From 0416cac6261658b118b0745e8d04647408d33719 Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 15:15:15 -0600 Subject: [PATCH 01/10] meta: update yaml files --- meta/Nwis/config.yaml | 11 ++++++----- meta/Nwis/info.yaml | 4 ++-- meta/Nwis/parameters.yaml | 29 ++++++++++++++++++----------- 3 files changed, 26 insertions(+), 18 deletions(-) diff --git a/meta/Nwis/config.yaml b/meta/Nwis/config.yaml index b4a8d44..26cd840 100644 --- a/meta/Nwis/config.yaml +++ b/meta/Nwis/config.yaml @@ -1,6 +1,7 @@ bmi-nwis: - site: {{site}} - start_date: {{start_date}} - end_date: {{end_date}} - data_type: {{data_type}} - nc_output: {{nc_output}} \ No newline at end of file + sites: {{site}} + start: {{start}} + end: {{end}} + service: {{service}} + parameterCd: {{parameterCd}} + output: {{output}} \ No newline at end of file diff --git a/meta/Nwis/info.yaml b/meta/Nwis/info.yaml index bb9ea13..5061665 100644 --- a/meta/Nwis/info.yaml +++ b/meta/Nwis/info.yaml @@ -1,6 +1,6 @@ summary: This data component downloads the National Water Information System datasets for data analysis and visualization. -url: https://github.com/gantian127/nwis/ +url: https://github.com/gantian127/bmi_nwis/ author: Tian Gan email: gantian127@gmail.com -version: 0.1 +version: 0.2.0 license: MIT diff --git a/meta/Nwis/parameters.yaml b/meta/Nwis/parameters.yaml index 433251d..ab2be0a 100644 --- a/meta/Nwis/parameters.yaml +++ b/meta/Nwis/parameters.yaml @@ -1,32 +1,39 @@ -site: - name: Site +sites: + name: Site code description: The Identifier of the USGS Gauge Site value: type: string default: 03339000 units: 1 -data_type: - name: Data type - description: The data type of the download datasets. +service: + name: Service type + description: The service type of the download datasets. Options include 'dv'(daily mean value) and 'iv' (instantaneous value) value: type: string - default: dv + default: iv units: 1 -start_date: +start: name: Start date description: The start date of the time series dataset. value: type: string - default: "2020-01-01" + default: "2022-01-01" units: 1 -end_date: +end: name: End date description: The end date of the time series dataset. value: type: string - default: "2020-01-15" + default: "2022-01-3" units: 1 -nc_output: +parameterCd: + name: Parameter Code + description: The identifier representing a variable for the time series data. + value: + type: string + default: 00060 + units: 1 +output: name: NetCDF file output description: The file path of the NetCDF file to store the time series data. value: From e53ab056305bcb42ab5a0f7b0b9de49dd4ff6e0a Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 15:15:54 -0600 Subject: [PATCH 02/10] replace nwis pkg to bmi_nwis pkg --- pymt_nwis/bmi.py | 2 +- requirements.txt | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/pymt_nwis/bmi.py b/pymt_nwis/bmi.py index 0e86f6f..7070ac9 100644 --- a/pymt_nwis/bmi.py +++ b/pymt_nwis/bmi.py @@ -1,7 +1,7 @@ from __future__ import absolute_import import pkg_resources -from nwis import BmiNwis as Nwis +from bmi_nwis import BmiNwis as Nwis Nwis.__name__ = "Nwis" Nwis.METADATA = pkg_resources.resource_filename(__name__, "data/Nwis") diff --git a/requirements.txt b/requirements.txt index 3445efd..af1e844 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,2 +1,2 @@ numpy -nwis +bmi_nwis From 5086a06916da30a9d614d17000ea81b024bce1c9 Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 15:17:57 -0600 Subject: [PATCH 03/10] babel.toml: replace nwis to bmi_nwis --- babel.toml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/babel.toml b/babel.toml index e30f4c2..3c3ac3d 100644 --- a/babel.toml +++ b/babel.toml @@ -1,7 +1,7 @@ [library] [library.Nwis] language = "python" -library = "nwis" +library = "bmi_nwis" header = "" entry_point = "BmiNwis" From 32bb5e2da5a2a04e7be4c0173c00fa57390804b9 Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 15:55:55 -0600 Subject: [PATCH 04/10] nb: update code for grid info and new example --- notebooks/config_file.yaml | 2 +- notebooks/pymt_nwis.ipynb | 146 ++++++++++++++++++++++++++++++++----- 2 files changed, 130 insertions(+), 18 deletions(-) diff --git a/notebooks/config_file.yaml b/notebooks/config_file.yaml index a5ad062..9d98bfe 100755 --- a/notebooks/config_file.yaml +++ b/notebooks/config_file.yaml @@ -1,7 +1,7 @@ bmi-nwis: sites: 03339000 + service: iv start: '2022-01-01' end: '2022-01-03' - service: iv output: demo.nc diff --git a/notebooks/pymt_nwis.ipynb b/notebooks/pymt_nwis.ipynb index f58b3f3..4e3c90a 100644 --- a/notebooks/pymt_nwis.ipynb +++ b/notebooks/pymt_nwis.ipynb @@ -65,7 +65,73 @@ "id": "thermal-lodge", "metadata": {}, "source": [ - "## Coding Example" + "## Coding Examples\n", + "\n", + "This section provides two examples to demonstrate how to use the [dataretrieval](https://github.com/USGS-python/dataretrieval) package and the pymt_nwis package to download the same NWIS dataset for visualization." + ] + }, + { + "cell_type": "markdown", + "id": "707a60b0", + "metadata": {}, + "source": [ + "### Example 1: use dataretrieval package to download the NWIS data¶" + ] + }, + { + "cell_type": "markdown", + "id": "c2f15adb", + "metadata": {}, + "source": [ + "In this example, get_record( ) function from the dataretrieval package is used to download the instantaneous datasets at the USGS Gage 03339000 from Jan 1st to 3rd, 2022. Time series plots of stream flow and gage height are created." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "084e61a9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'Gage height (ft)')" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import dataretrieval.nwis as nwis \n", + "\n", + "# get data from NWIS\n", + "dataset = nwis.get_record(sites='03339000', service='iv', start='2022-01-01', end='2022-01-03')\n", + "\n", + "# plot data\n", + "ax = dataset.plot(y=['00060','00065'], subplots=True, figsize=(8,8), \n", + " xlabel='Time', title = 'Time Series Data at USGS Gage 03339000')\n", + "ax[0].set_ylabel('Stream flow (ft3/s)')\n", + "ax[1].set_ylabel('Gage height (ft)')" + ] + }, + { + "cell_type": "markdown", + "id": "42825b76", + "metadata": {}, + "source": [ + "### Example 2: use pymt_nwis to download the NWIS data¶" ] }, { @@ -78,7 +144,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "secret-briefing", "metadata": {}, "outputs": [], @@ -104,7 +170,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "id": "2ac3e497", "metadata": {}, "outputs": [ @@ -112,8 +178,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "variable_name: Stream flow \n", - "var_unit: ft3/s \n", + "variable_name: Turbidity \n", + "var_unit: FNU \n", "var_location: node \n", "var_type: float64 \n", "var_grid: 0 \n", @@ -128,16 +194,16 @@ "var_itemsize: 8\n", "var_nbytes: 8 \n", "\n", - "variable_name: Turbidity \n", - "var_unit: FNU \n", + "variable_name: Height \n", + "var_unit: ft \n", "var_location: node \n", "var_type: float64 \n", "var_grid: 0 \n", "var_itemsize: 8\n", "var_nbytes: 8 \n", "\n", - "variable_name: Height \n", - "var_unit: ft \n", + "variable_name: Stream flow \n", + "var_unit: ft3/s \n", "var_location: node \n", "var_type: float64 \n", "var_grid: 0 \n", @@ -171,7 +237,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "id": "violent-michigan", "metadata": {}, "outputs": [ @@ -199,6 +265,44 @@ " start_time, end_time, time_step, time_units, time_steps))" ] }, + { + "cell_type": "markdown", + "id": "93a27d70", + "metadata": {}, + "source": [ + "Use grid related methods to check the grid information of the NWIS dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "d3462446", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "grid_type: points \n", + "grid_rank: 2 \n", + "grid_node_count: 1 \n", + "site_lon: -87.5972419 \n", + "site_lat: 40.10087009\n" + ] + } + ], + "source": [ + "# get variable grid info\n", + "grid_type = data_comp.grid_type(var_grid)\n", + "grid_rank = data_comp.grid_ndim(var_grid)\n", + "grid_node_count = data_comp.grid_node_count(var_grid)\n", + "site_lon = data_comp.grid_x(var_grid)[0]\n", + "site_lat = data_comp.grid_y(var_grid)[0]\n", + "\n", + "print('grid_type: {} \\ngrid_rank: {} \\ngrid_node_count: {} \\nsite_lon: {} \\nsite_lat: {}'.format(\n", + " grid_type, grid_rank, grid_node_count, site_lon, site_lat))" + ] + }, { "cell_type": "markdown", "id": "monetary-exception", @@ -209,7 +313,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 6, "id": "1a3ee3fa", "metadata": {}, "outputs": [], @@ -243,7 +347,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "id": "aerial-austria", "metadata": {}, "outputs": [ @@ -253,15 +357,15 @@ "Text(0, 0.5, 'Gage height (ft)')" ] }, - "execution_count": 5, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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\n", 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\n", 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" + "
" ] }, "metadata": {}, @@ -270,7 +374,7 @@ ], "source": [ "# plot data\n", - "ax = dataset.plot(y=['00060','00065'], subplots=True, figsize=(10,8), \n", + "ax = dataset.plot(y=['00060','00065'], subplots=True, figsize=(8,8), \n", " xlabel='Time', title = 'Time Series Data at USGS Gage 03339000')\n", "ax[0].set_ylabel('Stream flow (ft3/s)')\n", "ax[1].set_ylabel('Gage height (ft)')" @@ -286,13 +390,21 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 8, "id": "published-vault", "metadata": {}, "outputs": [], "source": [ "data_comp.finalize()" ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f168e374", + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { From 26768fac2b090ca9323dac0155dc7f685d15cf44 Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 15:58:10 -0600 Subject: [PATCH 05/10] meta: update config file --- meta/Nwis/config.yaml | 4 ++-- meta/Nwis/parameters.yaml | 4 ++-- 2 files changed, 4 insertions(+), 4 deletions(-) diff --git a/meta/Nwis/config.yaml b/meta/Nwis/config.yaml index 26cd840..6b63951 100644 --- a/meta/Nwis/config.yaml +++ b/meta/Nwis/config.yaml @@ -1,7 +1,7 @@ bmi-nwis: - sites: {{site}} + sites: {{sites}} + service: {{service}} start: {{start}} end: {{end}} - service: {{service}} parameterCd: {{parameterCd}} output: {{output}} \ No newline at end of file diff --git a/meta/Nwis/parameters.yaml b/meta/Nwis/parameters.yaml index ab2be0a..f4962a8 100644 --- a/meta/Nwis/parameters.yaml +++ b/meta/Nwis/parameters.yaml @@ -3,7 +3,7 @@ sites: description: The Identifier of the USGS Gauge Site value: type: string - default: 03339000 + default: '03339000' units: 1 service: name: Service type @@ -31,7 +31,7 @@ parameterCd: description: The identifier representing a variable for the time series data. value: type: string - default: 00060 + default: '00060' units: 1 output: name: NetCDF file output From 4a919e29740aa4c0b136469cb9a09132ac05c908 Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 16:53:51 -0600 Subject: [PATCH 06/10] update docs --- CHANGES.rst | 4 +++- LICENSE | 2 +- README.rst | 11 +++++++++-- 3 files changed, 13 insertions(+), 4 deletions(-) diff --git a/CHANGES.rst b/CHANGES.rst index d4a0224..9c7f4b3 100644 --- a/CHANGES.rst +++ b/CHANGES.rst @@ -1,9 +1,11 @@ Changelog for pymt_nwis ======================= -0.2.0 (unreleased) +0.2.0 (2022-09-13) ------------------- +- Update nwis to bmi_nwis +- Update the notebook content 0.1.0 (2021-03-31) ------------------ diff --git a/LICENSE b/LICENSE index c894e09..7b9f12d 100644 --- a/LICENSE +++ b/LICENSE @@ -1,6 +1,6 @@ MIT License -Copyright (c) 2021, Tian Gan +Copyright (c) 2022, Tian Gan Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal diff --git a/README.rst b/README.rst index eca3094..a0ffdc0 100644 --- a/README.rst +++ b/README.rst @@ -18,9 +18,9 @@ pymt_nwis :target: hhttps://github.com/gantian127/pymt_nwis/blob/master/LICENSE -pymt_nwis is a package that converts `nwis package `_ into a reusable, +pymt_nwis is a package that converts `bmi_nwis package `_ into a reusable, plug-and-play data component for `PyMT `_ modeling framework. -This allows the National Water Information System data to be easily coupled with other data or models that expose +This allows the National Water Information System (`NWIS `_) data to be easily coupled with other data or models that expose a `Basic Model Interface `_. --------------- @@ -65,3 +65,10 @@ To install `pymt_nwis`, .. code:: pip install pymt_nwis + +-------------------- +Coding Example +-------------------- + +You can learn more details about the coding example from the +`tutorial notebook `_. From 54353bec68719c295535447c62b12cd13ea81939 Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 16:54:50 -0600 Subject: [PATCH 07/10] update setup.py --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index c1d5ab8..e32b594 100644 --- a/setup.py +++ b/setup.py @@ -27,7 +27,7 @@ def read(filename): author_email="gantian127@gmail.com", description="PyMT plugin for pymt_nwis", long_description=long_description, - version="0.1.0", + version="0.2.0", url="https://github.com/gantian127/pymt_nwis", classifiers=[ "Development Status :: 4 - Beta", From 5eaf2353f2febc5a046dfeea78ea18195ee5c8ca Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 17:00:06 -0600 Subject: [PATCH 08/10] update plot --- docs/_static/plot.png | Bin 0 -> 60674 bytes docs/_static/ts_plot.png | Bin 118818 -> 0 bytes 2 files changed, 0 insertions(+), 0 deletions(-) create mode 100644 docs/_static/plot.png delete mode 100644 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From 1fbc66e2d982b33d753e3e193c6561792abfb01d Mon Sep 17 00:00:00 2001 From: gantian127 Date: Tue, 13 Sep 2022 17:02:54 -0600 Subject: [PATCH 09/10] update docs --- docs/index.rst | 73 +++++++++++++++++++++++++++++++------------------- 1 file changed, 45 insertions(+), 28 deletions(-) diff --git a/docs/index.rst b/docs/index.rst index 139f8eb..cc7e822 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -5,7 +5,7 @@ :target: https://pymt_nwis.readthedocs.io/ -pymt_nwis converts `nwis `_ into a reusable, +pymt_nwis converts `bmi_nwis `_ into a reusable, plug-and-play data component for `PyMT `_ modeling framework. pymt_nwis allows the National Water Information System data to be easily coupled with other data or models that expose a `Basic Model Interface `_. @@ -33,11 +33,14 @@ Install the pymt_nwis using pip: Coding Example -------------- +You can learn more details about the coding example from the +`tutorial notebook `_. + .. code-block:: python - import matplotlib.pyplot as plt import numpy as np import cftime + import pandas as pd from pymt.models import Nwis @@ -45,18 +48,17 @@ Coding Example data_comp = Nwis() data_comp.initialize('config_file.yaml') - # get variables info - var_names = data_comp.output_var_names - print('time series variable names: {}'.format(var_names)) - - var_name = 'discharge' - var_unit = data_comp.var_units(var_name) - var_location = data_comp.var_location(var_name) - var_type = data_comp.var_type(var_name) - var_grid = data_comp.var_grid(var_name) + # get variable info + for var_name in data_comp.output_var_names: + var_unit = data_comp.var_units(var_name) + var_location = data_comp.var_location(var_name) + var_type = data_comp.var_type(var_name) + var_grid = data_comp.var_grid(var_name) + var_itemsize = data_comp.var_itemsize(var_name) + var_nbytes = data_comp.var_nbytes(var_name) - print('variable_name: {} \nvar_unit: {} \nvar_location: {} \nvar_type: {} \nvar_grid: {}'.format( - var_name, var_unit, var_location, var_type, var_grid)) + print('variable_name: {} \nvar_unit: {} \nvar_location: {} \nvar_type: {} \nvar_grid: {} \nvar_itemsize: {}' + '\nvar_nbytes: {} \n'. format(var_name, var_unit, var_location, var_type, var_grid, var_itemsize, var_nbytes)) # get time info start_time = data_comp.start_time @@ -68,33 +70,48 @@ Coding Example print('start_time: {} \nend_time: {} \ntime_step: {} \ntime_units: {} \ntime_steps: {}'.format( start_time, end_time, time_step, time_units, time_steps)) - # get variable data - stream_array = np.empty(time_steps) - cftime_array = np.empty(time_steps) + # get variable grid info + grid_type = data_comp.grid_type(var_grid) + grid_rank = data_comp.grid_ndim(var_grid) + grid_node_count = data_comp.grid_node_count(var_grid) + site_lon = data_comp.grid_x(var_grid)[0] + site_lat = data_comp.grid_y(var_grid)[0] + + print('grid_type: {} \ngrid_rank: {} \ngrid_node_count: {} \nsite_lon: {} \nsite_lat: {}'.format( + grid_type, grid_rank, grid_node_count, site_lon, site_lat)) + + # initiate dataframe to store data + dataset = pd.DataFrame(columns = ['00060','00065','time']) for i in range(0, time_steps): - stream_array[i] = data_comp.get_value(var_name) - cftime_array[i] = data_comp.time - data_comp.update() + # get values + stream_flow = data_comp.get_value('Stream flow') + gage_height = data_comp.get_value('Height') + time = cftime.num2pydate(data_comp.time, time_units) + + # add new row to dataframe + dataset.loc[len(dataset)]=[stream_flow[0], gage_height[0], time] - time_array = cftime.num2date(cftime_array, time_units, only_use_cftime_datetimes=False, only_use_python_datetimes=True ) + # update to next time step + data_comp.update() + # convert time to local time + dataset = dataset.set_index('time').tz_localize(tz='UTC').tz_convert(tz='US/Central') # plot data - plt.figure(figsize=(9,5)) - plt.plot(time_array, stream_array) - plt.xlabel('Year 2017') - plt.ylabel('{} ({})'.format(var_name, var_unit)) - plt.title('Discharge Observation at USGS Gage 03339000') + ax = dataset.plot(y=['00060','00065'], subplots=True, figsize=(8,8), + xlabel='Time', title = 'Time Series Data at USGS Gage 03339000') + ax[0].set_ylabel('Stream flow (ft3/s)') + ax[1].set_ylabel('Gage height (ft)') - # complete the example by finalizing the component data_comp.finalize() + |ts_plot| .. links: .. |binder| image:: https://mybinder.org/badge_logo.svg - :target: https://mybinder.org/v2/gh/gantian127/pymt_soilgrids/master?filepath=notebooks%2Fpymt_soilgrids.ipynb + :target: https://mybinder.org/v2/gh/gantian127/pymt_nwis/master?filepath=notebooks%2Fpymt_nwis.ipynb -.. |ts_plot| image:: _static/ts_plot.png \ No newline at end of file +.. |ts_plot| image:: _static/plot.png \ No newline at end of file From 6c42812ffba06a4f5a4f33cdfe5c1b5c8b1707db Mon Sep 17 00:00:00 2001 From: gantian127 Date: Wed, 14 Sep 2022 15:42:27 -0600 Subject: [PATCH 10/10] docs: update code --- docs/index.rst | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/index.rst b/docs/index.rst index cc7e822..7564b68 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -67,7 +67,7 @@ You can learn more details about the coding example from the time_units = data_comp.time_units time_steps = int((end_time - start_time)/time_step) + 1 - print('start_time: {} \nend_time: {} \ntime_step: {} \ntime_units: {} \ntime_steps: {}'.format( + print('start_time: {} \nend_time: {} \ntime_step: {} \ntime_units: {} \ntime_steps: {} \n'.format( start_time, end_time, time_step, time_units, time_steps)) # get variable grid info