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Spring3.ipynb
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spring3.ipynb
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"source": [
"##UK Spring\n"
],
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{
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"source": [
"Get the data. Monthly mean since Monthly mean 1659 https://www.metoffice.gov.uk/hadobs/hadcet/data/download.html"
],
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"<ipython-input-1-13629f3497cf>:5: FutureWarning: The 'delim_whitespace' keyword in pd.read_csv is deprecated and will be removed in a future version. Use ``sep='\\s+'`` instead\n",
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},
"metadata": {},
"execution_count": 1
}
],
"source": [
"import pandas as pd\n",
"\n",
"# Load the data from the URL\n",
"url = 'https://www.metoffice.gov.uk/hadobs/hadcet/data/meantemp_monthly_totals.txt'\n",
"data = pd.read_csv(url, delim_whitespace=True, skiprows=5)\n",
"\n",
"# Display the first few rows of the dataframe\n",
"data.head()\n"
]
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{
"cell_type": "markdown",
"source": [
"Make a graph of Spring"
],
"metadata": {
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"source": [
"xxx\n",
"\n",
"import matplotlib.pyplot as plt\n",
"\n",
"# Create a color mapping for the months\n",
"colors = {'Mar': 'blue', 'Apr': 'green', 'May': 'red'}\n",
"\n",
"# Initialize the plot\n",
"plt.figure(figsize=(14, 7))\n",
"\n",
"# Plot each month separately\n",
"for month, group in spring_data_long.groupby('Month'):\n",
" plt.plot(group['Year'], group['Temperature'], label=month, color=colors[month])\n",
"\n",
"# Add title and labels\n",
"plt.title('Spring Monthly Mean Temperature over Time (March, April, May)')\n",
"plt.xlabel('Year')\n",
"plt.ylabel('Temperature')\n",
"plt.legend(title='Month')\n",
"plt.grid(True)\n",
"plt.show()\n",
"\n",
"\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 233
},
"id": "inKZmQhjXL7v",
"outputId": "1e7e8a17-f11f-4a00-9d54-0d866bed1ac4"
},
"execution_count": null,
"outputs": [
{
"output_type": "error",
"ename": "NameError",
"evalue": "name 'spring_data_long' is not defined",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-5-db887c7fc3c2>\u001b[0m in \u001b[0;36m<cell line: 10>\u001b[0;34m()\u001b[0m\n\u001b[1;32m 8\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 9\u001b[0m \u001b[0;31m# Plot each month separately\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 10\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0mmonth\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgroup\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mspring_data_long\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgroupby\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Month'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 11\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mgroup\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'Year'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgroup\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'Temperature'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlabel\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mmonth\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mcolors\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mmonth\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 12\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mNameError\u001b[0m: name 'spring_data_long' is not defined"
]
},
{
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"data": {
"text/plain": [
"<Figure size 1400x700 with 0 Axes>"
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{
"cell_type": "markdown",
"source": [
"Now make a graph of all the three months"
],
"metadata": {
"id": "OaVASLGWaaoa"
}
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{
"cell_type": "code",
"source": [
"\n",
"\n",
"# Load the data from the URL\n",
"url = 'https://www.metoffice.gov.uk/hadobs/hadcet/data/meantemp_monthly_totals.txt'\n",
"data = pd.read_csv(url, delim_whitespace=True, skiprows=5, header=None)\n",
"\n",
"# Assign column names\n",
"data.columns = ['Year', 'Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec', 'Annual']\n",
"\n",
"# Keep only the columns for Year, March, April, and May\n",
"spring_data = data[['Year', 'Mar', 'Apr', 'May']]\n",
"\n",
"# Calculate the average temperature for March, April, and May\n",
"spring_data['Spring_Avg'] = spring_data[['Mar', 'Apr', 'May']].mean(axis=1)\n",
"\n",
"# Display the first few rows of the dataframe\n",
"spring_data.head()\n"
],
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"base_uri": "https://localhost:8080/",
"height": 369
},
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"execution_count": 2,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"<ipython-input-2-0f0ff66006eb>:3: FutureWarning: The 'delim_whitespace' keyword in pd.read_csv is deprecated and will be removed in a future version. Use ``sep='\\s+'`` instead\n",
" data = pd.read_csv(url, delim_whitespace=True, skiprows=5, header=None)\n",
"<ipython-input-2-0f0ff66006eb>:12: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
" spring_data['Spring_Avg'] = spring_data[['Mar', 'Apr', 'May']].mean(axis=1)\n"
]
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" Year Mar Apr May Spring_Avg\n",
"0 1659 6.0 7.0 11.0 8.000000\n",
"1 1660 6.0 9.0 11.0 8.666667\n",
"2 1661 6.0 8.0 11.0 8.333333\n",
"3 1662 6.0 8.0 11.0 8.333333\n",
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"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"variable_name": "spring_data",
"summary": "{\n \"name\": \"spring_data\",\n \"rows\": 367,\n \"fields\": [\n {\n \"column\": \"Year\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 106,\n \"min\": 1659,\n \"max\": 2025,\n \"num_unique_values\": 367,\n \"samples\": [\n 1852,\n 1692,\n 1674\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Mar\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.51194205954186,\n \"min\": 1.0,\n \"max\": 9.2,\n \"num_unique_values\": 69,\n \"samples\": [\n 5.1,\n 6.0,\n 2.1\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Apr\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.2483702989853895,\n \"min\": 4.7,\n \"max\": 12.0,\n \"num_unique_values\": 57,\n \"samples\": [\n 7.0,\n 9.5,\n 6.3\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"May\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.1641875742209242,\n \"min\": 8.5,\n \"max\": 15.1,\n \"num_unique_values\": 57,\n \"samples\": [\n 11.0,\n 13.0,\n 12.3\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Spring_Avg\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.9252254218840352,\n \"min\": 5.633333333333333,\n \"max\": 10.666666666666666,\n \"num_unique_values\": 141,\n \"samples\": [\n 7.3,\n 9.233333333333334,\n 8.299999999999999\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 2
}
]
},
{
"cell_type": "code",
"source": [
"# Find the 5 years with the highest average spring temperatures\n",
"highest_averages = spring_data.nlargest(20, 'Spring_Avg')\n",
"\n",
"# Find the 5 years with the lowest average spring temperatures\n",
"lowest_averages = spring_data.nsmallest(5, 'Spring_Avg')\n",
"\n",
"# Display the results\n",
"\n",
"\n",
"highest_averages, lowest_averages\n",
"\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "MUqRIzoRYUdg",
"outputId": "e7ccb4bb-eb31-429c-bae3-bc9d6543d000"
},
"execution_count": 12,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"( Year Mar Apr May Spring_Avg Running_10yr_Mean\n",
" 365 2024 8.2 9.7 14.1 10.666667 9.523333\n",
" 366 2025 7.9 10.9 13.2 10.666667 9.706667\n",
" 352 2011 6.9 12.0 12.3 10.400000 9.520000\n",
" 358 2017 8.8 9.1 13.3 10.400000 9.250000\n",
" 348 2007 7.4 11.4 12.0 10.266667 9.413333\n",
" 234 1893 7.2 10.3 13.1 10.200000 7.616667\n",
" 355 2014 7.8 10.4 12.3 10.166667 9.276667\n",
" 363 2022 8.0 9.3 13.1 10.133333 9.230000\n",
" 286 1945 7.9 10.1 12.2 10.066667 8.756667\n",
" 361 2020 6.8 10.6 12.6 10.000000 9.373333\n",
" 333 1992 7.5 8.8 13.6 9.966667 8.506667\n",
" 340 1999 7.3 9.6 12.9 9.933333 9.166667\n",
" 293 1952 6.6 9.6 13.4 9.866667 8.970000\n",
" 300 1959 7.3 9.4 12.8 9.833333 8.470000\n",
" 350 2009 7.2 10.2 12.1 9.833333 9.376667\n",
" 344 2003 7.6 9.7 12.1 9.800000 9.113333\n",
" 120 1779 7.9 9.4 11.9 9.733333 8.130000\n",
" 302 1961 8.2 10.0 11.0 9.733333 8.803333\n",
" 209 1868 6.8 8.7 13.5 9.666667 8.450000\n",
" 338 1997 8.4 9.1 11.5 9.666667 9.000000,\n",
" Year Mar Apr May Spring_Avg Running_10yr_Mean\n",
" 178 1837 2.3 4.7 9.9 5.633333 8.460000\n",
" 111 1770 2.5 5.4 10.0 5.966667 7.913333\n",
" 36 1695 3.5 5.5 9.0 6.000000 7.133333\n",
" 123 1782 4.1 5.2 9.0 6.100000 8.583333\n",
" 42 1701 2.8 4.7 10.9 6.133333 6.690000)"
]
},
"metadata": {},
"execution_count": 12
}
]
},
{
"cell_type": "code",
"source": [
"print(highest_averages)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "2Ou941lsYg8z",
"outputId": "162c8261-7f0a-409f-c805-db17d22da14e"
},
"execution_count": 13,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
" Year Mar Apr May Spring_Avg Running_10yr_Mean\n",
"365 2024 8.2 9.7 14.1 10.666667 9.523333\n",
"366 2025 7.9 10.9 13.2 10.666667 9.706667\n",
"352 2011 6.9 12.0 12.3 10.400000 9.520000\n",
"358 2017 8.8 9.1 13.3 10.400000 9.250000\n",
"348 2007 7.4 11.4 12.0 10.266667 9.413333\n",
"234 1893 7.2 10.3 13.1 10.200000 7.616667\n",
"355 2014 7.8 10.4 12.3 10.166667 9.276667\n",
"363 2022 8.0 9.3 13.1 10.133333 9.230000\n",
"286 1945 7.9 10.1 12.2 10.066667 8.756667\n",
"361 2020 6.8 10.6 12.6 10.000000 9.373333\n",
"333 1992 7.5 8.8 13.6 9.966667 8.506667\n",
"340 1999 7.3 9.6 12.9 9.933333 9.166667\n",
"293 1952 6.6 9.6 13.4 9.866667 8.970000\n",
"300 1959 7.3 9.4 12.8 9.833333 8.470000\n",
"350 2009 7.2 10.2 12.1 9.833333 9.376667\n",
"344 2003 7.6 9.7 12.1 9.800000 9.113333\n",
"120 1779 7.9 9.4 11.9 9.733333 8.130000\n",
"302 1961 8.2 10.0 11.0 9.733333 8.803333\n",
"209 1868 6.8 8.7 13.5 9.666667 8.450000\n",
"338 1997 8.4 9.1 11.5 9.666667 9.000000\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"print(lowest_averages)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "2qgMjT06Yij8",
"outputId": "3f7a5097-b83a-4f12-d28a-72ffd0ebbed8"
},
"execution_count": 5,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
" Year Mar Apr May Spring_Avg\n",
"178 1837 2.3 4.7 9.9 5.633333\n",
"111 1770 2.5 5.4 10.0 5.966667\n",
"36 1695 3.5 5.5 9.0 6.000000\n",
"123 1782 4.1 5.2 9.0 6.100000\n",
"42 1701 2.8 4.7 10.9 6.133333\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"# Select the 'Year' and 'Spring_Avg' columns\n",
"lowest_averages_selected = lowest_averages[['Year', 'Spring_Avg']]\n",
"\n",
"# Format the 'Spring_Avg' column to one decimal place\n",
"lowest_averages_selected['Spring_Avg'] = lowest_averages_selected['Spring_Avg'].map('{:.1f}'.format)\n",
"\n",
"# Print the result\n",
"print(lowest_averages_selected)\n"
],
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"id": "c9R8Ycl-c8YV",
"outputId": "58d97fc7-f6da-443e-891b-cdb533868e5f",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"execution_count": 6,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
" Year Spring_Avg\n",
"178 1837 5.6\n",
"111 1770 6.0\n",
"36 1695 6.0\n",
"123 1782 6.1\n",
"42 1701 6.1\n"
]
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"<ipython-input-6-a55759491627>:5: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
" lowest_averages_selected['Spring_Avg'] = lowest_averages_selected['Spring_Avg'].map('{:.1f}'.format)\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"Average should take into account April has 30 days and the March May 31 but its close enough"
],
"metadata": {
"id": "ShBY4ZX4ahuD"
}
},
{
"cell_type": "code",
"source": [
"# Calculate the running 10-year mean\n",
"spring_data['Running_10yr_Mean'] = spring_data['Spring_Avg'].rolling(window=10).mean()\n",
"\n",
"# Display the first few rows to check the calculations\n",
"spring_data.head(10)\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 490
},
"id": "OI0_E50lY3vS",
"outputId": "0d132656-63a9-41c3-f615-f15e0b9122d8"
},
"execution_count": 7,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"<ipython-input-7-a641ca4fcdb9>:2: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
" spring_data['Running_10yr_Mean'] = spring_data['Spring_Avg'].rolling(window=10).mean()\n"
]
},
{
"output_type": "execute_result",
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"summary": "{\n \"name\": \"spring_data\",\n \"rows\": 367,\n \"fields\": [\n {\n \"column\": \"Year\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 106,\n \"min\": 1659,\n \"max\": 2025,\n \"num_unique_values\": 367,\n \"samples\": [\n 1852,\n 1692,\n 1674\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Mar\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.51194205954186,\n \"min\": 1.0,\n \"max\": 9.2,\n \"num_unique_values\": 69,\n \"samples\": [\n 5.1,\n 6.0,\n 2.1\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Apr\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.2483702989853895,\n \"min\": 4.7,\n \"max\": 12.0,\n \"num_unique_values\": 57,\n \"samples\": [\n 7.0,\n 9.5,\n 6.3\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"May\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.1641875742209242,\n \"min\": 8.5,\n \"max\": 15.1,\n \"num_unique_values\": 57,\n \"samples\": [\n 11.0,\n 13.0,\n 12.3\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Spring_Avg\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.9252254218840352,\n \"min\": 5.633333333333333,\n \"max\": 10.666666666666666,\n \"num_unique_values\": 141,\n \"samples\": [\n 7.3,\n 9.233333333333334,\n 8.299999999999999\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Running_10yr_Mean\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.5069573636431269,\n \"min\": 6.69,\n \"max\": 9.706666666666667,\n \"num_unique_values\": 272,\n \"samples\": [\n 7.340000000000001,\n 8.026666666666667,\n 8.366666666666667\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 7
}
]
},
{
"cell_type": "code",
"source": [
"import matplotlib.pyplot as plt\n",
"\n",
"# Initialize the plot\n",
"plt.figure(figsize=(14, 7))\n",
"\n",
"# Plot the average spring temperature\n",
"plt.plot(spring_data['Year'], spring_data['Spring_Avg'], label='Spring Average', color='green',alpha=0.5)\n",
"\n",
"# Plot the running 5-year mean , linestyle='--'\n",
"plt.plot(spring_data['Year'], spring_data['Running_10yr_Mean'], label='Running 10-Year Mean', color='darkblue')\n",
"\n",
"# Add title and labels\n",
"plt.title('Average UK Spring Temperature over Time (March, April, May)')\n",
"plt.xlabel('Year')\n",
"plt.ylabel('Average Temperature °C')\n",
"plt.ylim(4, spring_data['Spring_Avg'].max() + 2) # Set y-axis to start at 0 degrees C\n",
"\n",
"plt.legend()\n",
"plt.grid(False)\n",
"\n",
"# Add the data source label to the bottom right\n",
"plt.text(0.95, 0.02, 'data: hadcet',\n",
" verticalalignment='bottom', horizontalalignment='right',\n",
" transform=plt.gca().transAxes,\n",
" color='gray', fontsize=10)\n",
"# Save the plot to a file\n",
"plt.savefig('spring_temperature.png', dpi=300, bbox_inches='tight')\n",
"\n",
"plt.show()\n"
],
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"execution_count": 8,
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{
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"metadata": {}
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},
{
"cell_type": "code",
"source": [
"spring_data.tail(10)"
],
"metadata": {
"colab": {
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"height": 363
},
"id": "ZsRkwYCoeMfb",
"outputId": "2722802f-ed9d-4f87-a780-17179cfcc528"
},
"execution_count": 10,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" Year Mar Apr May Spring_Avg Running_10yr_Mean\n",
"357 2016 5.9 7.7 12.6 8.733333 9.236667\n",
"358 2017 8.8 9.1 13.3 10.400000 9.250000\n",
"359 2018 5.1 10.1 13.3 9.500000 9.273333\n",
"360 2019 8.0 9.3 11.2 9.500000 9.240000\n",
"361 2020 6.8 10.6 12.6 10.000000 9.373333\n",
"362 2021 7.3 6.6 10.2 8.033333 9.136667\n",
"363 2022 8.0 9.3 13.1 10.133333 9.230000\n",
"364 2023 7.1 8.7 12.5 9.433333 9.473333\n",
"365 2024 8.2 9.7 14.1 10.666667 9.523333\n",
"366 2025 7.9 10.9 13.2 10.666667 9.706667"
],
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" const buttonEl =\n",
" document.querySelector('#df-e81baefd-c02c-4ed2-aa3b-b053fc87e5d4 button.colab-df-convert');\n",
" buttonEl.style.display =\n",
" google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
"\n",
" async function convertToInteractive(key) {\n",
" const element = document.querySelector('#df-e81baefd-c02c-4ed2-aa3b-b053fc87e5d4');\n",
" const dataTable =\n",
" await google.colab.kernel.invokeFunction('convertToInteractive',\n",
" [key], {});\n",
" if (!dataTable) return;\n",
"\n",
" const docLinkHtml = 'Like what you see? Visit the ' +\n",
" '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
" + ' to learn more about interactive tables.';\n",
" element.innerHTML = '';\n",
" dataTable['output_type'] = 'display_data';\n",
" await google.colab.output.renderOutput(dataTable, element);\n",
" const docLink = document.createElement('div');\n",
" docLink.innerHTML = docLinkHtml;\n",
" element.appendChild(docLink);\n",
" }\n",
" </script>\n",
" </div>\n",
"\n",
"\n",
" <div id=\"df-dd0e87f6-09b8-4e96-8741-cec801f1d8c5\">\n",
" <button class=\"colab-df-quickchart\" onclick=\"quickchart('df-dd0e87f6-09b8-4e96-8741-cec801f1d8c5')\"\n",
" title=\"Suggest charts\"\n",
" style=\"display:none;\">\n",
"\n",
"<svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
" width=\"24px\">\n",
" <g>\n",
" <path d=\"M19 3H5c-1.1 0-2 .9-2 2v14c0 1.1.9 2 2 2h14c1.1 0 2-.9 2-2V5c0-1.1-.9-2-2-2zM9 17H7v-7h2v7zm4 0h-2V7h2v10zm4 0h-2v-4h2v4z\"/>\n",
" </g>\n",
"</svg>\n",
" </button>\n",
"\n",
"<style>\n",
" .colab-df-quickchart {\n",
" --bg-color: #E8F0FE;\n",
" --fill-color: #1967D2;\n",
" --hover-bg-color: #E2EBFA;\n",
" --hover-fill-color: #174EA6;\n",
" --disabled-fill-color: #AAA;\n",
" --disabled-bg-color: #DDD;\n",
" }\n",
"\n",
" [theme=dark] .colab-df-quickchart {\n",
" --bg-color: #3B4455;\n",
" --fill-color: #D2E3FC;\n",
" --hover-bg-color: #434B5C;\n",
" --hover-fill-color: #FFFFFF;\n",
" --disabled-bg-color: #3B4455;\n",
" --disabled-fill-color: #666;\n",
" }\n",
"\n",
" .colab-df-quickchart {\n",
" background-color: var(--bg-color);\n",
" border: none;\n",
" border-radius: 50%;\n",
" cursor: pointer;\n",
" display: none;\n",
" fill: var(--fill-color);\n",
" height: 32px;\n",
" padding: 0;\n",
" width: 32px;\n",
" }\n",
"\n",
" .colab-df-quickchart:hover {\n",
" background-color: var(--hover-bg-color);\n",
" box-shadow: 0 1px 2px rgba(60, 64, 67, 0.3), 0 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
" fill: var(--button-hover-fill-color);\n",
" }\n",
"\n",
" .colab-df-quickchart-complete:disabled,\n",
" .colab-df-quickchart-complete:disabled:hover {\n",
" background-color: var(--disabled-bg-color);\n",
" fill: var(--disabled-fill-color);\n",
" box-shadow: none;\n",
" }\n",
"\n",
" .colab-df-spinner {\n",
" border: 2px solid var(--fill-color);\n",
" border-color: transparent;\n",
" border-bottom-color: var(--fill-color);\n",
" animation:\n",
" spin 1s steps(1) infinite;\n",
" }\n",
"\n",
" @keyframes spin {\n",
" 0% {\n",
" border-color: transparent;\n",
" border-bottom-color: var(--fill-color);\n",
" border-left-color: var(--fill-color);\n",
" }\n",
" 20% {\n",
" border-color: transparent;\n",
" border-left-color: var(--fill-color);\n",
" border-top-color: var(--fill-color);\n",
" }\n",
" 30% {\n",
" border-color: transparent;\n",
" border-left-color: var(--fill-color);\n",
" border-top-color: var(--fill-color);\n",
" border-right-color: var(--fill-color);\n",
" }\n",
" 40% {\n",
" border-color: transparent;\n",
" border-right-color: var(--fill-color);\n",
" border-top-color: var(--fill-color);\n",
" }\n",
" 60% {\n",
" border-color: transparent;\n",
" border-right-color: var(--fill-color);\n",
" }\n",
" 80% {\n",
" border-color: transparent;\n",
" border-right-color: var(--fill-color);\n",
" border-bottom-color: var(--fill-color);\n",
" }\n",
" 90% {\n",
" border-color: transparent;\n",
" border-bottom-color: var(--fill-color);\n",
" }\n",
" }\n",
"</style>\n",
"\n",
" <script>\n",
" async function quickchart(key) {\n",
" const quickchartButtonEl =\n",
" document.querySelector('#' + key + ' button');\n",
" quickchartButtonEl.disabled = true; // To prevent multiple clicks.\n",
" quickchartButtonEl.classList.add('colab-df-spinner');\n",
" try {\n",
" const charts = await google.colab.kernel.invokeFunction(\n",
" 'suggestCharts', [key], {});\n",
" } catch (error) {\n",
" console.error('Error during call to suggestCharts:', error);\n",
" }\n",
" quickchartButtonEl.classList.remove('colab-df-spinner');\n",
" quickchartButtonEl.classList.add('colab-df-quickchart-complete');\n",
" }\n",
" (() => {\n",
" let quickchartButtonEl =\n",
" document.querySelector('#df-dd0e87f6-09b8-4e96-8741-cec801f1d8c5 button');\n",
" quickchartButtonEl.style.display =\n",
" google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
" })();\n",
" </script>\n",
" </div>\n",
"\n",
" </div>\n",
" </div>\n"
],
"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"summary": "{\n \"name\": \"spring_data\",\n \"rows\": 10,\n \"fields\": [\n {\n \"column\": \"Year\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 3,\n \"min\": 2016,\n \"max\": 2025,\n \"num_unique_values\": 10,\n \"samples\": [\n 2024,\n 2017,\n 2021\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Mar\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.1298475806742942,\n \"min\": 5.1,\n \"max\": 8.8,\n \"num_unique_values\": 9,\n \"samples\": [\n 8.2,\n 8.8,\n 7.3\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Apr\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.2995725793078619,\n \"min\": 6.6,\n \"max\": 10.9,\n \"num_unique_values\": 9,\n \"samples\": [\n 9.7,\n 9.1,\n 6.6\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"May\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.1337744239682095,\n \"min\": 10.2,\n \"max\": 14.1,\n \"num_unique_values\": 8,\n \"samples\": [\n 13.3,\n 12.5,\n 12.6\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Spring_Avg\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.8498075308598838,\n \"min\": 8.033333333333333,\n \"max\": 10.666666666666666,\n \"num_unique_values\": 8,\n \"samples\": [\n 10.4,\n 10.133333333333333,\n 8.733333333333334\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Running_10yr_Mean\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.17429965682803386,\n \"min\": 9.136666666666667,\n \"max\": 9.706666666666667,\n \"num_unique_values\": 10,\n \"samples\": [\n 9.523333333333333,\n 9.25,\n 9.136666666666667\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 10
}
]
},
{
"cell_type": "code",
"source": [
"import matplotlib.pyplot as plt\n",
"\n",
"# Initialize the plot\n",
"plt.figure(figsize=(14, 7))\n",
"\n",
"# Plot the average spring temperature\n",
"plt.plot(\n",
" spring_data['Year'],\n",
" spring_data['Spring_Avg'],\n",
" label='Spring Average',\n",
" color='#66c2a5',\n",
" alpha=0.5,\n",
" linewidth=1.5\n",
")\n",
"\n",
"# Plot the running 10-year mean\n",
"plt.plot(\n",
" spring_data['Year'],\n",
" spring_data['Running_10yr_Mean'],\n",
" label='Running 10-Year Mean',\n",
" color='darkblue',\n",
" linewidth=2.5\n",
")\n",
"\n",
"# Highlight the most recent data point\n",
"latest_year = spring_data['Year'].iloc[-1]\n",
"latest_temp = spring_data['Spring_Avg'].iloc[-1]\n",
"#plt.scatter(latest_year, latest_temp, color='red', zorder=5)\n",
"#plt.text(latest_year, latest_temp + 0.2, f\"{latest_temp:.1f}°C ({latest_year})\", color='red', fontsize=9)\n",
"\n",
"# Optional: add long-term average line\n",
"avg_temp = spring_data['Spring_Avg'].mean()\n",
"plt.axhline(avg_temp, color='gray', linestyle='--', alpha=0.4,\n",
" label=f'Historical Avg (1659–2025): {avg_temp:.1f}°C')\n",
"\n",
"# Add title and labels\n",
"plt.title('Average UK Spring Temperature over Time (March, April, May)', fontsize=20)\n",
"plt.xlabel('Year')\n",
"plt.ylabel('Average Temperature °C')\n",
"plt.ylim(4, spring_data['Spring_Avg'].max() + 2)\n",
"\n",
"# Optional: add light grid\n",
"plt.grid(True, linestyle=':', color='lightgray', alpha=0.6)\n",
"\n",
"# Add data source label to bottom right\n",
"plt.text(\n",
" 0.93, 0.016, 'Data: Central England\\n Hadcet \\nby @iamreddave',\n",
" verticalalignment='bottom', horizontalalignment='center',\n",
" transform=plt.gca().transAxes,\n",
" color='gray', fontsize=9\n",
")\n",
"\n",
"summary = (\n",
" \"8 of the 10 warmest UK springs in the last 350 years occurred since 2007.\"\n",
" \"2024 and 2025 are tied for the hottest spring on record (10.7°C).\"\n",
")\n",
"\n",
"plt.text(\n",
" 0.0, -0.11, summary,\n",
" transform=plt.gca().transAxes,\n",
" ha='left', fontsize=10, color='dimgray'\n",
")\n",
"\n",
"\n",
"plt.xlim(1650, 2030)\n",
"# Legend\n",
"plt.legend()\n",
"\n",
"# Layout adjustment and save\n",
"plt.tight_layout()\n",
"plt.savefig('spring_temperature.png', dpi=300, bbox_inches='tight', transparent=False)\n",
"\n",
"# Show plot\n",
"plt.show()\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 584
},
"id": "IsUIoobkewRA",
"outputId": "e825e66b-5438-4a68-ca47-a905349c95c8"
},
"execution_count": 32,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 1400x700 with 1 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [
"# Save the plot to a file\n",
"plt.savefig('spring_temperature.png', dpi=300, bbox_inches='tight')"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 35
},
"id": "xnyX1NQsaKcl",
"outputId": "3eac4abb-6875-415f-fdab-40fa29c9fd9e"
},
"execution_count": null,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 640x480 with 0 Axes>"
]
},
"metadata": {}
}
]
},
{
"cell_type": "markdown",
"source": [
"##July was cold claim"
],
"metadata": {
"id": "utFeMhCbf592"
}
},
{
"cell_type": "markdown",
"source": [
"Now July for some reason"
],
"metadata": {
"id": "3h0a2CLzfaEP"
}
},
{
"cell_type": "code",
"source": [
"\n",
"\n",
"# Load the data from the URL\n",
"url = 'https://www.metoffice.gov.uk/hadobs/hadcet/data/meantemp_monthly_totals.txt'\n",
"data = pd.read_csv(url, delim_whitespace=True, skiprows=5, header=None)\n",
"\n",
"# Assign column names\n",
"data.columns = ['Year', 'Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec', 'Annual']\n"
],
"metadata": {
"id": "kCeIyQc5fbnL"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"# Extract the 'Year' and 'Jul' columns\n",
"july_data = data[['Year', 'Jul']]\n",
"\n",
"# Find the 5 years with the coldest July temperatures\n",
"coldest_julys = july_data.nsmallest(5, 'Jul')\n",
"\n",
"# Find the 5 years with the hottest July temperatures\n",
"hottest_julys = july_data.nlargest(5, 'Jul')\n",
"\n",
"# Format the 'Jul' column to one decimal place\n",
"coldest_julys['Jul'] = coldest_julys['Jul'].map('{:.1f}'.format)\n",
"hottest_julys['Jul'] = hottest_julys['Jul'].map('{:.1f}'.format)\n",
"\n",
"# Print the results\n",
"print(\"Coldest 5 Julys:\")\n",
"print(coldest_julys.to_string(index=False))\n",
"\n",
"print(\"\\nHottest 5 Julys:\")\n",
"print(hottest_julys.to_string(index=False))\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "Nh-Wwjszf_O7",
"outputId": "6c1e97db-6118-45e6-977d-2862ff63d6e7"
},
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Coldest 5 Julys:\n",
" Year Jul\n",
" 2024 -99.9\n",
" 1816 13.4\n",
" 1695 13.5\n",
" 1802 13.5\n",
" 1879 13.6\n",
"\n",
"Hottest 5 Julys:\n",
" Year Jul\n",
" 2006 19.8\n",
" 1983 19.4\n",
" 2018 19.2\n",
" 1783 18.8\n",
" 1852 18.7\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"july_2023 = july_data[july_data['Year'] == 2023]\n",
"july_2023"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 81
},
"id": "vrFGJIXdgZTJ",
"outputId": "2c4a2e5c-5b20-4369-926b-37e8b6aa2332"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" Year Jul\n",
"364 2023 16.1"
],
"text/html": [
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" <script>\n",
" const buttonEl =\n",
" document.querySelector('#df-9cc64d90-397e-4a6d-b1e1-31958534368f button.colab-df-convert');\n",
" buttonEl.style.display =\n",
" google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
"\n",
" async function convertToInteractive(key) {\n",
" const element = document.querySelector('#df-9cc64d90-397e-4a6d-b1e1-31958534368f');\n",
" const dataTable =\n",
" await google.colab.kernel.invokeFunction('convertToInteractive',\n",
" [key], {});\n",
" if (!dataTable) return;\n",
"\n",
" const docLinkHtml = 'Like what you see? Visit the ' +\n",
" '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
" + ' to learn more about interactive tables.';\n",
" element.innerHTML = '';\n",
" dataTable['output_type'] = 'display_data';\n",
" await google.colab.output.renderOutput(dataTable, element);\n",
" const docLink = document.createElement('div');\n",
" docLink.innerHTML = docLinkHtml;\n",
" element.appendChild(docLink);\n",
" }\n",
" </script>\n",
" </div>\n",
"\n",
" </div>\n",
" </div>\n"
],
"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"variable_name": "july_2023",
"summary": "{\n \"name\": \"july_2023\",\n \"rows\": 1,\n \"fields\": [\n {\n \"column\": \"Year\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": null,\n \"min\": 2023,\n \"max\": 2023,\n \"num_unique_values\": 1,\n \"samples\": [\n 2023\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Jul\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": null,\n \"min\": 16.1,\n \"max\": 16.1,\n \"num_unique_values\": 1,\n \"samples\": [\n 16.1\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 40
}
]
},
{
"cell_type": "code",
"source": [
"# Extract the 'Year' and 'Jul' columns\n",
"may_data = data[['Year', 'May']]\n",
"\n",
"# Find the 5 years with the coldest July temperatures\n",
"coldest_may = may_data.nsmallest(5, 'May')\n",
"\n",
"# Find the 5 years with the hottest July temperatures\n",
"hottest_may = may_data.nlargest(5, 'May')\n",
"\n",
"# Format the 'Jul' column to one decimal place\n",
"coldest_may['May'] = coldest_may['May'].map('{:.1f}'.format)\n",
"hottest_may['May'] = hottest_may['May'].map('{:.1f}'.format)\n",
"\n",
"# Print the results\n",
"print(\"Coldest 5 mays:\")\n",
"print(coldest_may.to_string(index=False))\n",
"\n",
"print(\"\\nHottest 5 may:\")\n",
"print(hottest_may.to_string(index=False))\n"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "hv8P_vi_RXG9",
"outputId": "06106dd9-062f-4b0f-f81c-e62727d924b3"
},
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Coldest 5 mays:\n",
" Year May\n",
" 1698 8.5\n",
" 1740 8.6\n",
" 1817 8.7\n",
" 1855 8.8\n",
" 1879 8.9\n",
"\n",
"Hottest 5 may:\n",
" Year May\n",
" 1833 15.1\n",
" 2024 14.1\n",
" 1848 13.9\n",
" 1758 13.8\n",
" 1788 13.8\n"
]
}
]
}
]
}
@cavedave
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cavedave commented Jun 6, 2025

spring_temperature (1)

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