From d6d44e28994bb5cff4a9b593e8e18e36a151511f Mon Sep 17 00:00:00 2001 From: Jackson Hammond Date: Thu, 19 Feb 2026 17:01:06 -0700 Subject: [PATCH] Week7 --- Matplotlib/Matplotlib_Exercises.ipynb | 914 +- .../Part1-Figures_Subplots_and_layouts.ipynb | 81 +- .../Part2-Plotting_Methods_Overview.ipynb | 24 +- .../Part3-Plotting-2D-Arrays-Images.ipynb | 16 +- Matplotlib/Part4-HowToSpeakMPL.ipynb | 8 +- .../Part5-Limits_Legends_and_Layouts.ipynb | 2 +- Matplotlib/README.md | 1 + .../streamflow_data/10128500_1980_2020.csv | 12418 +++++++++++++++ .../streamflow_data/10130500_1980_2020.csv | 12419 ++++++++++++++++ .../streamflow_data/10141000_1980_2020.csv | 12419 ++++++++++++++++ 10 files changed, 38245 insertions(+), 57 deletions(-) create mode 100644 Matplotlib/streamflow_data/10128500_1980_2020.csv create mode 100644 Matplotlib/streamflow_data/10130500_1980_2020.csv create mode 100644 Matplotlib/streamflow_data/10141000_1980_2020.csv diff --git a/Matplotlib/Matplotlib_Exercises.ipynb b/Matplotlib/Matplotlib_Exercises.ipynb index 112254e..a5984fa 100644 --- a/Matplotlib/Matplotlib_Exercises.ipynb +++ b/Matplotlib/Matplotlib_Exercises.ipynb @@ -22,11 +22,706 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "id": "27c72ae7", "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Datetime USGS_flow variable USGS_ID measurement_unit \\\n", + "0 1986-10-01 982.4000 streamflow 10141000 ft3/s \n", + "1 1986-10-02 967.7083 streamflow 10141000 ft3/s \n", + "2 1986-10-03 976.8750 streamflow 10141000 ft3/s \n", + "3 1986-10-04 906.0000 streamflow 10141000 ft3/s \n", + "4 1986-10-05 858.8125 streamflow 10141000 ft3/s \n", + "\n", + " qualifiers series \n", + "0 ['A', '[91]'] 0 \n", + "1 ['A', '[91]'] 0 \n", + "2 ['A', '[91]'] 0 \n", + "3 ['A', '[91]'] 0 \n", + "4 ['A', '[91]'] 0 \n" + ] + }, + { + "data": { + "text/html": [ + "
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75%277.35416010141000.00.0
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" + ], + "text/plain": [ + " USGS_flow USGS_ID series\n", + "count 11489.000000 11489.0 11489.0\n", + "mean 328.125434 10141000.0 0.0\n", + "std 565.554160 0.0 0.0\n", + "min 3.957083 10141000.0 0.0\n", + "25% 73.914580 10141000.0 0.0\n", + "50% 119.468750 10141000.0 0.0\n", + "75% 277.354160 10141000.0 0.0\n", + "max 5024.583500 10141000.0 0.0" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import numpy as np\n", + "#10141000 is the weber river before it enters the great salt lake \n", + "#10130500 is the wever river below rockport\n", + "#10128500 is the weber river above rockport\n", + "\n", + "#read the data from the streamflow_data folder \n", + "terminus = pd.read_csv(\"streamflow_data/10141000_1980_2020.csv\")\n", + "print(terminus.head())\n", + "terminus.describe()\n", + "\n", + "#remove outliers, NaN values, and negative 999 values \n", + "terminus = terminus[terminus['USGS_flow'] > 0]\n", + "# terminus = terminus[terminus['USGS_flow'] < 10000]\n", + "#remove values that are in the 99th percentile \n", + "# q99 = terminus['USGS_flow'].quantile(0.9999)\n", + "# terminus = terminus[terminus['USGS_flow'] < q99]\n", + "terminus = terminus.dropna()\n", + "terminus.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "e9074bac", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Datetime USGS_flow variable USGS_ID measurement_unit qualifiers \\\n", + "9006 2011-05-29 4689.2710 streamflow 10141000 ft3/s ['A'] \n", + "9007 2011-05-30 4911.8750 streamflow 10141000 ft3/s ['A'] \n", + "9008 2011-05-31 5003.8540 streamflow 10141000 ft3/s ['A'] \n", + "9009 2011-06-01 4821.3540 streamflow 10141000 ft3/s ['A'] \n", + "9010 2011-06-02 4651.4585 streamflow 10141000 ft3/s ['A'] \n", + "9011 2011-06-03 4667.5000 streamflow 10141000 ft3/s ['A'] \n", + "9012 2011-06-04 4741.8750 streamflow 10141000 ft3/s ['A'] \n", + "9013 2011-06-05 4793.2290 streamflow 10141000 ft3/s ['A'] \n", + "9014 2011-06-06 4851.0415 streamflow 10141000 ft3/s ['A'] \n", + "9015 2011-06-07 4981.5625 streamflow 10141000 ft3/s ['A'] \n", + "9016 2011-06-08 5024.5835 streamflow 10141000 ft3/s ['A'] \n", + "9017 2011-06-09 4936.1460 streamflow 10141000 ft3/s ['A'] \n", + "9018 2011-06-10 4742.5000 streamflow 10141000 ft3/s ['A'] \n", + "9019 2011-06-11 4643.7500 streamflow 10141000 ft3/s ['A'] \n", + "9020 2011-06-12 4593.7500 streamflow 10141000 ft3/s ['A'] \n", + "9021 2011-06-13 4558.1250 streamflow 10141000 ft3/s ['A'] \n", + "9022 2011-06-14 4505.1040 streamflow 10141000 ft3/s ['A'] \n", + "9023 2011-06-15 4232.9165 streamflow 10141000 ft3/s ['A'] \n", + "9024 2011-06-16 3964.6875 streamflow 10141000 ft3/s ['A'] \n", + "9025 2011-06-17 3285.8333 streamflow 10141000 ft3/s ['A'] \n", + "9026 2011-06-18 2860.2083 streamflow 10141000 ft3/s ['A'] \n", + "\n", + " series \n", + "9006 0 \n", + "9007 0 \n", + "9008 0 \n", + "9009 0 \n", + "9010 0 \n", + "9011 0 \n", + "9012 0 \n", + "9013 0 \n", + "9014 0 \n", + "9015 0 \n", + "9016 0 \n", + "9017 0 \n", + "9018 0 \n", + "9019 0 \n", + "9020 0 \n", + "9021 0 \n", + "9022 0 \n", + "9023 0 \n", + "9024 0 \n", + "9025 0 \n", + "9026 0 \n" + ] + } + ], + "source": [ + "#print the 10 rows before and after the maximum flow value\n", + "max_flow_rows = terminus.loc[max_flow_index-10:max_flow_index+10]\n", + "print(max_flow_rows)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "3ed1aeda", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Datetime USGS_flow variable USGS_ID measurement_unit \\\n", + "0 1986-10-01 310.35294 streamflow 10130500 ft3/s \n", + "1 1986-10-02 264.50000 streamflow 10130500 ft3/s \n", + "2 1986-10-03 263.00000 streamflow 10130500 ft3/s \n", + "3 1986-10-04 259.00000 streamflow 10130500 ft3/s \n", + "4 1986-10-05 253.37500 streamflow 10130500 ft3/s \n", + "\n", + " qualifiers series \n", + "0 ['A', '[91]'] 0 \n", + "1 ['A', '[91]'] 0 \n", + "2 ['A', '[91]'] 0 \n", + "3 ['A', '[91]'] 0 \n", + "4 ['A', '[91]'] 0 \n" + ] + }, + { + "data": { + "text/html": [ + "
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USGS_flowUSGS_IDseries
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" + ], + "text/plain": [ + " USGS_flow USGS_ID series\n", + "count 9944.000000 9944.0 9944.0\n", + "mean 195.257736 10130500.0 0.0\n", + "std 201.431500 0.0 0.0\n", + "min 12.666667 10130500.0 0.0\n", + "25% 84.736981 10130500.0 0.0\n", + "50% 171.786460 10130500.0 0.0\n", + "75% 214.687500 10130500.0 0.0\n", + "max 1624.479100 10130500.0 0.0" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "res = pd.read_csv(\"streamflow_data/10130500_1980_2020.csv\")\n", + "print(res.head())\n", + "res.describe()\n", + "\n", + "#remove NaN values and negative 999 values\n", + "res = res[res['USGS_flow'] > 0]\n", + "res = res.dropna()\n", + "res.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "2d6eb59e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Datetime USGS_flow variable USGS_ID measurement_unit \\\n", + "9006 2011-05-29 1138.64590 streamflow 10130500 ft3/s \n", + "9007 2011-05-30 1140.00000 streamflow 10130500 ft3/s \n", + "9008 2011-05-31 1113.02090 streamflow 10130500 ft3/s \n", + "9009 2011-06-01 1077.70840 streamflow 10130500 ft3/s \n", + "9010 2011-06-02 1092.39590 streamflow 10130500 ft3/s \n", + "9011 2011-06-03 1182.91660 streamflow 10130500 ft3/s \n", + "9012 2011-06-04 1167.91660 streamflow 10130500 ft3/s \n", + "9013 2011-06-05 1164.89590 streamflow 10130500 ft3/s \n", + "9014 2011-06-06 1164.16660 streamflow 10130500 ft3/s \n", + "9015 2011-06-07 1169.89590 streamflow 10130500 ft3/s \n", + "9016 2011-06-08 1216.66660 streamflow 10130500 ft3/s \n", + "9017 2011-06-09 1206.45840 streamflow 10130500 ft3/s \n", + "9018 2011-06-10 1197.60410 streamflow 10130500 ft3/s \n", + "9019 2011-06-11 1174.58340 streamflow 10130500 ft3/s \n", + "9020 2011-06-12 1101.04160 streamflow 10130500 ft3/s \n", + "9021 2011-06-13 1086.51040 streamflow 10130500 ft3/s \n", + "9022 2011-06-14 945.76044 streamflow 10130500 ft3/s \n", + "9023 2011-06-15 924.56250 streamflow 10130500 ft3/s \n", + "9024 2011-06-16 924.50000 streamflow 10130500 ft3/s \n", + "9025 2011-06-17 928.93750 streamflow 10130500 ft3/s \n", + "9026 2011-06-18 891.96875 streamflow 10130500 ft3/s \n", + "\n", + " qualifiers series \n", + "9006 ['A'] 0 \n", + "9007 ['A'] 0 \n", + "9008 ['A'] 0 \n", + "9009 ['A'] 0 \n", + "9010 ['A'] 0 \n", + "9011 ['A'] 0 \n", + "9012 ['A'] 0 \n", + "9013 ['A'] 0 \n", + "9014 ['A'] 0 \n", + "9015 ['A'] 0 \n", + "9016 ['A'] 0 \n", + "9017 ['A'] 0 \n", + "9018 ['A'] 0 \n", + "9019 ['A'] 0 \n", + "9020 ['A'] 0 \n", + "9021 ['A'] 0 \n", + "9022 ['A'] 0 \n", + "9023 ['A'] 0 \n", + "9024 ['A'] 0 \n", + "9025 ['A'] 0 \n", + "9026 ['A'] 0 \n" + ] + } + ], + "source": [ + "#print the 10 rows before and after the maximum value\n", + "max_flow_rows_res = res.loc[max_flow_index-10:max_flow_index+10]\n", + "print(max_flow_rows_res)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "dceaf6f8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Datetime USGS_flow variable USGS_ID measurement_unit \\\n", + "0 1986-10-02 123.111115 streamflow 10128500 ft3/s \n", + "1 1986-10-03 130.916670 streamflow 10128500 ft3/s \n", + "2 1986-10-04 122.250000 streamflow 10128500 ft3/s \n", + "3 1986-10-05 118.083336 streamflow 10128500 ft3/s \n", + "4 1986-10-06 118.000000 streamflow 10128500 ft3/s \n", + "\n", + " qualifiers series \n", + "0 ['A'] 0 \n", + "1 ['A', '[91]'] 0 \n", + "2 ['A', '[91]'] 0 \n", + "3 ['A', '[91]'] 0 \n", + "4 ['A', '[91]'] 0 \n" + ] + }, + { + "data": { + "text/html": [ + "
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mean223.88084210128500.00.0
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" + ], + "text/plain": [ + " USGS_flow USGS_ID series\n", + "count 9817.000000 12417.0 12417.0\n", + "mean 223.880842 10128500.0 0.0\n", + "std 325.184763 0.0 0.0\n", + "min 23.125000 10128500.0 0.0\n", + "25% 62.500000 10128500.0 0.0\n", + "50% 103.035710 10128500.0 0.0\n", + "75% 185.906250 10128500.0 0.0\n", + "max 2925.520800 10128500.0 0.0" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "headwaters = pd.read_csv(\"streamflow_data/10128500_1980_2020.csv\")\n", + "print(headwaters.head())\n", + "headwaters.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "534c073d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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count9817.0000009817.09817.0
mean223.88084210128500.00.0
std325.1847630.00.0
min23.12500010128500.00.0
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75%185.90625010128500.00.0
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" + ], + "text/plain": [ + " USGS_flow USGS_ID series\n", + "count 9817.000000 9817.0 9817.0\n", + "mean 223.880842 10128500.0 0.0\n", + "std 325.184763 0.0 0.0\n", + "min 23.125000 10128500.0 0.0\n", + "25% 62.500000 10128500.0 0.0\n", + "50% 103.035710 10128500.0 0.0\n", + "75% 185.906250 10128500.0 0.0\n", + "max 2925.520800 10128500.0 0.0" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#remove NaN values and negative 999 values\n", + "headwaters = headwaters[headwaters['USGS_flow'] > 0]\n", + "headwaters = headwaters.dropna()\n", + "headwaters.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "c98e902d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Datetime USGS_flow variable USGS_ID measurement_unit \\\n", + "9006 2011-05-30 771.67706 streamflow 10128500 ft3/s \n", + "9007 2011-05-31 726.23956 streamflow 10128500 ft3/s \n", + "9008 2011-06-01 737.31250 streamflow 10128500 ft3/s \n", + "9009 2011-06-02 791.75000 streamflow 10128500 ft3/s \n", + "9010 2011-06-03 833.52080 streamflow 10128500 ft3/s \n", + "9011 2011-06-04 870.92706 streamflow 10128500 ft3/s \n", + "9012 2011-06-05 973.67706 streamflow 10128500 ft3/s \n", + "9013 2011-06-06 1245.05260 streamflow 10128500 ft3/s \n", + "9014 2011-06-07 1355.31250 streamflow 10128500 ft3/s \n", + "9015 2011-06-08 1345.31250 streamflow 10128500 ft3/s \n", + "9016 2011-06-09 1435.62500 streamflow 10128500 ft3/s \n", + "9017 2011-06-10 1281.66660 streamflow 10128500 ft3/s \n", + "9018 2011-06-11 1295.52090 streamflow 10128500 ft3/s \n", + "9019 2011-06-12 1491.45840 streamflow 10128500 ft3/s \n", + "9020 2011-06-13 1415.41660 streamflow 10128500 ft3/s \n", + "9021 2011-06-14 1426.77090 streamflow 10128500 ft3/s \n", + "9022 2011-06-15 1736.87500 streamflow 10128500 ft3/s \n", + "9023 2011-06-16 2188.85420 streamflow 10128500 ft3/s \n", + "9024 2011-06-17 2205.00000 streamflow 10128500 ft3/s \n", + "9025 2011-06-18 2010.20840 streamflow 10128500 ft3/s \n", + "9026 2011-06-19 1955.52090 streamflow 10128500 ft3/s \n", + "\n", + " qualifiers series \n", + "9006 ['A'] 0 \n", + "9007 ['A'] 0 \n", + "9008 ['A'] 0 \n", + "9009 ['A'] 0 \n", + "9010 ['A'] 0 \n", + "9011 ['A'] 0 \n", + "9012 ['A'] 0 \n", + "9013 ['A'] 0 \n", + "9014 ['A'] 0 \n", + "9015 ['A'] 0 \n", + "9016 ['A'] 0 \n", + "9017 ['A'] 0 \n", + "9018 ['A'] 0 \n", + "9019 ['A'] 0 \n", + "9020 ['A'] 0 \n", + "9021 ['A'] 0 \n", + "9022 ['A'] 0 \n", + "9023 ['A'] 0 \n", + "9024 ['A'] 0 \n", + "9025 ['A'] 0 \n", + "9026 ['A'] 0 \n" + ] + } + ], + "source": [ + "max_flow_rows_headwaters = headwaters.loc[max_flow_index-10:max_flow_index+10]\n", + "print(max_flow_rows_headwaters)" + ] }, { "cell_type": "markdown", @@ -40,11 +735,17 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 40, "id": "6143c78b", "metadata": {}, "outputs": [], - "source": [] + "source": [ + "#slice the terminus data to only include the years 2000-2010 and save to a new dataframe called terminus_2000_2010\n", + "terminus_2000_2010 = terminus[(terminus['Datetime'] >= '2000-01-01') & (terminus['Datetime'] <= '2010-12-31')]\n", + "#do the same for res and headwaters\n", + "res_2000_2010 = res[(res['Datetime'] >= '2000-01-01') & (res['Datetime'] <= '2010-12-31')]\n", + "headwaters_2000_2010 = headwaters[(headwaters['Datetime'] >= '2000-01-01') & (headwaters['Datetime'] <= '2010-12-31')]" + ] }, { "cell_type": "markdown", @@ -58,11 +759,87 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "id": "5f58f373", "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#plot terminus dataframe using df.plot() and show the plot\n", + "terminus_2000_2010.plot(x='Datetime', y='USGS_flow')\n", + "plt.title('Terminus 2000-2010')\n", + "plt.xlabel('Date')\n", + "plt.ylabel('Flow (cfs)')\n", + "#roate x-axis labels 45 degrees\n", + "plt.xticks(rotation=45)\n", + "plt.show() \n" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "32b1592f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#plot res dataframe using df.plot() and show the plot\n", + "res_2000_2010.plot(x='Datetime', y='USGS_flow')\n", + "plt.title('Res 2000-2010')\n", + "plt.xlabel('Date')\n", + "plt.ylabel('Flow (cfs)')\n", + "#roate x-axis labels 45 degrees\n", + "plt.xticks(rotation=45)\n", + "plt.show() \n" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "178e455b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#plot headwaters dataframe using df.plot() and show the plot\n", + "headwaters_2000_2010.plot(x='Datetime', y='USGS_flow')\n", + "plt.title('Headwaters 2000-2010')\n", + "plt.xlabel('Date')\n", + "plt.ylabel('Flow (cfs)')\n", + "#roate x-axis labels 45 degrees\n", + "plt.xticks(rotation=45)\n", + "plt.show() \n" + ] }, { "cell_type": "markdown", @@ -76,11 +853,80 @@ }, { "cell_type": "code", - "execution_count": null, - "id": "54790e6f", + "execution_count": 49, + "id": "fc381561", "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Terminus Below Res Headwaters\n", + "Datetime \n", + "2000-01-14 63.720590 165.000000 NaN\n", + "2000-01-15 82.354164 164.312500 NaN\n", + "2000-01-16 78.822914 165.500000 NaN\n", + "2000-01-17 85.302086 176.781250 NaN\n", + "2000-01-18 108.125000 185.052080 NaN\n", + "2000-01-19 204.166670 190.802080 NaN\n", + "2000-01-20 192.520830 183.479170 NaN\n", + "2000-01-21 212.000000 184.145830 NaN\n", + "2000-01-22 229.572920 180.552080 NaN\n", + "2000-01-23 195.479170 174.302080 NaN\n", + "2000-01-24 165.125000 172.333330 NaN\n", + "2000-01-25 185.927080 173.291670 NaN\n", + "2000-01-26 326.791660 177.312500 NaN\n", + "2000-01-27 235.739580 173.510420 NaN\n", + "2000-01-28 229.718750 171.072920 NaN\n", + "2000-01-29 227.427080 174.614580 NaN\n", + "2000-01-30 238.177080 173.145830 NaN\n", + "2000-01-31 241.458330 165.906250 NaN\n", + "2000-02-01 255.708330 167.947920 NaN\n", + "2000-02-02 232.447920 165.458330 NaN\n", + "2000-02-03 212.156250 164.822920 NaN\n", + "2000-02-04 210.250000 164.343750 NaN\n", + "2000-02-05 208.333330 166.895830 NaN\n", + "2000-02-06 205.625000 170.562500 NaN\n", + "2000-02-07 203.697920 175.916670 NaN\n", + "2000-02-08 219.062500 153.104170 51.500000\n", + "2000-02-09 275.072900 48.937500 51.753426\n", + "2000-02-10 230.281250 42.968750 51.535713\n", + "2000-02-11 152.281250 43.250000 51.095238\n", + "2000-02-12 196.885420 44.000000 51.630950\n", + "2000-02-13 370.270840 43.854168 51.988094\n", + "2000-02-14 258.208340 43.822918 54.476190\n", + "2000-02-15 407.770840 51.354168 50.190475\n", + "2000-02-16 329.177100 48.427082 52.892857\n", + "2000-02-17 296.708340 47.343750 51.250000\n", + "2000-02-18 360.864600 47.072918 50.875000\n", + "2000-02-19 393.906250 77.989586 NaN\n", + "2000-02-20 360.000000 80.114586 52.283333\n", + "2000-02-21 361.020840 79.708336 54.273810\n", + "2000-02-22 475.260400 82.760414 50.297620\n", + "2000-02-23 521.552060 86.687500 51.964287\n", + "2000-02-24 462.375000 85.562500 52.833332\n", + "2000-02-25 512.010440 84.562500 NaN\n", + "2000-02-26 445.687500 85.218750 NaN\n", + "2000-02-27 427.875000 83.666664 51.666668\n", + "2000-02-28 470.343750 82.458336 50.440475\n", + "2000-02-29 493.645840 82.229164 50.958904\n", + "2000-03-01 472.520840 81.000000 50.523810\n", + "2000-03-02 465.593750 81.427086 49.547947\n", + "2000-03-03 457.583340 80.906250 51.238094\n" + ] + } + ], + "source": [ + "\n", + "#create a single dataframe named All_Streams and combine the three dataframe streamflow data, with the index to the Datetime column, and the columns named Terminus, Res, and Headwaters\n", + "All_Streams = pd.DataFrame()\n", + "All_Streams['Datetime'] = terminus_2000_2010['Datetime']\n", + "All_Streams['Terminus'] = terminus_2000_2010['USGS_flow']\n", + "All_Streams['Below Res'] = res_2000_2010['USGS_flow']\n", + "All_Streams['Headwaters'] = headwaters_2000_2010['USGS_flow']\n", + "All_Streams.set_index('Datetime', inplace=True)\n", + "print(All_Streams.head(50))" + ] }, { "cell_type": "markdown", @@ -101,21 +947,61 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 53, "id": "4701d37d", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#create a figure using matplotlib and plot all three streamflow data on the same plot, with a legend, title, and axis labels, and the x axis shwoing by year\n", + "plt.figure(figsize=(10,6))\n", + "plt.plot(All_Streams.index, All_Streams['Terminus'], label='Terminus')\n", + "plt.plot(All_Streams.index, All_Streams['Below Res'], label='Below Res')\n", + "plt.plot(All_Streams.index, All_Streams['Headwaters'], label='Headwaters')\n", + "plt.title('Streamflow 2000-2010')\n", + "plt.xlabel('Date')\n", + "plt.ylabel('Flow (cfs)')\n", + "plt.legend()\n", + "#roate x-axis labels 45 degrees\n", + "plt.xticks(rotation=45)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fe56635b", + "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { - "display_name": "p310env", + "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": "3.10.19" } }, diff --git a/Matplotlib/Part1-Figures_Subplots_and_layouts.ipynb b/Matplotlib/Part1-Figures_Subplots_and_layouts.ipynb index 25214a5..36aa52f 100644 --- a/Matplotlib/Part1-Figures_Subplots_and_layouts.ipynb +++ b/Matplotlib/Part1-Figures_Subplots_and_layouts.ipynb @@ -64,14 +64,14 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "3.10.7\n", + "3.10.8\n", "module://matplotlib_inline.backend_inline\n" ] } @@ -149,9 +149,17 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Matplotlib is building the font cache; this may take a moment.\n" + ] + } + ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt" @@ -217,7 +225,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -251,12 +259,12 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 4, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -290,12 +298,12 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -346,12 +354,12 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -383,7 +391,7 @@ "ax.set_title('Line and Scatter Plot Example') # Set the title\n", "ax.set_ylabel('Y-Axis Label') # Set the y-axis label\n", "ax.set_xlabel('X-Axis Label') # Set the x-axis label\n", - "#ax.set_xlim(0.5, 4.5) # Set the x-axis limits, notice this removes points outside this range\n", + "# ax.set_xlim(0.5, 4.5) # Set the x-axis limits, notice this removes points outside this range\n", "#ax.set_ylim(0, 35) # Set the y-axis limits\n", "plt.show()" ] @@ -469,12 +477,12 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -571,9 +579,30 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "(0.0, 10.0)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Try to reproduce the figure shown in images/exercise_1-1.png\n", "\n", @@ -582,7 +611,23 @@ "y1, y2, y3 = np.cos(x), np.cos(x + 1), np.cos(x + 2)\n", "names = ['Signal 1', 'Signal 2', 'Signal 3']\n", "\n", - "# Can you figure out what to do next to plot x vs y1, y2, and y3 on one figure?\n" + "fig, axes = plt.subplots(nrows=3, ncols=1,) # Create a figure and a 3x1 grid of subplots, attached to fig, axes variables\n", + " \n", + "# Can you figure out what to do next to plot x vs y1, y2, and y3 on one figure?\n", + "axes[0].plot(x, y1, label=names[0])\n", + "axes[1].plot(x, y2, label=names[1])\n", + "axes[2].plot(x, y3, label=names[2])\n", + "\n", + "# Set Titles \n", + "axes[0].set(title='Signal 1') # Set title for upper left subplot\n", + "axes[1].set(title='Signal 2') # Set title for upper right subplot\n", + "axes[2].set(title='Signal 3') # Set title for lower left subplot\n", + "\n", + "\n", + "plt.tight_layout() # Adjust spacing between subplots\n", + "plt.show()\n", + "\n", + "#how do I make it so that the plot starts at 0 on the x-axis and doesn't show the negative x values?\n" ] }, { @@ -602,7 +647,7 @@ ], "metadata": { "kernelspec": { - "display_name": "p310env", + "display_name": "Python 3", "language": "python", "name": "python3" }, diff --git a/Matplotlib/Part2-Plotting_Methods_Overview.ipynb b/Matplotlib/Part2-Plotting_Methods_Overview.ipynb index 45a310c..7e6e517 100644 --- a/Matplotlib/Part2-Plotting_Methods_Overview.ipynb +++ b/Matplotlib/Part2-Plotting_Methods_Overview.ipynb @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -207,7 +207,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -227,17 +227,17 @@ " color='lightblue' # Fill color\n", " )\n", "\n", - "#fill a different color above the y=0 line\n", - "# ax.fill_between(x, y, 0, # X, y data, fill to y=0\n", - "# where=(y >= 0), # Condition for filling\n", - "# color='lightgreen' # Fill color\n", - "# )\n", + "# fill a different color above the y=0 line\n", + "ax.fill_between(x, y, 0, # X, y data, fill to y=0\n", + " where=(y >= 0), # Condition for filling\n", + " color='lightgreen' # Fill color\n", + " )\n", "\n", "# # fill a different color below the y=0 line\n", - "# ax.fill_between(x, y, 0, # X, y data, fill to y=0\n", - "# where=(y < 0), # Condition for filling\n", - "# color='salmon' # Fill color\n", - "# )\n", + "ax.fill_between(x, y, 0, # X, y data, fill to y=0\n", + " where=(y < 0), # Condition for filling\n", + " color='salmon' # Fill color\n", + " )\n", "\n", "\n", "\n", @@ -449,7 +449,7 @@ ], "metadata": { "kernelspec": { - "display_name": "p310env", + "display_name": "Python 3", "language": "python", "name": "python3" }, diff --git a/Matplotlib/Part3-Plotting-2D-Arrays-Images.ipynb b/Matplotlib/Part3-Plotting-2D-Arrays-Images.ipynb index 09c1951..273b032 100644 --- a/Matplotlib/Part3-Plotting-2D-Arrays-Images.ipynb +++ b/Matplotlib/Part3-Plotting-2D-Arrays-Images.ipynb @@ -23,7 +23,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 2, "id": "0a38a0db", "metadata": {}, "outputs": [], @@ -46,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 3, "id": "d71c9c2d", "metadata": {}, "outputs": [ @@ -80,7 +80,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 4, "id": "a14adfd9", "metadata": {}, "outputs": [ @@ -126,7 +126,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 5, "id": "ec1cabc8", "metadata": {}, "outputs": [ @@ -197,7 +197,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 6, "id": "f96cfc31", "metadata": {}, "outputs": [ @@ -386,7 +386,7 @@ " 'Grays_r']" ] }, - "execution_count": 15, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -440,7 +440,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 7, "id": "42acc528", "metadata": {}, "outputs": [ @@ -528,7 +528,7 @@ ], "metadata": { "kernelspec": { - "display_name": "p310env", + "display_name": "Python 3", "language": "python", "name": "python3" }, diff --git a/Matplotlib/Part4-HowToSpeakMPL.ipynb b/Matplotlib/Part4-HowToSpeakMPL.ipynb index 641da8d..7ab9156 100644 --- a/Matplotlib/Part4-HowToSpeakMPL.ipynb +++ b/Matplotlib/Part4-HowToSpeakMPL.ipynb @@ -141,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -207,7 +207,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -235,7 +235,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -1059,7 +1059,7 @@ ], "metadata": { "kernelspec": { - "display_name": "p310env", + "display_name": "Python 3", "language": "python", "name": "python3" }, diff --git a/Matplotlib/Part5-Limits_Legends_and_Layouts.ipynb b/Matplotlib/Part5-Limits_Legends_and_Layouts.ipynb index 5dc9dec..6ddcdb4 100644 --- a/Matplotlib/Part5-Limits_Legends_and_Layouts.ipynb +++ b/Matplotlib/Part5-Limits_Legends_and_Layouts.ipynb @@ -843,7 +843,7 @@ ], "metadata": { "kernelspec": { - "display_name": "p310env", + "display_name": "Python 3", "language": "python", "name": "python3" }, diff --git a/Matplotlib/README.md b/Matplotlib/README.md index 4afc178..09361b4 100644 --- a/Matplotlib/README.md +++ b/Matplotlib/README.md @@ -15,3 +15,4 @@ The tutorial builds on the Numpy and Pandas modules, and covers the following to + diff --git a/Matplotlib/streamflow_data/10128500_1980_2020.csv b/Matplotlib/streamflow_data/10128500_1980_2020.csv new file mode 100644 index 0000000..ca7c507 --- /dev/null +++ b/Matplotlib/streamflow_data/10128500_1980_2020.csv @@ -0,0 +1,12418 @@ +Datetime,USGS_flow,variable,USGS_ID,measurement_unit,qualifiers,series +1986-10-02,123.111115,streamflow,10128500,ft3/s,['A'],0 +1986-10-03,130.91667,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-04,122.25,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-05,118.083336,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-06,118.0,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-07,118.0,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-08,118.416664,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-09,121.0,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-10,127.375,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-11,128.0,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-12,120.125,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-13,111.5,streamflow,10128500,ft3/s,"['A', '[91]']",0 +1986-10-14,116.041664,streamflow,10128500,ft3/s,"['A', '[91]']",0 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