameter_Name:            sst\n",
+       "    Grib1_Level_Type:                1\n",
+       "    Grib1_Level_Desc:                Ground or water surface\n",
+       "    Grib1_Interval_Type:             123\n",
+       "    Grib1_Interval_Name:             Average of N uninitialized analyses, int...
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+       "  * lat      (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n",
+       "  * lon      (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0\n",
+       "  * time     (time) datetime64[ns] 1979-01-16T12:00:00 ... 2021-12-16T12:00:00\n",
+       "    reftime  (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-12-01\n",
+       "    month    (time) int64 1 2 3 4 5 6 7 8 9 10 11 ... 2 3 4 5 6 7 8 9 10 11 12
" + ], + "text/plain": [ + "\n", + "array([[[ nan, nan, nan, ..., 0.5935346 ,\n", + " 0.5138605 , 0.4382806 ],\n", + " [ nan, nan, nan, ..., 0.53291255,\n", + " 0.5176288 , 1.3575606 ],\n", + " [ nan, nan, nan, ..., 0.5830688 ,\n", + " 1.5065683 , 2.6511858 ],\n", + " ...,\n", + " [ 0.19354516, -0.14119779, -0.14978243, ..., -0.6414988 ,\n", + " -0.46686178, -0.08830868],\n", + " [-0.4205489 , -0.50728834, -0.61806434, ..., -0.05237073,\n", + " 0.09248975, 0.9538125 ],\n", + " [-0.5378388 , -0.5573905 , -0.66792727, ..., -0.4324265 ,\n", + " -1.0263283 , nan]],\n", + "\n", + " [[ nan, nan, nan, ..., 0.5915164 ,\n", + " 0.5204921 , 0.47397226],\n", + " [ nan, nan, nan, ..., 0.5376562 ,\n", + " 0.5228397 , 1.1560817 ],\n", + " [ nan, nan, nan, ..., 0.54482335,\n", + " 1.6081692 , 2.708512 ],\n", + "...\n", + " [ 0.4637547 , 0.5418504 , 0.45795974, ..., 0.6290373 ,\n", + " 1.0670747 , 1.0824909 ],\n", + " [-0.10423712, 0.09403797, 0.29788786, ..., 0.7362118 ,\n", + " 0.6672689 , 0.34232908],\n", + " [-0.17130327, -0.21383688, -0.2621769 , ..., 0.45517355,\n", + " 0.10544161, nan]],\n", + "\n", + " [[ nan, nan, nan, ..., -0.45184013,\n", + " -0.37964877, -0.4325813 ],\n", + " [ nan, nan, nan, ..., -0.40998325,\n", + " -0.4330187 , -0.14037496],\n", + " [ nan, nan, nan, ..., -0.44246724,\n", + " 0.09037123, 0.24748926],\n", + " ...,\n", + " [-0.14255843, -0.05351566, -0.10386082, ..., -0.08800199,\n", + " 0.15093581, 0.3024512 ],\n", + " [ 0.08933704, 0.03214439, 0.07220913, ..., 0.07011096,\n", + " -0.10486561, -0.2351856 ],\n", + " [-0.12865286, -0.0869085 , 0.03420849, ..., 0.47319713,\n", + " 0.5228858 , nan]]], dtype=float32)\n", + "Coordinates:\n", + " * lat (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n", + " * lon (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0\n", + " * time (time) datetime64[ns] 1979-01-16T12:00:00 ... 2021-12-16T12:00:00\n", + " reftime (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-12-01\n", + " month (time) int64 1 2 3 4 5 6 7 8 9 10 11 ... 2 3 4 5 6 7 8 9 10 11 12" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# get STD of dentrended_anomalies\n", + "sst_std_ano = detrended_anomalies.std()\n", + "\n", + "# standardize this variable\n", + "standardized_anomalies = detrended_anomalies / sst_std_ano\n", + "standardized_anomalies\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "3) Perform an EOF analysis (with cosine latitude weighting) on the SST anomalies and plot a map of the first 5 EOFs." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "time_values = standardized_anomalies.coords['time'].values\n", + "std_ano_subset = standardized_anomalies.mean(dim=('lat', 'lon'))\n", + "\n", + "plt.figure(figsize=(10,6))\n", + "plt.plot(time_values, std_ano_subset, label='SST Anomalies')\n", + "plt.xlabel('Time')\n", + "plt.ylabel('SST Anomalies')\n", + "plt.title('Anomalies of SST')\n", + "plt.legend()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "from eofs.xarray import Eof\n", + "\n", + "# Create an EOF solver to do the EOF analysis. Square-root of cosine of\n", + "# latitude weights are applied before the computation of EOFs.\n", + "coslat = np.cos(np.deg2rad(standardized_anomalies.coords['lat'].values))\n", + "wgts = np.sqrt(coslat)[..., np.newaxis]\n", + "solver = Eof(standardized_anomalies, weights=wgts)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# Retrieve the leading EOF, expressed as the correlation between the leading\n", + "# PC time series and the input SST anomalies at each grid point,\n", + "eof1 = solver.eofsAsCorrelation(neofs=5)\n", + "eof1\n", + "\n", + "var_frac = solver.varianceFraction()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning, module=\"cartopy\")\n", + "\n", + "# Plotting the map\n", + "fig, axes = plt.subplots(nrows=1, ncols=5, figsize=(12, 13), subplot_kw=dict(projection=ccrs.PlateCarree(central_longitude=180)))\n", + "\n", + "# Plot the EOFs\n", + "for i in range(5):\n", + " clevs = np.linspace(-1, 1, 11)\n", + " ax = axes[i]\n", + " fill = eof1[i].plot.contourf(ax=ax, levels=clevs, cmap=plt.cm.RdBu_r,\n", + " add_colorbar=False, transform=ccrs.PlateCarree())\n", + " ax.add_feature(cfeature.COASTLINE, color='k', edgecolor='k')\n", + " ax.gridlines(draw_labels=True, linewidth=1, color='gray', alpha=0.5, linestyle='--')\n", + " ax.set_xlabel('Longitude', fontsize=12)\n", + " ax.set_ylabel('Latitude', fontsize=12)\n", + " \n", + " # Calculate variance fraction\n", + " ax.set_title(f'EOF {i+1}, Explained {var_frac[i].values*100:.2f}% Variance', fontsize=9)\n", + " \n", + " # add colorbar\n", + " cbar = plt.colorbar(fill, ax=ax, orientation='horizontal', pad=0.05)\n", + " cbar.set_label('Correlation Coefficient', fontsize=10)\n", + "\n", + "#plt.subplots_adjust(right=0.85, bottom=0.15)\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "4) Plot the percent of variance explained by the first 10 EOFs." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "# This method in EOF analysis calculates the percentage of total variance explained\n", + "# by each EOF mode. \n", + "varfrac = solver.varianceFraction()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(3.1240753557599816e-16, 0.2403663045167923)" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the fraction of variance explained by each EOF\n", + "plt.figure(figsize=(11,6))\n", + "eof_num = range(1, 11)\n", + "plt.plot(eof_num, varfrac[0:10], linewidth=2)\n", + "plt.plot(eof_num, varfrac[0:10], linestyle='None', marker=\"o\", color='r', markersize=8)\n", + "plt.axhline(0, color='k')\n", + "plt.xticks(range(1, 11))\n", + "plt.title('Fraction of the total variance represented by each EOF')\n", + "plt.xlabel('EOF #')\n", + "plt.ylabel('Variance Fraction')\n", + "plt.xlim(1, 10)\n", + "plt.ylim(np.min(varfrac), np.max(varfrac)+0.01)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "5) Reconstruct the SST field using the first 5 EOFs and plot a map of the Pearson's correlation coefficient ([xarray.corr](https://docs.xarray.dev/en/stable/generated/xarray.corr.html)) of the reconstructed monthly time series and the \"observed\" SST time series." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is my attempt using my anomalies sst dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "# here is the plot with the SST anomalies dataset; I am setting up the PC time series\n", + "# and then reconstruct the spatial field from the PC? \n", + "pc1 = solver.pcs(npcs=5, pcscaling=1)\n", + "recon_sst = solver.reconstructedField(5)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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month (time) int64 1 2 3 4 5 6 7 8 9 10 11 ... 2 3 4 5 6 7 8 9 10 11 12\n", + "Attributes:\n", + " long_name: Sea_surface_temperature_surface_Mixed_intervals_Average_recon..." + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "recon_sst" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# now to calculate the corr coef for the reconstructed sst and the observed sst\n", + "corr_sst = xr.corr(recon_sst, standardized_anomalies, dim='time')\n", + "\n", + "# plot the correlation map\n", + "fig, ax = plt.subplots(figsize=(10, 6), subplot_kw=dict(projection=ccrs.PlateCarree(central_longitude=180)))\n", + "\n", + "# Plot the EOF\n", + "clevs = np.linspace(-1, 1, 21)\n", + "fill = corr_sst.plot.contourf(ax=ax, levels=clevs, cmap=plt.cm.RdBu_r,\n", + " add_colorbar=False, transform=ccrs.PlateCarree())\n", + "ax.add_feature(cfeature.COASTLINE, color='k', edgecolor='k')\n", + "ax.gridlines(draw_labels=True, linewidth=1, color='gray', alpha=0.5, linestyle='--')\n", + "ax.set_xlabel('Longitude', fontsize=12)\n", + "ax.set_ylabel('Latitude', fontsize=12)\n", + " \n", + "# Calculate variance fraction\n", + "ax.set_title('Pearson Correlation between reconstructed SST and \"observed\" SST anomalies')\n", + "\n", + "# add colorbar\n", + "cbar = plt.colorbar(fill, ax=ax, orientation='horizontal', pad=0.05)\n", + "cbar.set_label('Correlation Coefficient', fontsize=10)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is my attempt without the SST anomalies in case this is what the question was asking for instead" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "# assuming it does not want us to use the anomaly variables like the previous questions\n", + "# I will re-do the EOF with my regular SST dataset\n", + "coslat2 = np.cos(np.deg2rad(sst.coords['lat'].values))\n", + "wgts2 = np.sqrt(coslat2)[..., np.newaxis]\n", + "solver2 = Eof(sst, weights=wgts2)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "pc2 = solver2.pcs(npcs=5, pcscaling=1)\n", + "reconstruction_sst = solver2.reconstructedField(5)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# now to calculate the corr coef for the reconstructed sst and the observed sst\n", + "corr_coef_sst = xr.corr(reconstruction_sst, sst, dim='time')\n", + "\n", + "# plot the correlation map\n", + "fig, ax = plt.subplots(figsize=(10, 6), subplot_kw=dict(projection=ccrs.PlateCarree(central_longitude=180)))\n", + "\n", + "# Plot the EOF\n", + "clevs = np.linspace(-1, 1, 21)\n", + "fill = corr_coef_sst.plot.contourf(ax=ax, levels=clevs, cmap=plt.cm.RdBu_r,\n", + " add_colorbar=False, transform=ccrs.PlateCarree())\n", + "ax.add_feature(cfeature.COASTLINE, color='k', edgecolor='k')\n", + "ax.gridlines(draw_labels=True, linewidth=1, color='gray', alpha=0.5, linestyle='--')\n", + "ax.set_xlabel('Longitude', fontsize=12)\n", + "ax.set_ylabel('Latitude', fontsize=12)\n", + " \n", + "# Calculate variance fraction\n", + "ax.set_title('Pearson Correlation between reconstructed SST and \"observed\" SST anomalies')\n", + "\n", + "# add colorbar\n", + "cbar = plt.colorbar(fill, ax=ax, orientation='horizontal', pad=0.05)\n", + "cbar.set_label('Correlation Coefficient', fontsize=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "6) Compute a map of the Pearson's correlation coefficient between SST EOF1 and monthly mean detrended, deseasonalized, and standardized monthly mean column water vapor anomalies (don't mask these over land for the plot). See anything interesting?" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "                                                                               time: 516,\n",
+       "                                                                               lat: 130,\n",
+       "                                                                               lon: 181)>\n",
+       "[12141480 values with dtype=float32]\n",
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+       "    reftime  (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-12-01\n",
+       "Attributes: (12/14)\n",
+       "    long_name:                       Total column water vapour (Mixed_interva...\n",
+       "    units:                           kg m**-2\n",
+       "    grid_mapping:                    LatLon_Projection\n",
+       "    Grib_Statistical_Interval_Type:  Average\n",
+       "    Grib_Variable_Id:                VAR_98-0-128-137_L1_Imixed_S123\n",
+       "    Grib1_Center:                    98\n",
+       "    ...                              ...\n",
+       "    Grib1_Parameter:                 137\n",
+       "    Grib1_Parameter_Name:            tcwv\n",
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+       "    Grib1_Level_Desc:                Ground or water surface\n",
+       "    Grib1_Interval_Type:             123\n",
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" + ], + "text/plain": [ + "\n", + "[12141480 values with dtype=float32]\n", + "Coordinates:\n", + " * lat (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n", + " * lon (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0\n", + " * time (time) datetime64[ns] 1979-01-16T12:00:00 ... 2021-12-16T12:00:00\n", + " reftime (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-12-01\n", + "Attributes: (12/14)\n", + " long_name: Total column water vapour (Mixed_interva...\n", + " units: kg m**-2\n", + " grid_mapping: LatLon_Projection\n", + " Grib_Statistical_Interval_Type: Average\n", + " Grib_Variable_Id: VAR_98-0-128-137_L1_Imixed_S123\n", + " Grib1_Center: 98\n", + " ... ...\n", + " Grib1_Parameter: 137\n", + " Grib1_Parameter_Name: tcwv\n", + " Grib1_Level_Type: 1\n", + " Grib1_Level_Desc: Ground or water surface\n", + " Grib1_Interval_Type: 123\n", + " Grib1_Interval_Name: Average of N uninitialized analyses, int..." + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# so use standardized_anomalies for the sst (eof1?)\n", + "\n", + "tcwv = raw_ds['Total_column_water_vapour_surface_Mixed_intervals_Average']\n", + "tcwv" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "    reftime  (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-12-01\n",
+       "    month    (time) int64 1 2 3 4 5 6 7 8 9 10 11 ... 2 3 4 5 6 7 8 9 10 11 12
" + ], + "text/plain": [ + "\n", + "array([[[-1.99057594e-01, -1.75897405e-01, -1.50079310e-01, ...,\n", + " 6.72106028e-01, 6.94926858e-01, 7.19074130e-01],\n", + " [-2.30124772e-01, -2.11253807e-01, -1.89388528e-01, ...,\n", + " 6.66067600e-01, 6.93526506e-01, 7.19926655e-01],\n", + " [-2.44686961e-01, -2.25871012e-01, -2.08505869e-01, ...,\n", + " 6.73640251e-01, 7.03278005e-01, 7.30366707e-01],\n", + " ...,\n", + " [-4.54428375e-01, -4.64725345e-01, -4.92546558e-01, ...,\n", + " 3.41758460e-01, 2.99625754e-01, 2.51531571e-01],\n", + " [-4.96645689e-01, -4.99571443e-01, -4.94402289e-01, ...,\n", + " 2.33434290e-01, 1.90205112e-01, 1.40073851e-01],\n", + " [-4.84763920e-01, -4.86841768e-01, -4.83105272e-01, ...,\n", + " 2.29640156e-01, 1.60186782e-01, 1.10345095e-01]],\n", + "\n", + " [[-1.33375958e-01, -1.23551801e-01, -1.11363672e-01, ...,\n", + " 4.32619393e-01, 4.96135354e-01, 5.50793886e-01],\n", + " [-1.17026672e-01, -1.10092066e-01, -1.01671308e-01, ...,\n", + " 4.87695336e-01, 5.74753821e-01, 6.72095001e-01],\n", + " [-8.06791410e-02, -8.11109245e-02, -8.23029801e-02, ...,\n", + " 5.79497218e-01, 7.00797260e-01, 8.01703095e-01],\n", + "...\n", + " 1.33940876e-01, 1.31241873e-01, 1.29720286e-01],\n", + " [-4.02813554e-01, -4.01632428e-01, -3.98635805e-01, ...,\n", + " 1.97603822e-01, 1.98615313e-01, 1.66770607e-01],\n", + " [-3.83741707e-01, -3.82756174e-01, -3.67223948e-01, ...,\n", + " 2.13928223e-01, 1.31259650e-01, 5.30294217e-02]],\n", + "\n", + " [[-2.81788349e-01, -2.79755414e-01, -2.74742812e-01, ...,\n", + " 2.44628012e-01, 2.67619908e-01, 3.12994361e-01],\n", + " [-2.80488044e-01, -2.83604503e-01, -2.84283996e-01, ...,\n", + " 2.06209168e-01, 2.37416998e-01, 2.76033670e-01],\n", + " [-2.71100104e-01, -2.65615344e-01, -2.61434019e-01, ...,\n", + " 1.85782447e-01, 2.22543016e-01, 2.43969664e-01],\n", + " ...,\n", + " [ 2.73541421e-01, 2.87364960e-01, 2.81592280e-01, ...,\n", + " 1.06893584e-01, 1.09031253e-01, 1.10729329e-01],\n", + " [ 2.95318961e-01, 2.40890831e-01, 1.70301586e-01, ...,\n", + " 1.11398660e-01, 1.00388587e-01, 7.96854571e-02],\n", + " [ 6.33055046e-02, -7.06028717e-04, -6.99824691e-02, ...,\n", + " 1.43380255e-01, 1.06234185e-01, 3.60823423e-02]]],\n", + " dtype=float32)\n", + "Coordinates:\n", + " * lat (lat) float32 64.75 63.75 62.75 61.75 ... -62.25 -63.25 -64.25\n", + " * lon (lon) float32 120.0 121.0 122.0 123.0 ... 297.0 298.0 299.0 300.0\n", + " * time (time) datetime64[ns] 1979-01-16T12:00:00 ... 2021-12-16T12:00:00\n", + " reftime (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-12-01\n", + " month (time) int64 1 2 3 4 5 6 7 8 9 10 11 ... 2 3 4 5 6 7 8 9 10 11 12" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# get STD of dentrended_anomalies2\n", + "tcwv_std_ano = detrended_anomalies2.std()\n", + "\n", + "# standardize this variable\n", + "tcwv_standardized_anomalies = detrended_anomalies2 / tcwv_std_ano\n", + "tcwv_standardized_anomalies\n" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# now to calculate the corr coef for the SST anomalies and TCWV anomalies\n", + "\n", + "corr_sst_tcwv = xr.corr(standardized_anomalies, tcwv_standardized_anomalies, dim='time')\n", + "\n", + "# plot the correlation map\n", + "fig, ax = plt.subplots(figsize=(10, 6), subplot_kw=dict(projection=ccrs.PlateCarree(central_longitude=180)))\n", + "\n", + "# Plot the EOF\n", + "clevs = np.linspace(-1, 1, 21)\n", + "fill = corr_sst_tcwv.plot.contourf(ax=ax, levels=clevs, cmap=plt.cm.RdBu_r,\n", + " add_colorbar=False, transform=ccrs.PlateCarree())\n", + "ax.add_feature(cfeature.COASTLINE, color='k', edgecolor='k')\n", + "ax.gridlines(draw_labels=True, linewidth=1, color='gray', alpha=0.5, linestyle='--')\n", + "ax.set_xlabel('Longitude', fontsize=12)\n", + "ax.set_ylabel('Latitude', fontsize=12)\n", + " \n", + "# Calculate variance fraction\n", + "ax.set_title('Pearson Correlation between SST and TCWV Anomalies')\n", + "\n", + "# add colorbar\n", + "cbar = plt.colorbar(fill, ax=ax, orientation='horizontal', pad=0.05)\n", + "cbar.set_label('Correlation Coefficient', fontsize=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [], + "source": [ + "client.close()" + ] + } + ], + "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": "3.12.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/README.md b/README.md new file mode 100644 index 0000000..40b0719 --- /dev/null +++ b/README.md @@ -0,0 +1,14 @@ +Assignment objective: +Learn about basic time series analysis concepts. +Understand how to analyze spatiotemporal time series. +Gain experience using Empirical Orthogonal Functions for dimensionality reduction and understanding spatiotemporal co-variation of geophysical quantities. + +Assignment overview: +Use the land sea mask from the Thredds catalog and create a dataset that contains the monthly means of Sea Surface Temperature anomalies and total column water vapor from Jan 1979-Dec 2023 over the Pacific Basin (65°N to 65°S, 120°E to 60°W). +While I personally did not go onto use it due to persistent errors with my data, I encourage anyone using this reference to explore the use of +of the mask. +Compute anomalies by deseasonalizing the data (remove the mean monthly anomaly from the annual mean from each point), detrend, and standardize the SST anomalies. With the modified subset of the SST data, you will perform an EOF analysis (with cosine latitude weighting) on the SST anomalies and plot a map of the first 5 EOFs. +Then, you will plot the percent variance of the first 10 EOFs from the same SST anomaly dataset. +You will then reconstruct the SST field using the first 5 EOFs and plot a map of the Pearson's correlation coefficient ([xarray.corr](https://docs.xarray.dev/en/stable/generated/xarray.corr.html)) of the reconstructed monthly time series and the "observed" SST time series. +Finally, you will compute a map of the Pearson's correlation coefficient between SST EOF1 and monthly mean detrended, deseasonalized, and standardized monthly mean column water vapor anomalies (don't mask these over land for the plot). +