{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Starting from scratch!" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Client

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Client-dfc772f4-380c-11ef-8db2-00155d299c16

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Connection method: Cluster objectCluster type: distributed.LocalCluster
\n", " Dashboard: http://127.0.0.1:8787/status\n", "
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Cluster Info

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LocalCluster

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ec9ff71a

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\n", " Dashboard: http://127.0.0.1:8787/status\n", " \n", " Workers: 4\n", "
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Status: runningUsing processes: True
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Scheduler Info

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Scheduler

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Scheduler-40976e6e-bed1-4df0-b3b7-246688178354

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\n", " Comm: tcp://127.0.0.1:35369\n", " \n", " Workers: 4\n", "
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Workers

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Worker: 0

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Worker: 1

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Worker: 2

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Worker: 3

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" ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import dask.distributed\n", "client = dask.distributed.Client()\n", "client\n", "\n", "\n", "# import dask.distributed\n", "# import coiled\n", "\n", "\n", "# cluster = coiled.Cluster(idle_timeout=\"5 minutes\",\n", "# n_workers=4,\n", "# worker_memory=\"8 GiB\",\n", "# spot_policy=\"spot\",\n", "# #environ={\"GDAL_DISABLE_READDIR_ON_OPEN\": \"EMPTY_DIR\"},\n", "# #container=\"mcr.microsoft.com/planetary-computer/python:latest\",\n", "# workspace=\"azure\",\n", "# )\n", "\n", "# client = cluster.get_client()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import easysnowdata\n", "import numpy as np\n", "import pandas as pd\n", "import geopandas as gpd\n", "import xarray as xr" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "bbox_gdf = gpd.read_file(\n", " \"https://github.com/egagli/easysnowdata/raw/main/docs/examples/mt_rainier.geojson\"\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "import fsspec\n", "with fsspec.open('https://github.com/egagli/mgrs_tiles_snow_area/raw/main/mgrs_land_tiles_snow_area.parquet') as file:\n", " mgrs_gdf = gpd.read_parquet(file)\n", "bbox_gdf = mgrs_gdf[mgrs_gdf.tile=='10TES']" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Data searched. Access the returned seach with the .search attribute.\n", "Data retrieved. Access with the .data attribute. Data CRS: WGS 84 / UTM zone 10N.\n", "Metadata retrieved. Access with the .metadata attribute.\n", "Border noise removed from the data.\n", "Added relative orbit number and orbit state as coordinates to the data.\n", "Units remain in linear power. Convert to dB using the .linear_to_db() method.\n" ] } ], "source": [ "s1 = easysnowdata.remote_sensing.Sentinel1(\n", " bbox_input=bbox_gdf, start_date=\"2016-10-01\", end_date=\"2017-09-30\", resolution=80, units=\"linear power\",\n", ")" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "s1_rtc_ds = s1.data #.persist() only do persist with coiled" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "#s1_rtc_ds.compute()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "#s1_rtc_ds['vv'].plot.imshow(col='time', col_wrap=12, cmap='viridis', robust=True)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "#s1_rtc_ds['vh'].plot.imshow(col='time', col_wrap=12, cmap='viridis', robust=True)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset> Size: 2GB\n",
       "Dimensions:             (y: 1398, x: 1399, time: 157)\n",
       "Coordinates:\n",
       "  * y                   (y) float64 11kB 5.201e+06 5.201e+06 ... 5.089e+06\n",
       "  * x                   (x) float64 11kB 5e+05 5e+05 ... 6.117e+05 6.118e+05\n",
       "    spatial_ref         int32 4B 32610\n",
       "  * time                (time) datetime64[ns] 1kB 2016-10-02T14:13:45.738916 ...\n",
       "    sat:orbit_state     (time) object 1kB 'descending' ... 'ascending'\n",
       "    sat:relative_orbit  (time) int16 314B 115 13 35 115 35 ... 115 13 115 35 64\n",
       "Data variables:\n",
       "    vh                  (time, y, x) float32 1GB dask.array<chunksize=(157, 512, 512), meta=np.ndarray>\n",
       "    vv                  (time, y, x) float32 1GB dask.array<chunksize=(157, 512, 512), meta=np.ndarray>\n",
       "Attributes:\n",
       "    units:    linear power
" ], "text/plain": [ " Size: 2GB\n", "Dimensions: (y: 1398, x: 1399, time: 157)\n", "Coordinates:\n", " * y (y) float64 11kB 5.201e+06 5.201e+06 ... 5.089e+06\n", " * x (x) float64 11kB 5e+05 5e+05 ... 6.117e+05 6.118e+05\n", " spatial_ref int32 4B 32610\n", " * time (time) datetime64[ns] 1kB 2016-10-02T14:13:45.738916 ...\n", " sat:orbit_state (time) object 1kB 'descending' ... 'ascending'\n", " sat:relative_orbit (time) int16 314B 115 13 35 115 35 ... 115 13 115 35 64\n", "Data variables:\n", " vh (time, y, x) float32 1GB dask.array\n", " vv (time, y, x) float32 1GB dask.array\n", "Attributes:\n", " units: linear power" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s1_rtc_ds" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "def calculate_runoff_onset(s1_rtc_ds: xr.Dataset, min_acquisitions_during_melt: int, return_constituent_runoff_onsets: bool = False, returned_dates_format: str = 'dowy'):\n", "\n", " pixelwise_counts_per_orbit_and_polarization_ds = count_acquisitions_per_orbit_and_polarization(s1_rtc_ds) \n", "\n", " backscatter_min_timing_per_orbit_and_polarization_ds = calculate_backscatter_min_per_orbit(s1_rtc_ds)\n", "\n", " constituent_runoff_onsets_ds = filter_insufficient_pixels_per_orbit_and_polarization(backscatter_min_timing_per_orbit_and_polarization_ds,pixelwise_counts_per_orbit_and_polarization_ds,min_acquisitions_during_melt)\n", "\n", " constituent_runoff_onsets_da = constituent_runoff_onsets_ds.to_dataarray(dim='polarization')\n", " \n", "\n", " if return_constituent_runoff_onsets==False:\n", " runoff_onset_da = calculate_runoff_onset_from_constituent_runoff_onsets(constituent_runoff_onsets_da)\n", " else:\n", " runoff_onset_da = constituent_runoff_onsets_da\n", "\n", " if returned_dates_format=='dowy':\n", " runoff_onset_da = xr_datetime_to_DOWY(runoff_onset_da, hemisphere='northern')\n", " elif returned_dates_format=='doy':\n", " runoff_onset_da = runoff_onset_da.dt.dayofyear\n", " elif returned_dates_format=='date':\n", " runoff_onset_da = runoff_onset_da\n", " else:\n", " raise ValueError('returned_dates_format must be either \"doy\", \"dowy\", or \"date\".')\n", " \n", " return runoff_onset_da\n", "\n", "\n", "\n", "def count_acquisitions_per_orbit_and_polarization(s1_rtc_ds: xr.Dataset):\n", " print('Calculating pixelwise counts per orbit and polarization...')\n", " pixelwise_counts_per_orbit_and_polarization = s1_rtc_ds.groupby('sat:relative_orbit').count(dim='time')\n", " return pixelwise_counts_per_orbit_and_polarization\n", "\n", "def calculate_backscatter_min_per_orbit(s1_rtc_ds: xr.Dataset):\n", " print('Calculating backscatter min per orbit...')\n", " backscatter_min_timing_per_orbit_and_polarization_ds = s1_rtc_ds.groupby('sat:relative_orbit').map(lambda c: c.idxmin(dim='time'))\n", " return backscatter_min_timing_per_orbit_and_polarization_ds\n", "\n", "def filter_insufficient_pixels_per_orbit_and_polarization(backscatter_min_timing_per_orbit_and_polarization_ds: xr.Dataset, pixelwise_counts_per_orbit: xr.Dataset, min_acquisitions_during_melt: int):\n", " print('Filtering insufficient pixels per orbit and polarization...')\n", " constituent_runoff_onsets_ds = backscatter_min_timing_per_orbit_and_polarization_ds.where(pixelwise_counts_per_orbit >= min_acquisitions_during_melt)\n", " return constituent_runoff_onsets_ds\n", "\n", "def calculate_runoff_onset_from_constituent_runoff_onsets(constituent_runoff_onsets_da: xr.DataArray):\n", " print('Calculating runoff onset from constituent runoff onsets...')\n", " constituent_runoff_onsets_int64_da = constituent_runoff_onsets_da.astype('int64')\n", " runoff_onset_da = constituent_runoff_onsets_int64_da.where(lambda x: x > 0).median(dim=['sat:relative_orbit','polarization']).astype('datetime64[ns]')\n", " return runoff_onset_da\n", "\n", "def xr_datetime_to_DOWY(date: xr.DataArray, hemisphere: str = 'northern', water_year: int = None):\n", " \"\"\"\n", " Converts an xarray DataArray containing datetime objects to the Day of Water Year (DOWY) given a water year.\n", " \n", " The Day of Water Year (DOWY) is calculated as the number of days since the start of the water year.\n", " The start of the water year varies by hemisphere: it begins on October 1st in the northern hemisphere\n", " and on April 1st in the southern hemisphere.\n", " \n", " Parameters:\n", " - date (xr.DataArray): An xarray DataArray with datetime64 data type.\n", " - hemisphere (str, optional): The hemisphere to consider for calculating the water year start. \n", " Defaults to 'northern'. Valid values are 'northern' and 'southern'.\n", " - water_year (int, optional): The water year to calculate the DOWY for. If not provided, the water year\n", " is determined from the maximum year present in the `date` DataArray.\n", " \n", " Returns:\n", " - xr.DataArray: An xarray DataArray containing the DOWY for each datetime in the input DataArray.\n", " Note:\n", " - This function assumes that the input dates are all within the same water year.\n", " \"\"\"\n", "\n", " start_month = 10 if hemisphere == 'northern' else 4\n", "\n", " if water_year is not None:\n", " start_of_water_year = pd.Timestamp(year=water_year-1, month=start_month, day=1)\n", " dowy = (date - xr.DataArray(start_of_water_year)).dt.days + 1\n", " else:\n", " water_year = date.dt.year.values.max()\n", " start_of_water_year = pd.Timestamp(year=water_year-1, month=start_month, day=1)\n", " dowy = (date - xr.DataArray(start_of_water_year)).dt.days + 1\n", " \n", " return dowy" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Calculating pixelwise counts per orbit and polarization...\n", "Calculating backscatter min per orbit...\n", "Filtering insufficient pixels per orbit and polarization...\n", "Calculating runoff onset from constituent runoff onsets...\n" ] } ], "source": [ "runoff_onset = calculate_runoff_onset(s1_rtc_ds, 5).compute()" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "runoff_onset.plot.imshow()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "# pd.to_datetime(runoff_onset.values[0][0])\n", "# isinstance(runoff_onset.values[0][0],np.datetime64)\n", "# date = pd.to_datetime(runoff_onset.values[0][0])\n", "# runoff_onset.values.ravel() = pd.to_datetime(runoff_onset.values.ravel())" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "# def calculate_dowy(dates):\n", "# \"\"\"\n", "# Convert numpy datetime64 array to day of water year (DOWY).\n", "# Water year starts on October 1st.\n", "# \"\"\"\n", "# # Convert to pandas datetime to make it easier to work with\n", "# dates_pd = pd.to_datetime(dates)\n", " \n", "# # Calculate the start of the water year for each date\n", "# water_year_start = dates_pd - pd.offsets.MonthBegin(3) # Offset to October 1st of the previous year\n", " \n", "# # Calculate DOWY\n", "# dowy = (dates_pd - water_year_start).days + 1\n", " \n", "# return dowy\n", "\n", "# # Apply the function over the DataArray\n", "# dowy_dataarray = xr.apply_ufunc(\n", "# calculate_dowy,\n", "# runoff_onset,\n", "# vectorize=True, # Enable vectorized computation\n", "# dask='parallelized', # Use Dask for parallel computation\n", "# input_core_dims=[[]], # No core dimensions in input\n", "# output_dtypes=[int] # Output type is integer\n", "# )\n", "\n", "#runoff_onset_dt64 = (runoff_onset - np.datetime64('1970-01-01T00:00:00')) / np.timedelta64(1, 's')\n", "#runoff_onset_dt = xr.apply_ufunc(datetime.datetime.utcfromtimestamp, runoff_onset_dt64, vectorize=True)\n", "#runoff_onset_datetime = xr.apply_ufunc(pd.to_datetime, runoff_onset, vectorize=True)\n", "#runoff_onset_dt.dt.dayofyear.plot.imshow()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# runoff_onset.dt.round('D').astype('datetime64[D]')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# runoff_onset_years = runoff_onset.values.astype('datetime64[Y]').astype(int)+1970\n", "# runoff_onset_months = runoff_onset.values.astype('datetime64[M]').astype(int)%12+1\n", "# runoff_onset_days = (runoff_onset.values.astype('datetime64[D]')-runoff_onset.values.astype('datetime64[M]')).astype(int)+1" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# xr.apply_ufunc(pd.to_datetime, runoff_onset.astype('datetime64[D]'), vectorize=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def xr_dt_to_DOWY(date,hemisphere='northern'):\n", "# years = runoff_onset.values.astype('datetime64[Y]').astype(int)+1970\n", "# months = runoff_onset.values.astype('datetime64[M]').astype(int)%12+1\n", "# days = (runoff_onset.values.astype('datetime64[D]')-runoff_onset.values.astype('datetime64[M]')).astype(int)+1\n", "\n", "# try:\n", "# if hemisphere == 'northern':\n", "# start_month = 10\n", "# elif hemisphere == 'southern':\n", "# start_month = 4\n", "# else:\n", "# raise ValueError(\"Invalid hemisphere. Must be 'northern' or 'southern'.\")\n", "\n", "# if hemisphere == 'northern':\n", "# if months < start_month:\n", "# start_of_water_year = pd.Timestamp(year=years-1, month=start_month, day=1)\n", "# else:\n", "# start_of_water_year = pd.Timestamp(year=years, month=start_month, day=1)\n", "# else:\n", "# if months < start_month:\n", "# start_of_water_year = pd.Timestamp(year=years-1, month=start_month, day=1)\n", "# else:\n", "# start_of_water_year = pd.Timestamp(year=years, month=start_month, day=1)\n", "# return (date - start_of_water_year).days + 1\n", "# except Exception as error:\n", "# print(error)\n", "# return np.nan\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# dowy = xr.apply_ufunc(\n", "# xr_dt_to_DOWY, # The function to apply\n", "# runoff_onset, # The input data array\n", "# vectorize=True, # Enable vectorized execution\n", "# #input_core_dims=[[]], # Specify that the function expects 0-dimensional inputs\n", "# #output_dtypes=[float] # Specify the output data type\n", "# )" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def xr_datetime_to_DOWY(date, hemisphere: str = 'northern'):\n", "# \"\"\"\n", "# Convert a datetime to the day of the water year (DOWY).\n", " \n", "# The water year starts on October 1 for the northern hemisphere and April 1 for the southern hemisphere.\n", " \n", "# Parameters:\n", "# date (datetime): The date to convert.\n", "# hemisphere (str): The hemisphere ('northern' or 'southern'). Default is 'northern'.\n", " \n", "# Returns:\n", "# int: The day of the water year, or np.nan if the date is not valid.\n", "# \"\"\"\n", "# #date = pd.to_datetime(date)\n", "# #date = datetime.datetime(date)\n", "# try:\n", "# if hemisphere == 'northern':\n", "# start_month = 10\n", "# elif hemisphere == 'southern':\n", "# start_month = 4\n", "# else:\n", "# raise ValueError(\"Invalid hemisphere. Must be 'northern' or 'southern'.\")\n", "\n", "# if hemisphere == 'northern':\n", "# if date.month < start_month:\n", "# start_of_water_year = pd.Timestamp(year=date.year-1, month=start_month, day=1)\n", "# else:\n", "# start_of_water_year = pd.Timestamp(year=date.year, month=start_month, day=1)\n", "# else:\n", "# if date.month < start_month:\n", "# start_of_water_year = pd.Timestamp(year=date.year-1, month=start_month, day=1)\n", "# else:\n", "# start_of_water_year = pd.Timestamp(year=date.year, month=start_month, day=1)\n", "# return (date - start_of_water_year).days + 1\n", "# except Exception as error:\n", "# print(error)\n", "# return np.nan" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def xr_datetime_to_DOWY(date, hemisphere: str = 'northern'):\n", "# \"\"\"\n", "# Convert a datetime to the day of the water year (DOWY).\n", " \n", "# The water year starts on October 1 for the northern hemisphere and April 1 for the southern hemisphere.\n", " \n", "# Parameters:\n", "# date (datetime): The date to convert.\n", "# hemisphere (str): The hemisphere ('northern' or 'southern'). Default is 'northern'.\n", " \n", "# Returns:\n", "# int: The day of the water year, or np.nan if the date is not valid.\n", "# \"\"\"\n", "# #date = pd.to_datetime(date)\n", "# #date = datetime.datetime(date)\n", "# try:\n", "# if hemisphere == 'northern':\n", "# start_month = 10\n", "# elif hemisphere == 'southern':\n", "# start_month = 4\n", "# else:\n", "# raise ValueError(\"Invalid hemisphere. Must be 'northern' or 'southern'.\")\n", "\n", "# if hemisphere == 'northern':\n", "# if date.month < start_month:\n", "# start_of_water_year = pd.Timestamp(year=date.year-1, month=start_month, day=1)\n", "# else:\n", "# start_of_water_year = pd.Timestamp(year=date.year, month=start_month, day=1)\n", "# else:\n", "# if date.month < start_month:\n", "# start_of_water_year = pd.Timestamp(year=date.year-1, month=start_month, day=1)\n", "# else:\n", "# start_of_water_year = pd.Timestamp(year=date.year, month=start_month, day=1)\n", "# return (date - start_of_water_year).days + 1\n", "# except Exception as error:\n", "# print(error)\n", "# return np.nan" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hemisphere = 'northern'\n", "\n", "# dowy = xr.apply_ufunc(\n", "# xr_datetime_to_DOWY, # The function to apply\n", "# runoff_onset, # The input data array\n", "# kwargs={'hemisphere': hemisphere}, # Additional arguments for xr_datetime_to_DOWY\n", "# vectorize=True, # Enable vectorized execution\n", "# input_core_dims=[[]], # Specify that the function expects 0-dimensional inputs\n", "# #output_dtypes=[float] # Specify the output data type\n", "# )" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def calculate_dowy_without_datetime_conversion(dates, hemisphere='northern'):\n", "# \"\"\"\n", "# Calculate the day of the water year (DOWY) without converting to datetime objects.\n", "# Assumes dates are in 'datetime64[ns]' format.\n", "# \"\"\"\n", "# # Constants for the start month of the water year\n", "# start_month_northern = 10\n", "# start_month_southern = 4\n", " \n", "# # Extract year, month, and day as integers\n", "# years = dates.dt.year\n", "# months = dates.dt.month\n", "# days = dates.dt.day\n", " \n", "# # Determine the start month based on the hemisphere\n", "# start_month = start_month_northern if hemisphere == 'northern' else start_month_southern\n", " \n", "# # Compute the start of the water year\n", "# start_of_water_year = xr.where(months >= start_month, years, years - 1)\n", " \n", "# # Compute the day of year for both the current date and the start of the water year\n", "# doy = dates.dt.dayofyear\n", "# start_doy = xr.full_like(dates, np.datetime64('2000-01-01')).dt.dayofyear # Placeholder leap year for consistent dayofyear calculation\n", "# start_doy = start_doy + ((start_month - 1) * 30.4375).astype(int) # Approximate day of year for start of water year\n", " \n", "# # Adjust start_doy for leap years if necessary\n", "# is_leap_year = ((start_of_water_year % 4 == 0) & (start_of_water_year % 100 != 0)) | (start_of_water_year % 400 == 0)\n", "# start_doy = xr.where((is_leap_year & (start_month > 2)), start_doy + 1, start_doy)\n", " \n", "# # Calculate DOWY\n", "# dowy = doy - start_doy + 1\n", "# dowy = xr.where(dowy <= 0, dowy + 365, dowy) # Adjust for dates before the start of the water year\n", "# dowy = xr.where((is_leap_year & (dowy > 365)), dowy - 1, dowy) # Adjust for leap years\n", " \n", "# return dowy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def calculate_dowy_simple(runoff_onset, hemisphere='northern'):\n", "# \"\"\"\n", "# Calculate the day of the water year (DOWY) in a more straightforward manner.\n", "# \"\"\"\n", "# # Get the day of year for each date\n", "# doy = runoff_onset.dt.dayofyear\n", "\n", "# is_leap_year = runoff_onset.dt.is_leap_year\n", " \n", "# # Define the start day of the water year for each hemisphere\n", "# start_doy_northern = 274 # October 1st in a common year\n", "# start_doy_southern = 91 # April 1st\n", " \n", "# # Choose the correct start day based on the hemisphere\n", "# start_doy = start_doy_northern if hemisphere == 'northern' else start_doy_southern\n", " \n", "# # Calculate DOWY, adjusting for the start of the water year\n", "# dowy = doy - start_doy + 1\n", "\n", "# if hemisphere == 'southern':\n", "# # In a leap year, adjust the calculation for dates after February 28\n", "# if is_leap_year and doy >= start_doy_southern:\n", "# dowy = dowy + 1\n", "\n", "# # Handle wrap-around for dates before the start of the water year\n", "# dowy = xr.where(dowy <= 0, dowy + 365, dowy)\n", " \n", "# return dowy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hemisphere = 'northern'\n", "# runoff_onset_dowy = calculate_dowy_simple(runoff_onset, hemisphere=hemisphere)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def calculate_dowy_simple(runoff_onset, hemisphere='northern'):\n", "# \"\"\"\n", "# Calculate the day of the water year (DOWY) accounting for leap years and ensuring\n", "# the last day of the water year in the southern hemisphere during a leap year is 366.\n", "# \"\"\"\n", "# # Get the day of year for each date\n", "# doy = runoff_onset.dt.dayofyear\n", "# month = runoff_onset.dt.month\n", " \n", " \n", "# # Define the start day of the water year for each hemisphere\n", "# start_doy_northern = 274 # October 1st in a common year\n", "# start_doy_southern = 91 # April 1st\n", " \n", "# # Adjust start day for leap years in the southern hemisphere\n", " \n", "# # Choose the correct start day based on the hemisphere\n", "# start_doy = start_doy_northern if hemisphere == 'northern' else start_doy_southern\n", " \n", "# # Calculate DOWY, adjusting for the start of the water year\n", "# dowy = doy - start_doy + 1\n", " \n", "# # Handle wrap-around for dates before the start of the water year\n", "# dowy = xr.where(dowy <= 0, dowy + 365, dowy)\n", " \n", " \n", "# return dowy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def calculate_dowy_simple(runoff_onset, hemisphere='northern'):\n", "# \"\"\"\n", "# Calculate the day of the water year (DOWY) accounting for leap years and ensuring\n", "# the last day of the water year in the southern hemisphere during a leap year is 366.\n", "# \"\"\"\n", "# # Assuming runoff_onset is an xarray DataArray with datetime-like data\n", "# year = runoff_onset.dt.year\n", "# year.min()\n", "\n", "\n", "# start_month = 10 if hemisphere == 'northern' else 4\n", "\n", "# # Calculate the water year's start year for each date\n", "# water_year_start = xr.where(month >= start_month, year, year - 1)\n", "\n", "# # Create a DataArray for the start of the water year\n", "# # This approach avoids using pd.to_datetime within the xarray operation\n", "# start_of_water_year = runoff_onset.copy()\n", "# start_of_water_year[:] = np.datetime64('NaT','D') # Initialize with NaT\n", "# start_of_water_year = xr.where(\n", "# month >= start_month,\n", "# f\"{water_year_start.astype(str)}-{start_month:02d}-01\",\n", "# f\"{(water_year_start - 1).astype(str)}-{start_month:02d}-01\"\n", "# )\n", "\n", "# # Convert to datetime after string manipulation\n", "# # Ensure start_of_water_year is a pandas Series before conversion\n", "# start_of_water_year_series = start_of_water_year.to_series()\n", "\n", "# # Now convert to datetime\n", "# start_of_water_year_datetime = pd.to_datetime(start_of_water_year_series.values.flatten(),errors='coerce')\n", "\n", "# # Convert back to xarray DataArray if necessary\n", "# start_of_water_year = xr.DataArray(start_of_water_year_datetime)\n", "\n", "# # Calculate DOWY\n", "# dowy = (runoff_onset - start_of_water_year).dt.days + 1\n", "\n", "# return dowy\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# def test_dowy_functions():\n", "# test_dates = [\n", "# # Northern Hemisphere: Water year starts on October 1st\n", "# \"2022-09-30\", # Day before the start of the water year\n", "# \"2022-10-01\", # Start of the water year\n", "# \"2023-02-28\", # Day before leap day in a non-leap year\n", "# \"2024-02-28\", # Day before leap day in a leap year\n", "# \"2024-02-29\", # Leap day\n", "# \"2024-03-01\", # Day after leap day\n", "# \"2023-09-30\", # End of the water year\n", "# \"2023-10-01\", # Start of the next water year\n", " \n", "# # Southern Hemisphere: Water year starts on April 1st\n", "# \"2023-03-31\", # Day before the start of the water year\n", "# \"2023-04-01\", # Start of the water year\n", "# \"2023-02-28\", # Day before leap day in a non-leap year\n", "# \"2024-02-28\", # Day before leap day in a leap year\n", "# \"2024-02-29\", # Leap day\n", "# \"2024-03-01\", # Day after leap day\n", "# \"2024-03-31\", # End of the water year\n", "# \"2024-04-01\", # Start of the next water year\n", " \n", "# # Additional random dates for broader coverage\n", "# \"2023-01-15\", # Middle of winter in the northern hemisphere\n", "# \"2023-07-15\", # Middle of summer in the northern hemisphere\n", "# \"2023-11-15\", # Fall in the northern hemisphere\n", "# \"2023-06-15\", # Winter in the southern hemisphere\n", "# \"2023-12-15\", # Summer in the southern hemisphere\n", "# ]\n", "# hemispheres = ['northern', 'southern']\n", " \n", "# for hemisphere in hemispheres:\n", "# for date_str in test_dates:\n", "# date = pd.to_datetime(date_str)\n", "# runoff_onset = xr.DataArray([date])\n", " \n", "# # Convert to expected format for calculate_dowy_simple\n", "# dowy_simple = xr_datetime_to_DOWY(runoff_onset, hemisphere=hemisphere).values[0]\n", " \n", "# # Use datetime_to_DOWY\n", "# dowy = easysnowdata.utils.datetime_to_DOWY(date, hemisphere=hemisphere)\n", " \n", "# print(f\"{date_str} in {hemisphere} hemisphere: new: {dowy_simple} vs utils: {dowy}\")\n", "# assert dowy_simple == dowy, f\"Mismatch for {date_str} in {hemisphere} hemisphere: {dowy_simple} vs {dowy}\"\n", "\n", "# # Run the tests\n", "# test_dowy_functions()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# unique_values, counts = np.unique(runoff_onset_dowy.values.ravel(),return_counts=True)\n", "# for value, count in zip(unique_values, counts):\n", "# print(f\"Value: {value}, Count: {count}\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hemisphere = 'northern'\n", "# runoff_onset_dowy = xr.apply_ufunc(calculate_dowy_without_datetime_conversion,runoff_onset,dask='parallelized', kwargs={'hemisphere': hemisphere}, output_dtypes=[np.float32],vectorize=True,dask_gufunc_kwargs={'allow_rechunk':True}) # check out last cell of https://github.com/egagli/MODIS_seasonal_snow_mask/blob/main/global_processing.ipynb" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# import inspect\n", "# lines = inspect.getsource(easysnowdata.utils.datetime_to_DOWY)\n", "# print(lines)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# pixelwise_counts_ds = s1_rtc_ds.groupby('sat:relative_orbit').count(dim='time')\n", "# min_acquisitions_during_melt_season = 5\n", "\n", "# backscatter_min_timing_da = s1_rtc_ds.groupby('sat:relative_orbit').map(lambda c: c.idxmin(dim='time')).where(pixelwise_counts_ds>=min_acquisitions_during_melt_season).to_dataarray(dim='polarization')\n", "\n", "# backscatter_min_timing_da\n", "\n", "# backscatter_min_timing_int64_da = backscatter_min_timing_da.astype('int64')\n", "\n", "# median_backscatter_min_timing_da = backscatter_min_timing_int64_da.where(lambda x: x > 0).median(dim=['sat:relative_orbit','polarization']).astype('datetime64[ns]')\n", "\n", "# median_backscatter_min_timing_da.dt.dayofyear.plot.imshow(cmap='twilight')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# hemisphere = 'northern'\n", "# runoff_onset_dowy = xr.apply_ufunc(easysnowdata.utils.datetime_to_DOWY,median_backscatter_min_timing_da,dask='parallelized', kwargs={'hemisphere': hemisphere}, output_dtypes=[np.float32],vectorize=True,dask_gufunc_kwargs={'allow_rechunk':True}) # check out last cell of https://github.com/egagli/MODIS_seasonal_snow_mask/blob/main/global_processing.ipynb" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# runoff_onset_dowy = runoff_onset_dowy.compute()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# runoff_onset_dowy.plot.imshow()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "#cluster.scale(20)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "backscatter_min_timing_da.dt.dayofyear.plot.imshow(col='sat:relative_orbit', row='polarization', cmap='viridis', robust=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "s1_rtc_ds['vh'].groupby('sat:relative_orbit').count(dim='time').plot.imshow(col='sat:relative_orbit', col_wrap=4, cmap='viridis', robust=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "s1_rtc_ds.groupby('sat:relative_orbit').count(dim='time').to_dataarray().plot.imshow(col='sat:relative_orbit', row='variable',col_wrap=4, cmap='viridis', robust=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "all_nan_slices_vh = s1_rtc_ds['vh'].isnull().all(dim=['x', 'y']).compute()\n", "valid_slices_vh = all_nan_slices_vh[~all_nan_slices_vh].time\n", "s1_rtc_vh_ds = s1_rtc_ds['vh'].sel(time=valid_slices_vh)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "orbits_vh, counts_vh = np.unique(s1_rtc_vh_ds['sat:relative_orbit'],return_counts=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "min_acquisitions_during_melt_season = 2" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "valid_orbits_vh = orbits_vh[counts_vh>min_acquisitions_during_melt_season]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "s1_rtc_valid_vh_ds = s1_rtc_vh_ds[s1_rtc_vh_ds['sat:relative_orbit'].isin(valid_orbits_vh)]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pixelwise_counts_vh = s1_rtc_valid_vh_ds.groupby('sat:relative_orbit').count(dim='time')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pixelwise_counts_vh.plot.imshow(col='sat:relative_orbit', cmap='viridis', robust=False)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "s1_rtc_valid_vh_ds.groupby('sat:relative_orbit').map(lambda c: c.idxmin(dim='time')).where(pixelwise_counts_vh>=min_acquisitions_during_melt_season)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ ".dt.dayofyear.plot.imshow(col='sat:relative_orbit')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "s1_rtc_ds['vh'].count(dim=['x', 'y']).plot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def get_orbits_with_melt_season_coverage(ts_ds,num_acquisitions_during_melt_season=6):\n", " # NEED TO SEPERATE OUT VALID ORBITS FOR VV AND VH\n", " year = ts_ds.time[0].dt.year.values\n", " unique_full_coverage = []\n", " melt_season = slice(f'{year}-02-01',f'{year}-07-31')\n", " \n", " for orbit in np.unique(ts_ds['sat:relative_orbit']):\n", " if len(ts_ds[ts_ds['sat:relative_orbit'].compute()==orbit].sel(time=melt_season).time.values) > num_acquisitions_during_melt_season:\n", " # if obs dont have more than a 1 month gap\n", " unique_full_coverage.append(orbit)\n", " unique_full_coverage = np.array(unique_full_coverage)\n", " \n", " return unique_full_coverage\n", "\n", "\n", "\n", "def get_runoff_onset(ts_ds,return_seperate_orbits_and_polarizations=False, num_acquisitions_during_melt_season=8):\n", " # NEED TO SEPERATE OUT VALID ORBITS FOR VV AND VH\n", " #for pol in list(ts_ds.band.values):\n", " orbits = get_orbits_with_melt_season_coverage(ts_ds,num_acquisitions_during_melt_season=num_acquisitions_during_melt_season)\n", " #print(orbits)\n", " ts_ds = ts_ds[ts_ds['sat:relative_orbit'].isin(orbits).compute()]\n", " \n", " ts_ds = remove_border_noise(ts_ds)\n", " \n", " runoffs_int64 = ts_ds.groupby('sat:relative_orbit').map(lambda c: c.idxmin(dim='time')).astype(np.int64)\n", " \n", " if return_seperate_orbits_and_polarizations==False: # if false (default), return median\n", " if 'band' in runoffs_int64.dims:\n", " runoffs_int64 = runoffs_int64.where(runoffs_int64>0).median(dim=['sat:relative_orbit','band'],skipna=True)\n", " else:\n", " runoffs_int64 = runoffs_int64.where(runoffs_int64>0).median(dim=['sat:relative_orbit'],skipna=True)\n", " \n", " return runoffs_int64.astype('datetime64[ns]')\n", "\n", "def get_runoffs_onset(ts_ds):\n", " orbits = get_orbits_with_melt_season_coverage(ts_ds,num_acquisitions_during_melt_season=8)\n", " ts_ds = ts_ds[ts_ds['sat:relative_orbit'].isin(orbits)]\n", " runoffs = ts_ds.groupby('sat:relative_orbit').map(lambda c: c.idxmin(dim='time'))\n", " return runoffs" ] } ], "metadata": { "kernelspec": { "display_name": "easysnowdata", "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": "3.10.14" } }, "nbformat": 4, "nbformat_minor": 2 }