{ "cells": [ { "cell_type": "markdown", "id": "113058f9-8324-4368-99ed-b088987c683a", "metadata": {}, "source": [ "# Analysis of the Vostok data\n", "The seasonal-diurnal diagram, its hourly cross-sections, possible role of adjustments for various factors\n", "\n", "The source code of Figures 1.2, 1.3, 1.5, 1.S1, 1.S2 and 1.S3" ] }, { "cell_type": "markdown", "id": "5870ae4e-8a7d-4d76-a7e0-a542ee0fbd25", "metadata": {}, "source": [ "### Importing libraries" ] }, { "cell_type": "code", "execution_count": 1, "id": "c4d7641a-fe60-4177-95d8-9f10e7622f87", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import matplotlib.transforms as tf\n", "from matplotlib import cm, colors, colormaps\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import scipy.stats as st" ] }, { "cell_type": "markdown", "id": "eb2d634e-ccc5-4fd2-a9e8-05d314f12c1b", "metadata": {}, "source": [ "### Loading source PG datasets" ] }, { "cell_type": "code", "execution_count": 2, "id": "80dbd8bc-6286-4b35-8de7-900551e1026e", "metadata": {}, "outputs": [], "source": [ "# potential gradient values measured at Vostok station in 1998–2001\n", "# adjusted for local meteorological and solar wind influences\n", "# units are V·m^(−1)\n", "# source: Burns et al. (2012), Table 2\n", "\n", "vostok_old_data = (\n", " np.array([195, 201, 205, 192, 188, 195,\n", " 209, 198, 209, 195, 193, 192])\n", ")" ] }, { "cell_type": "code", "execution_count": 3, "id": "27eaf008-0cf7-45f6-a5ee-2b32c4c6d322", "metadata": {}, "outputs": [], "source": [ "# potential gradient values measured at Vostok station in 1998–2001\n", "# units are V·m^(−1)\n", "# source: Burns et al. (2012), Table 2\n", "\n", "vostok_old_data_unadjusted = (\n", " np.array([195 - (23 - 0.1 - 1.4 + 10),\n", " 201 - (20 - 0.1 - 1.5 + 7),\n", " 205 - (8 - 1.5 - 0.1 + 6),\n", " 192 - (1.0 - 1.6 + 1.5 + 4.9),\n", " 188 - (-0.9 - 1.0 + 0.9 + 2.2),\n", " 195 - (2.4 + 1.2 - 1.6 + 2.7),\n", " 209 - (0.4 + 2.4 + 0.2 + 2.2),\n", " 198 - (0.1 - 1.2 + 1.5 + 1.9),\n", " 209 - (-0.1 - 0.1 + 1.0 + 4.9),\n", " 195 - (8 - 0.2 + 1.7 + 4.4),\n", " 193 - (20 + 0.1 - 0.7 + 7),\n", " 192 - (23 + 0.2 - 0.6 + 8)])\n", ")" ] }, { "cell_type": "code", "execution_count": 4, "id": "c63b60de-82fa-4dcd-af67-a3d4738a0431", "metadata": {}, "outputs": [], "source": [ "# loading hourly data derived from 10-s averages\n", "# \"Field\" column contains PG values (in V/m) without scaling and calibration\n", "df_10s = pd.read_csv(\n", " \"./data/Vostok/vostok_hourly_from_10_s_without_calibration_and_empty.tsv\",\n", " sep=\"\\t\", parse_dates=[\"Datetime\"]\n", ").set_index(\"Datetime\")\n", "\n", "# adding a new column \"Mark\" to label this dataframe’s data\n", "# as originating from 10-s averages\n", "df_10s[\"Mark\"] = \"10s\"" ] }, { "cell_type": "code", "execution_count": 5, "id": "d2d83b75-97ce-42ba-8a99-8597f84d7946", "metadata": {}, "outputs": [], "source": [ "# loading hourly data derived from 5-min averages\n", "# \"Field\" column contains PG values (in V/m) without scaling and calibration\n", "df_5min = pd.read_csv(\n", " \"./data/Vostok/vostok_hourly_from_5_min_without_calibration_and_empty.tsv\",\n", " sep=\"\\t\", parse_dates=[\"Datetime\"]\n", ").set_index(\"Datetime\")\n", "\n", "# Add a new column \"Mark\" to label this dataframe’s data\n", "# as originating from 5-min averages\n", "df_5min[\"Mark\"] = \"5min\"" ] }, { "cell_type": "code", "execution_count": 6, "id": "26da1848-ad4f-4e58-8a75-d02428fb12c7", "metadata": {}, "outputs": [], "source": [ "# loading the earlier data set (1998-2004)\n", "earlier_df_src = pd.read_csv(\n", " \"./data/Vostok/vostok_1998_2004_hourly_80percent_all.tsv\",\n", " sep=\"\\t\", parse_dates=[\"Datetime\"]\n", ").set_index(\"Datetime\")" ] }, { "cell_type": "code", "execution_count": 7, "id": "d126b8b1-0b66-4817-a556-8f33860608ae", "metadata": {}, "outputs": [], "source": [ "# note that all the aforementioned files assume a 80%\n", "# data availability per hour, which means that the hourly value\n", "# was calculated only when at least 80% of the records were \n", "# available (at least 288 10-s averages or at least 9 5-min averages)" ] }, { "cell_type": "code", "execution_count": 8, "id": "7de3455e-ba80-420d-8fec-8f82ee28804a", "metadata": {}, "outputs": [], "source": [ "# combining the two dataframes:\n", "# filling in gaps in the 10-s data with the 5-min data\n", "df_src = df_10s.combine_first(df_5min)" ] }, { "cell_type": "markdown", "id": "1f220bf9-7828-4a87-b84b-ab0b62cddcd1", "metadata": {}, "source": [ "### Taking form factors into account" ] }, { "cell_type": "code", "execution_count": 9, "id": "dbe063a2-5d6d-4e02-b10b-1438b3f75eeb", "metadata": {}, "outputs": [], "source": [ "# adding a new column \"Factor\" to introduce the form factor\n", "# by which the source values should be divided;\n", "# the factor gradually changes from `f_0` around 1 Jan 2006\n", "# to `f_1` around 1 Dec 2024\n", "f_0 = 3.\n", "f_1 = 2.4\n", "date_range = pd.date_range(start=\"2006-01-01\", end=\"2024-12-01\", freq=\"D\")\n", "values = np.linspace(f_0, f_1, len(date_range))\n", "\n", "factor_df = pd.DataFrame({\"Factor\": values}, index=date_range)\n", "df_src = df_src.join(factor_df.resample(\"H\").ffill())" ] }, { "cell_type": "code", "execution_count": 10, "id": "2c830a98-f5f2-4792-a8eb-4e6ee3170192", "metadata": {}, "outputs": [], "source": [ "# Optional: one can divide the earlier data by 1.35\n", "# to make equal the mean values of fair-weather histograms across data sets:\n", "# earlier_df[\"Factor\"] = 1.35" ] }, { "cell_type": "code", "execution_count": 11, "id": "0b0c6844-bcb4-4331-874f-4c1eeeb91a16", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Factor
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" ], "text/plain": [ " Factor\n", "2020-12-31 2.524273" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "factor_df[5478:5479]" ] }, { "cell_type": "markdown", "id": "cf820033-d3f9-4432-a425-db7bcf047a4d", "metadata": {}, "source": [ "### Helper functions and variables for PG" ] }, { "cell_type": "code", "execution_count": 12, "id": "42979690-97b5-4e86-8777-db48896539ac", "metadata": {}, "outputs": [], "source": [ "def std_error(avg_val, avg_sqr, counter):\n", " \"\"\"\n", " Estimate the standard error from the average value\n", " and the average value of the square.\n", "\n", " :param avg_val: the average value\n", " :param avg_sqr: the average square value\n", " :param counter: the size of the sample\n", "\n", " :return: the standard error\n", " \"\"\"\n", "\n", " return np.sqrt((avg_sqr - avg_val**2) / (counter - 1))" ] }, { "cell_type": "code", "execution_count": 13, "id": "b13f968c-f9db-4b05-86ae-0e997383f9c1", "metadata": {}, "outputs": [], "source": [ "def pass_fair_weather(DF):\n", " \"\"\"\n", " Filter and adjust potential gradient (PG) data\n", " to represent fair-weather conditions.\n", "\n", " :param DF: the input dataframe which contains \"Field\" values of hourly\n", " averaged potential gradient (PG) data and may contain \"Factor\"\n", " values of the form factor (equal to 1 if not provided)\n", "\n", " :return: a dataframe with hourly data filtered to approximately represent\n", " only fair-weather days\n", " \"\"\"\n", "\n", " df = DF.copy()\n", "\n", " # normalising \"Field\" values by \"Factor\" if provided\n", " if \"Factor\" in df:\n", " df[\"Field\"] = df[\"Field\"] / df[\"Factor\"]\n", "\n", " # excluding records with non-positive PG values\n", " df = df[df[\"Field\"] > 0]\n", "\n", " # excluding records with PG values > 300 V/m\n", " df = df[df[\"Field\"] <= 300]\n", "\n", " # counting the number of valid hours per day and\n", " # retaining only the days with complete hourly data (24 counts)\n", " df[\"Count\"] = df[\"Field\"].resample(\"D\").transform(\"count\")\n", " df = df[df[\"Count\"] == 24]\n", "\n", " # computing diurnal PG stats\n", " df[\"Emax\"] = df[\"Field\"].resample(\"D\").transform(\"max\")\n", " df[\"Emin\"] = df[\"Field\"].resample(\"D\").transform(\"min\")\n", " df[\"Emean\"] = df[\"Field\"].resample(\"D\").transform(\"mean\")\n", "\n", " # excluding the days with the peak-to-peak amplitude\n", " # exceeding 150% of the daily mean\n", " df[\"Var\"] = (df[\"Emax\"] - df[\"Emin\"]) / df[\"Emean\"]\n", " df = df[df[\"Var\"] <= 1.5]\n", "\n", " # removing temporary columns used for calculations\n", " df = df[[\"Field\"]]\n", "\n", " return df" ] }, { "cell_type": "code", "execution_count": 14, "id": "1939dfff-91dc-4dab-959a-23de90a97e0c", "metadata": {}, "outputs": [], "source": [ "def calculate_seasonal_var_params(df, key=\"Field\"):\n", " \"\"\"\n", " Compute the parameters necessary for assessing the seasonal \n", " variability of the fair-weather potential gradient (PG).\n", "\n", " :param df: the input dataframe containing the selected data with\n", " a datetime index and at least one numerical column\n", " :param key: column label in `cond_df` which contains the PG data\n", " (default is \"Field\")\n", "\n", " :return: a list containing arrays of:\n", " monthly mean PG values, \n", " counts of fair weather days and \n", " adjusted monthly mean PG square values\n", " \"\"\"\n", "\n", " # computing monthly mean values of the fair-weather PG\n", " mon_pg = df[key].groupby(\n", " df.index.month\n", " ).mean().reindex(np.arange(1, 13)).to_numpy().flatten()\n", "\n", " # counting the number of fair weather days for each month\n", " mon_counter = df[key].groupby(\n", " df.index.month\n", " ).count().reindex(np.arange(1, 13)).to_numpy().flatten()\n", "\n", " # computing monthly mean values of the square of fair-weather PG\n", " mon_pg_sqr = df[key].pow(2).groupby(\n", " df.index.month\n", " ).sum().reindex(np.arange(1, 13)).to_numpy().flatten() / mon_counter\n", "\n", " return [mon_pg, mon_counter, mon_pg_sqr]" ] }, { "cell_type": "code", "execution_count": 15, "id": "89b9f394-8d80-4db6-bd44-0b9778b03f9d", "metadata": {}, "outputs": [], "source": [ "# defining an array of abbreviated month names to use as labels\n", "month_name = [\"J\", \"F\", \"M\", \"A\", \"M\", \"J\", \"J\", \"A\", \"S\", \"O\", \"N\", \"D\"]" ] }, { "cell_type": "markdown", "id": "3f1c0ca4-15bb-448e-b85b-1f6b3a8a555f", "metadata": {}, "source": [ "### Applying fair weather criteria " ] }, { "cell_type": "code", "execution_count": 16, "id": "d1f85dec-45b7-47b2-b421-d528776fff39", "metadata": {}, "outputs": [], "source": [ "# applying the fair-weather filter to the new data set\n", "# with a scale factor of 3 to normalise field values\n", "df = pass_fair_weather(df_src)\n", "\n", "# applying the fair-weather filter to the earlier data set\n", "# with a scale factor of 1 for normalisation\n", "earlier_df = pass_fair_weather(earlier_df_src)" ] }, { "cell_type": "markdown", "id": "4aebf84b-3335-450e-8379-bee1f0f01c05", "metadata": {}, "source": [ "### Resampling daily fair-weather datasets " ] }, { "cell_type": "code", "execution_count": 17, "id": "c339ed78-e4ba-43a9-89b8-85e8a0c57236", "metadata": {}, "outputs": [], "source": [ "# resampling the filtered data to calculate daily mean fair-weather PG values,\n", "# then dropping any days with missing data\n", "# to ensure the completeness of the data set\n", "daily_df = df.resample(\"D\").mean().dropna()\n", "daily_edf = earlier_df.resample(\"D\").mean().dropna()" ] }, { "cell_type": "code", "execution_count": 18, "id": "a0aa9a7f-c65a-46f7-bb85-fcd1c133e4be", "metadata": {}, "outputs": [], "source": [ "# saving intermediate data for use in other scripts\n", "np.save(\n", " \"./data/Vostok/vostok_diurnal_2006_2020.npy\",\n", " df.groupby(df.index.hour).mean().dropna().to_numpy().flatten()\n", ")" ] }, { "cell_type": "markdown", "id": "e5a58975-053a-4162-bccb-f0dbef39b0ed", "metadata": {}, "source": [ "### Figure 1.2\n", "Seasonal variation (based on the new data) for different years" ] }, { "cell_type": "code", "execution_count": 19, "id": "6d6b5a71-6dd3-4471-b081-f3606c7b6956", "metadata": {}, "outputs": [], "source": [ "# calculating seasonal variation parameters for specific years: \n", "# the average fair-weather PG, the number of fair-weather days,\n", "# the average square of the fair-weather PG\n", "data, data_counter, data_sqr = np.array(\n", " [\n", " calculate_seasonal_var_params(daily_df),\n", " calculate_seasonal_var_params(daily_df[daily_df.index.year <= 2012]),\n", " calculate_seasonal_var_params(daily_df[daily_df.index.year > 2012])\n", " ]\n", ").swapaxes(0,1)\n", "\n", "data_counter = data_counter.astype(int)\n", "\n", "# saving intermediate data for use in other scripts\n", "np.savez(\n", " \"./data/Vostok/vostok_2006_2020_results.npz\",\n", " mean=data, counter=data_counter, sqr=data_sqr\n", ")" ] }, { "cell_type": "code", "execution_count": 20, "id": "4e29c652-918d-47e2-ac67-1d0c2a898eea", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 14), constrained_layout=False)\n", "ax = [None for _ in range(3)]\n", "ax[0] = fig.add_subplot(4, 4, (2, 3))\n", "for n in range(2, 4):\n", " ax[n-1] = fig.add_subplot(4, 4, (2*n + 1, 2*n + 2))\n", "\n", "low = [100] * 3\n", "high = [180] + [200] * 2\n", "step = [20] * 3\n", "coeff = [1] * 3\n", "caption = [\"Vostok station, 2006–2020\",\n", " \"Vostok station, 2006–2012\",\n", " \"Vostok station, 2013–2020\"]\n", "col = [\"orangered\"] * 3\n", "\n", "for n in range(3):\n", " for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " ax[n].spines[axis].set_linewidth(0.5)\n", " ax[n].tick_params(length=6, width=0.5, axis=\"y\")\n", " ax[n].tick_params(length=0, width=0.5, axis=\"x\")\n", " ax[n].grid(color=\"0.\", linewidth=0.5, axis=\"y\")\n", "\n", " ax[n].set_xlim((-0.5, 11.5))\n", " ax[n].set_xticks(np.arange(12))\n", " ax[n].set_xticklabels(month_name, fontsize=\"large\", va=\"top\")\n", "\n", " ax[n].set_ylim((low[n], high[n]))\n", " ax[n].set_yticks(np.arange(low[n], high[n] + step[n] / 2, step[n]))\n", " ax[n].set_yticklabels((np.arange(low[n], high[n] + step[n] / 2,\n", " step[n]) / coeff[n]).astype(int),\n", " fontsize=\"large\")\n", " ax[n].set_ylabel(\"Monthly mean fair-weather\\npotential gradient, V/m\",\n", " fontsize=\"large\")\n", "\n", " ax[n].set_title(caption[n], fontsize=\"large\")\n", "\n", " ax[n].annotate(\"\", xy=(12, np.min(data[n])), xycoords=\"data\",\n", " xytext=(12, np.max(data[n])), textcoords=\"data\",\n", " annotation_clip=False,\n", " arrowprops=dict(\n", " arrowstyle=\"<|-|>,head_length=0.8,head_width=0.3\",\n", " patchA=None, patchB=None, shrinkA=0., shrinkB=0.,\n", " connectionstyle=\"arc3,rad=0.\", fc=\"black\",\n", " linewidth=0.5\n", " ))\n", "\n", " ampl = (np.max(data[n]) - np.min(data[n])) / \\\n", " np.sum(data[n] * data_counter[n]) * np.sum(data_counter[n])\n", " ax[n].text(12.2, (np.min(data[n]) + np.max(data[n])) / 2,\n", " f\"{ampl * 100:.0f}%\",\n", " fontsize=\"large\", ha=\"left\", va=\"center\", rotation=270)\n", "\n", "for n in range(3):\n", " ax[n].bar(np.arange(12), data[n],\n", " yerr=std_error(data[n],\n", " data_sqr[n],\n", " data_counter[n]),\n", " width=0.8, color=col[n])\n", "\n", "for n in range(3):\n", " ax[n].text(-0.3, 1.05, chr(ord(\"a\") + n),\n", " fontsize=\"x-large\",\n", " fontweight=\"semibold\", ha=\"left\", va=\"bottom\",\n", " transform=ax[n].transAxes)\n", "\n", "fig.subplots_adjust(hspace=0.3, wspace=1.6)\n", "\n", "for n in range(3):\n", " for m in range(12):\n", " ax[n].annotate(f\"{data_counter[n, m]}\",\n", " xy=(m-0.15, ax[n].get_ylim()[0] + 3),\n", " rotation=270, ha=\"center\", va=\"bottom\",\n", " fontsize=\"large\", color=\"0.\")\n", "\n", "fig.savefig(\"figures/pg_total_partial.eps\", bbox_inches=\"tight\")" ] }, { "cell_type": "markdown", "id": "7fe43293-fd43-471a-9bb6-c650bd3c4404", "metadata": {}, "source": [ "### Figure 1.S1\n", "Seasonal variation (based on the new data) for individual years" ] }, { "cell_type": "code", "execution_count": 21, "id": "cfcae28b-0858-4cdf-8201-b5b283244d00", "metadata": {}, "outputs": [], "source": [ "# calculating seasonal variation parameters for specific years: \n", "# the average fair-weather PG, the number of fair-weather days,\n", "# the average square of the fair-weather PG\n", "data, data_counter, data_sqr = np.array(\n", " [\n", " calculate_seasonal_var_params(daily_df[daily_df.index.year == Y])\n", " for Y in range(2006, 2021)\n", " ]\n", ").swapaxes(0,1)\n", "\n", "data_counter = np.nan_to_num(data_counter, nan=0.).astype(int)" ] }, { "cell_type": "code", "execution_count": 22, "id": "fa437c92-5a95-4824-82ac-e4013ad96079", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 14), constrained_layout=False)\n", "ax = [None for _ in range(15)]\n", "for n in range(15):\n", " ax[n] = fig.add_subplot(5, 3, n + 1)\n", "\n", "low = [80] * 15\n", "high = [200] * 15\n", "step = [20] * 15\n", "coeff = [1] * 15\n", "caption = [f'Vostok station, {x:d}' for x in range(2006, 2021)]\n", "col = [\"orangered\"] * 15\n", "\n", "for n in range(15):\n", " for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " ax[n].spines[axis].set_linewidth(0.5)\n", " ax[n].tick_params(length=6, width=0.5, axis=\"y\")\n", " ax[n].tick_params(length=0, width=0.5, axis=\"x\")\n", " ax[n].grid(color=\"0.\", linewidth=0.5, axis=\"y\")\n", "\n", " ax[n].set_xlim((-0.5, 11.5))\n", " ax[n].set_xticks(np.arange(12))\n", " ax[n].set_xticklabels(month_name, fontsize=\"large\", va=\"top\")\n", "\n", " ax[n].set_ylim((low[n], high[n]))\n", " ax[n].set_yticks(np.arange(low[n], high[n] + step[n] / 2, step[n]))\n", " ax[n].set_yticklabels((np.arange(low[n], high[n] + step[n] / 2,\n", " step[n]) / coeff[n]).astype(int),\n", " fontsize=\"large\")\n", " if n % 3 == 0:\n", " ax[n].set_ylabel(\"Monthly mean\\nfair-weather PG, V/m\",\n", " fontsize=\"large\")\n", "\n", " ax[n].set_title(caption[n], fontsize=\"large\")\n", "\n", "for n in range(15):\n", " ax[n].bar(np.arange(12), data[n],\n", " yerr=std_error(data[n],\n", " data_sqr[n],\n", " data_counter[n]),\n", " width=0.8, color=col[n])\n", "\n", "for n in range(15):\n", " ax[n].text(-0.45 if n % 3 == 0 else -0.25, 1.05, chr(ord(\"a\") + n),\n", " fontsize=\"x-large\",\n", " fontweight=\"semibold\", ha=\"left\", va=\"bottom\",\n", " transform=ax[n].transAxes)\n", "\n", "fig.subplots_adjust(hspace=0.4, wspace=0.3)\n", "\n", "for n in range(15):\n", " for m in range(12):\n", " if data_counter[n, m] > 0:\n", " ax[n].annotate(f\"{data_counter[n, m]}\",\n", " xy=(m-0.15, ax[n].get_ylim()[0] + 3),\n", " rotation=270, ha=\"center\", va=\"bottom\",\n", " fontsize=\"medium\", color=\"0.\")\n", "\n", "fig.savefig(\"figures/pg_individual.eps\", bbox_inches=\"tight\")" ] }, { "cell_type": "markdown", "id": "b4148467-b663-4f51-881d-06938b39a355", "metadata": {}, "source": [ "### Figure 1.S2\n", "Seasonal variation (based on the new data) for individual 3-year periods" ] }, { "cell_type": "code", "execution_count": 23, "id": "0286a8c9-3870-40f9-9c24-50a24f8d4a73", "metadata": {}, "outputs": [], "source": [ "# calculating seasonal variation parameters for specific years: \n", "# the average fair-weather PG, the number of fair-weather days,\n", "# the average square of the fair-weather PG\n", "data, data_counter, data_sqr = np.array(\n", " [\n", " calculate_seasonal_var_params(\n", " daily_df[(daily_df.index.year >= Y) & (daily_df.index.year < Y + 3)]\n", " )\n", " for Y in range(2006, 2019, 3)\n", " ]\n", ").swapaxes(0,1)\n", "\n", "data_counter = data_counter.astype(int)" ] }, { "cell_type": "code", "execution_count": 24, "id": "675a89b6-bfcd-4e39-95ac-a7eb61520c6b", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 14), constrained_layout=False)\n", "ax = [None for _ in range(5)]\n", "for n in range(4):\n", " ax[n] = fig.add_subplot(4, 4, (2*n + 1, 2*n + 2))\n", "ax[4] = fig.add_subplot(4, 4, (10, 11))\n", "\n", "low = [80] * 5\n", "high = [200] * 5\n", "step = [20] * 5\n", "coeff = [1] * 5\n", "caption = [f'Vostok station, {x:d}–{x+2:d}' for x in range(2006, 2019, 3)]\n", "col = [\"orangered\"] * 5\n", "\n", "for n in range(5):\n", " for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " ax[n].spines[axis].set_linewidth(0.5)\n", " ax[n].tick_params(length=6, width=0.5, axis=\"y\")\n", " ax[n].tick_params(length=0, width=0.5, axis=\"x\")\n", " ax[n].grid(color=\"0.\", linewidth=0.5, axis=\"y\")\n", "\n", " ax[n].set_xlim((-0.5, 11.5))\n", " ax[n].set_xticks(np.arange(12))\n", " ax[n].set_xticklabels(month_name, fontsize=\"large\", va=\"top\")\n", "\n", " ax[n].set_ylim((low[n], high[n]))\n", " ax[n].set_yticks(np.arange(low[n], high[n] + step[n] / 2, step[n]))\n", " ax[n].set_yticklabels((np.arange(low[n], high[n] + step[n] / 2,\n", " step[n]) / coeff[n]).astype(int),\n", " fontsize=\"large\")\n", " ax[n].set_ylabel(\"Monthly mean\\nfair-weather PG, V/m\",\n", " fontsize=\"large\")\n", "\n", " ax[n].set_title(caption[n], fontsize=\"large\")\n", "\n", " ax[n].annotate(\"\", xy=(12, np.min(data[n])), xycoords=\"data\",\n", " xytext=(12, np.max(data[n])), textcoords=\"data\",\n", " annotation_clip=False,\n", " arrowprops=dict(\n", " arrowstyle=\"<|-|>,head_length=0.8,head_width=0.3\",\n", " patchA=None, patchB=None, shrinkA=0., shrinkB=0.,\n", " connectionstyle=\"arc3,rad=0.\", fc=\"black\",\n", " linewidth=0.5\n", " ))\n", "\n", " ampl = (np.max(data[n]) - np.min(data[n])) / \\\n", " np.sum(data[n] * data_counter[n]) * np.sum(data_counter[n])\n", " ax[n].text(12.2, (np.min(data[n]) + np.max(data[n])) / 2,\n", " f\"{ampl * 100:.0f}%\",\n", " fontsize=\"large\", ha=\"left\", va=\"center\", rotation=270)\n", "\n", "for n in range(5):\n", " ax[n].bar(np.arange(12), data[n],\n", " yerr=std_error(data[n],\n", " data_sqr[n],\n", " data_counter[n]),\n", " width=0.8, color=col[n])\n", "\n", "for n in range(5):\n", " ax[n].text(-0.3, 1.05, chr(ord(\"a\") + n),\n", " fontsize=\"x-large\",\n", " fontweight=\"semibold\", ha=\"left\", va=\"bottom\",\n", " transform=ax[n].transAxes)\n", "\n", "fig.subplots_adjust(hspace=0.3, wspace=1.6)\n", "\n", "for n in range(5):\n", " for m in range(12):\n", " ax[n].annotate(f\"{data_counter[n, m]}\",\n", " xy=(m-0.15, ax[n].get_ylim()[0] + 3),\n", " rotation=270, ha=\"center\", va=\"bottom\",\n", " fontsize=\"large\", color=\"0.\")\n", "\n", "fig.savefig(\"figures/pg_3_years.eps\", bbox_inches=\"tight\")" ] }, { "cell_type": "markdown", "id": "1b65fb2a-8f3d-4d23-a8a2-c4c7f031c910", "metadata": {}, "source": [ "### Figure 1.3\n", "A diurnal-seasonal siagram" ] }, { "cell_type": "code", "execution_count": 25, "id": "19eddef4-207d-4fcd-af6b-fc3fcd02e7cd", "metadata": {}, "outputs": [], "source": [ "# creating a diurnal-seasonal array by grouping the data by hours and months,\n", "# then calculating the mean fair-weather PG value for each combination\n", "ds_df = df.groupby([df.index.hour, df.index.month]).mean()\n", "ds_df.index.set_names([\"hour\", \"month\"], inplace=True)\n", "\n", "vostok_pg_data_to_plot = ds_df.values.reshape(24, 12).T\n", "vostok_mean_pg_data = vostok_pg_data_to_plot.mean(axis=1).reshape(12, 1)" ] }, { "cell_type": "code", "execution_count": 26, "id": "322f9b08-9e2b-468d-a522-f093e40509be", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "108.06793219204636" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.amin(vostok_pg_data_to_plot)" ] }, { "cell_type": "code", "execution_count": 27, "id": "5fa2223e-3fd8-4795-8857-359bb249108c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "198.76679783526467" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.amax(vostok_pg_data_to_plot)" ] }, { "cell_type": "code", "execution_count": 28, "id": "5b03d7c6-e23e-45a9-8188-024d21851176", "metadata": {}, "outputs": [], "source": [ "# calculating seasonal variation parameters for specific hours: \n", "# the average fair-weather PG, the number of fair-weather days,\n", "# the average square of the fair-weather PG\n", "data, data_counter, data_sqr = np.array(\n", " [\n", " calculate_seasonal_var_params(daily_df),\n", " calculate_seasonal_var_params(df[df.index.hour == 3]),\n", " calculate_seasonal_var_params(df[df.index.hour == 9]),\n", " calculate_seasonal_var_params(df[df.index.hour == 15]),\n", " calculate_seasonal_var_params(df[df.index.hour == 21]),\n", " ]\n", ").swapaxes(0, 1)\n", "\n", "data_counter = data_counter.astype(int)" ] }, { "cell_type": "code", "execution_count": 29, "id": "762c01a9-2ee5-428c-b331-ef44d1801127", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_width = 10\n", "fig_height = 11\n", "\n", "height = 12\n", "heightC = 1\n", "heightB = 12\n", "hsep1 = 3.5\n", "hsep2 = 5\n", "hsep3 = 3.5\n", "hsp = 3\n", "tot_height = height + heightC + 2 * heightB + hsep1 + hsep2 + hsep3 + 2 * hsp\n", "\n", "width = 12\n", "widthM = heightC/tot_height * fig_height/fig_width\n", "widthB = 12\n", "wsep1 = 1\n", "wsep2 = 3.5\n", "wsp = 4\n", "wshift = 1.5\n", "tot_width = (width + widthB + wsep1 + wsep2 + 2 * wsp) / (1 - widthM)\n", "widthM *= tot_width\n", "\n", "fig = plt.figure(figsize=(fig_width, fig_height), constrained_layout=False)\n", "\n", "ax = fig.add_axes(\n", " (\n", " (wsp - wshift) / tot_width,\n", " (hsp + 2 * heightB + hsep2 + hsep3 + heightC + hsep1) / tot_height,\n", " width / tot_width,\n", " height / tot_height\n", " )\n", ")\n", "axM = fig.add_axes(\n", " (\n", " (wsp - wshift + width + wsep1) / tot_width,\n", " (hsp + 2 * heightB + hsep2 + hsep3 + heightC + hsep1) / tot_height,\n", " widthM / tot_width,\n", " height / tot_height\n", " )\n", ")\n", "\n", "axB = [None for _ in range(5)]\n", "\n", "axB[0] = fig.add_axes(\n", " (\n", " (wsp + width + wsep1 + widthM + wsep2) / tot_width,\n", " (hsp + heightB + hsep2 + hsep3 + heightC + hsep1 + height) / tot_height,\n", " widthB / tot_width,\n", " heightB / tot_height\n", " )\n", ")\n", "for n in range(2):\n", " axB[3 - 2*n] = fig.add_axes(\n", " (\n", " wsp / tot_width,\n", " (hsp + n * (heightB + hsep3)) / tot_height,\n", " widthB / tot_width,\n", " heightB / tot_height\n", " )\n", " )\n", " axB[4 - 2*n] = fig.add_axes(\n", " (\n", " (wsp + width + wsep1 + widthM + wsep2) / tot_width,\n", " (hsp + n * (heightB + hsep3)) / tot_height,\n", " widthB / tot_width,\n", " heightB / tot_height\n", " )\n", " )\n", "\n", "caption = \"Pot. gradient, Vostok station, 2006–2020\"\n", "\n", "for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " ax.spines[axis].set_linewidth(0.5)\n", "ax.tick_params(length=6, width=0.5)\n", "ax.tick_params(length=0, width=0.5, which=\"minor\")\n", "ax.grid(False)\n", "\n", "ax.set_xlim((0, 24))\n", "ax.set_xticks(np.arange(0, 25, 2))\n", "ax.set_xticklabels(np.arange(0, 25, 2), fontsize=\"large\")\n", "ax.set_xlabel(\"UTC, hours\", fontsize=\"large\")\n", "\n", "ax.set_ylim((0, 12))\n", "ax.set_yticks(np.arange(0, 12.5, 1))\n", "ax.set_yticks(np.arange(0.5, 12, 1), minor=True)\n", "ax.set_yticklabels([])\n", "ax.set_yticklabels(month_name, fontsize=\"large\", ha=\"center\",\n", " minor=True)\n", "tr = []\n", "for label in ax.yaxis.get_majorticklabels():\n", " tr.append(label.get_transform())\n", "for label in ax.yaxis.get_minorticklabels():\n", " label.set_transform(\n", " tr[0] + tf.ScaledTranslation(\n", " -0.05, 0, fig.dpi_scale_trans\n", " )\n", " )\n", "\n", "for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " axM.spines[axis].set_linewidth(0.5)\n", "axM.tick_params(length=0, width=0.5)\n", "axM.tick_params(length=6, width=0.5, which=\"minor\")\n", "axM.grid(False)\n", "\n", "axM.set_xlim((0, 1))\n", "axM.set_xticks([])\n", "axM.set_xticks([0.5], minor=True)\n", "axM.set_xticklabels([])\n", "axM.set_xticklabels([\"mean\"], fontsize=\"large\", minor=True)\n", "\n", "axM.set_ylim((0, 12))\n", "axM.set_yticks([])\n", "axM.set_yticklabels([])\n", "\n", "lbl = ax.set_title(caption, fontsize=\"large\")\n", "pos = (width + wsep1 + widthM) / 2 / width\n", "lbl.set_position((pos, 1.))\n", "\n", "# the bounds of the colour bar (in V/m)\n", "pg_bound = np.arange(100, 201, 10)\n", "\n", "# the colours\n", "colour_hour = np.array([[71, 71, 255], [1, 14, 236],\n", " [4, 79, 149], [6, 143, 63], [49, 192, 13],\n", " [142, 220, 7], [234, 249, 1], [255, 184, 0],\n", " [255, 92, 0], [255, 0, 0]]) / 255\n", "\n", "pg_cmap = colors.ListedColormap(colour_hour)\n", "pg_norm = colors.BoundaryNorm(pg_bound, pg_cmap.N)\n", "\n", "pg_cax = fig.add_axes(\n", " (\n", " (wsp - wshift) / tot_width,\n", " (hsp + 2 * heightB + hsep2 + hsep3) / tot_height,\n", " (width + wsep1 + widthM) / tot_width,\n", " heightC / tot_height\n", " )\n", ")\n", "pg_cbar = fig.colorbar(cm.ScalarMappable(norm=pg_norm,\n", " cmap=pg_cmap),\n", " cax=pg_cax, orientation=\"horizontal\")\n", "pg_cbar.outline.set_linewidth(0.5)\n", "pg_cbar.ax.tick_params(length=6, width=0.5)\n", "pg_cbar.set_ticks(pg_bound)\n", "pg_cbar.ax.set_xticklabels(list(map(str,\n", " pg_bound.astype(int))),\n", " fontsize=\"large\")\n", "pg_cbar.set_label(\"Potential gradient, V/m\",\n", " fontsize=\"large\")\n", "\n", "ax.imshow(vostok_pg_data_to_plot,\n", " cmap=pg_cmap, norm=pg_norm,\n", " extent=[0, 24, 12, 0], aspect=\"auto\", interpolation=\"none\",\n", " rasterized=True)\n", "\n", "axM.imshow(vostok_mean_pg_data,\n", " cmap=pg_cmap, norm=pg_norm,\n", " extent=[0, 1, 12, 0], aspect=\"auto\", interpolation=\"none\",\n", " rasterized=True)\n", "\n", "low = [100, 80, 100, 100, 120]\n", "high = [180, 180, 200, 200, 220]\n", "step = [20] * 5\n", "coeff = [1] * 5\n", "captionB = [\"Vostok station, 2006–2020, diurnal mean\",\n", " \"Vostok station, 2006–2020, 3–4 UTC\",\n", " \"Vostok station, 2006–2020, 9–10 UTC\",\n", " \"Vostok station, 2006–2020, 15–16 UTC\",\n", " \"Vostok station, 2006–2020, 21–22 UTC\"]\n", "\n", "col = [\"orangered\"] * 5\n", "\n", "for n in range(5):\n", " for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " axB[n].spines[axis].set_linewidth(0.5)\n", " axB[n].tick_params(length=6, width=0.5, axis=\"y\")\n", " axB[n].tick_params(length=0, width=0.5, axis=\"x\")\n", " axB[n].grid(color=\"0.\", linewidth=0.5, axis=\"y\")\n", "\n", " axB[n].set_xlim((-0.5, 11.5))\n", " axB[n].set_xticks(np.arange(12))\n", " axB[n].set_xticklabels(month_name, fontsize=\"large\", va=\"top\")\n", "\n", " axB[n].set_ylim((low[n], high[n]))\n", " axB[n].set_yticks(np.arange(low[n], high[n] + step[n] / 2, step[n]))\n", " axB[n].set_yticklabels((np.arange(low[n], high[n] + step[n] / 2,\n", " step[n]) / coeff[n]).astype(int),\n", " fontsize=\"large\")\n", " axB[n].set_ylabel(\"Monthly mean fair-weather\\npotential gradient, V/m\",\n", " fontsize=\"large\")\n", "\n", " axB[n].set_title(captionB[n], fontsize=\"large\")\n", "\n", " axB[n].annotate(\"\", xy=(12, np.min(data[n])), xycoords=\"data\",\n", " xytext=(12, np.max(data[n])), textcoords=\"data\",\n", " annotation_clip=False,\n", " arrowprops=dict(\n", " arrowstyle=\"<|-|>,head_length=0.8,head_width=0.3\",\n", " patchA=None, patchB=None, shrinkA=0., shrinkB=0.,\n", " connectionstyle=\"arc3,rad=0.\", fc=\"black\",\n", " linewidth=0.5\n", " ))\n", "\n", " ampl = (np.max(data[n]) - np.min(data[n])) / \\\n", " np.sum(data[n] * data_counter[n]) * np.sum(data_counter[n])\n", " axB[n].text(12.2, (np.min(data[n]) + np.max(data[n])) / 2,\n", " f\"{ampl * 100:.0f}%\",\n", " fontsize=\"large\", ha=\"left\", va=\"center\", rotation=270)\n", "\n", "for n in range(5):\n", " axB[n].bar(np.arange(12), data[n],\n", " yerr=std_error(data[n],\n", " data_sqr[n],\n", " data_counter[n]),\n", " width=0.8, color=col[n])\n", "\n", "ax.text(-(0.3 * widthB - wshift)/width, 1 + 0.05 * heightB/height, \"a\",\n", " fontsize=\"x-large\",\n", " fontweight=\"semibold\", ha=\"left\", va=\"bottom\",\n", " transform=ax.transAxes)\n", "for n in range(5):\n", " axB[n].text(-0.3, 1.05, chr(ord(\"b\") + n),\n", " fontsize=\"x-large\",\n", " fontweight=\"semibold\", ha=\"left\", va=\"bottom\",\n", " transform=axB[n].transAxes)\n", "\n", "fig.savefig(\"figures/pg_diurnal_seasonal.eps\", bbox_inches=\"tight\")" ] }, { "cell_type": "markdown", "id": "7b9bf03b-5a1b-4ccf-aaf7-c47337cd05a1", "metadata": {}, "source": [ "### Data adjustment using meteorological parameters and the solar-wind-imposed potential" ] }, { "cell_type": "code", "execution_count": 30, "id": "d16e0930-f81f-4288-a7a9-2f3942194f81", "metadata": {}, "outputs": [], "source": [ "# loading and filtering meteorological data from CSV files into separate\n", "# dataframes, then joining them with the daily fair-weather PG dataframe\n", "# to create a combined dataframe without missing values\n", "\n", "temp_df = pd.read_csv(\n", " \"./data/Vostok/vostok_daily_temp.csv\",\n", " parse_dates=[\"UTC\"]\n", ").set_index(\"UTC\")\n", "\n", "# retaining only the days with complete data (4 counts)\n", "temp_df = temp_df[temp_df[\"COUNT\"] == 4][[\"T\"]]\n", "\n", "wind_df = pd.read_csv(\n", " \"./data/Vostok/vostok_daily_wind.csv\",\n", " parse_dates=[\"UTC\"]\n", ").set_index(\"UTC\")\n", "\n", "# retaining only the days with complete data (4 counts)\n", "wind_df = wind_df[wind_df[\"COUNT\"] == 4][[\"Ff\"]]\n", "\n", "pressure_df = pd.read_csv(\n", " \"./data/Vostok/vostok_daily_pressure_mm_hg.csv\",\n", " parse_dates=[\"UTC\"]\n", ").set_index(\"UTC\")\n", "\n", "# retaining only the days with complete data (4 counts)\n", "pressure_df = pressure_df[pressure_df[\"COUNT\"] == 4][[\"Po\"]]\n", "\n", "meteo_df = temp_df.join([wind_df, pressure_df, daily_df]).dropna()" ] }, { "cell_type": "code", "execution_count": 31, "id": "c45bdf6b-d725-4d87-b033-d90fa4f3f9a9", "metadata": {}, "outputs": [], "source": [ "# calculating the anomalies for the fair-weather PG (`pg_anom`),\n", "# temperature (`temp_anom`), wind speed (`wind_anom`) and\n", "# pressure (`pres_anom`) based on a moving window of ±10 days\n", "\n", "pg_anom = np.zeros((len(meteo_df.index)))\n", "temp_anom = np.zeros((len(meteo_df.index)))\n", "wind_anom = np.zeros((len(meteo_df.index)))\n", "pres_anom = np.zeros((len(meteo_df.index)))\n", "\n", "halfwidth = 10\n", "for i in range(len(meteo_df.index)):\n", " sum_pg = 0\n", " sum_temp = 0\n", " sum_pres = 0\n", " sum_wind = 0\n", " counter = 0\n", " for j in range(max(i - halfwidth, 0),\n", " min(i + halfwidth + 1, len(meteo_df.index))):\n", " if abs((meteo_df.index[j] - meteo_df.index[i]).days) <= halfwidth:\n", " sum_pg += meteo_df[\"Field\"].iloc[j]\n", " sum_temp += meteo_df[\"T\"].iloc[j]\n", " sum_wind += meteo_df[\"Ff\"].iloc[j]\n", " sum_pres += meteo_df[\"Po\"].iloc[j]\n", " counter += 1\n", " pg_anom[i] = meteo_df[\"Field\"].iloc[i] - (sum_pg / counter)\n", " temp_anom[i] = meteo_df[\"T\"].iloc[i] - (sum_temp / counter)\n", " wind_anom[i] = meteo_df[\"Ff\"].iloc[i] - (sum_wind / counter)\n", " pres_anom[i] = meteo_df[\"Po\"].iloc[i] - (sum_pres / counter)" ] }, { "cell_type": "code", "execution_count": 32, "id": "326311ea-74ce-4de1-ac7a-e30e173fc8d8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Temp: Correlation coefficient: −0.09\n", "Temp: Student’s t-statistic: 3.74\n", "\n", "\n", "Wind: Correlation coefficient: 0.11\n", "Wind: Student’s t-statistic: 5.95\n", "\n", "\n", "Pres: Correlation coefficient: 0.00\n", "Pres: Student’s t-statistic: 0.07\n", "\n", "\n", "Significance level: 0.05\n", "Number of points: 2198\n", "Critical value of t (((P − 2)r^2/(1 − r^2))^(1/2)): 1.9610448392992756\n", "Threshold correlation coefficient: 0.04181108274859215\n" ] } ], "source": [ "# calculating correlation coefficients for temperature,\n", "# wind speed and pressure anomalies against PG anomalies\n", "\n", "for title, anom in zip(\n", " [\"Temp\", \"Wind\", \"Pres\"],\n", " [temp_anom, wind_anom, pres_anom]\n", "):\n", " corr = np.corrcoef(anom, pg_anom)[0, 1]\n", " P = len(meteo_df.index) # the number of points\n", " t = np.sqrt((P - 2) * corr**2 / (1 - corr*2)) # Student’s t-statistic\n", " print(\n", " f\"{title}: Correlation coefficient: −{-corr:.2f}\"\n", " if corr < 0\n", " else f\"{title}: Correlation coefficient: {corr:.2f}\"\n", " )\n", " print(f\"{title}: Student’s t-statistic: {t:.2f}\")\n", " print(\"\\n\")\n", "\n", "P = len(meteo_df.index) # the number of points\n", "a = 0.05 # significance level\n", "q = st.t.ppf(1 - a / 2, P - 2) # critical value\n", "r = q / np.sqrt(q**2 + P - 2) # threshold correlation coefficient\n", "print(f\"Significance level: {a}\")\n", "print(f\"Number of points: {P}\")\n", "print(f\"Critical value of t (((P − 2)r^2/(1 − r^2))^(1/2)): {q}\")\n", "print(f\"Threshold correlation coefficient: {r}\")" ] }, { "cell_type": "code", "execution_count": 33, "id": "9348051d-043c-4a56-9af7-4387ad2e8273", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Temp: -0.5110842192373859\n", "Wind: 2.8239818995071064\n" ] } ], "source": [ "# calculating linear regression coefficients for PG anomalies\n", "# in terms of temperature and wind speed anomalies\n", "\n", "temp_coeff, wind_coeff = np.linalg.lstsq(\n", " np.vstack([temp_anom, wind_anom]).T, pg_anom, rcond=None\n", ")[0]\n", "\n", "print(f\"Temp: {temp_coeff}\")\n", "print(f\"Wind: {wind_coeff}\")" ] }, { "cell_type": "code", "execution_count": 34, "id": "dafd0f56-b6fa-4883-9640-01fdcb4a3870", "metadata": {}, "outputs": [], "source": [ "# adding the \"CorrectedField\" column (copy of the \"Field\" column)\n", "# in the `meteo_df` by subtracting the linear fit based on\n", "# temperature and wind anomalies\n", "\n", "meteo_df[\"CorrectedField\"] = (\n", " meteo_df[\"Field\"]\n", " - temp_coeff * (meteo_df[\"T\"] - meteo_df[\"T\"].mean())\n", " - wind_coeff * (meteo_df[\"Ff\"] - meteo_df[\"Ff\"].mean())\n", ")" ] }, { "cell_type": "code", "execution_count": 35, "id": "8a04eed2-9b02-4620-bfdb-a910c8e63732", "metadata": {}, "outputs": [], "source": [ "# loading and filtering solar-wind-imposed potential data into a separate\n", "# dataframe, then joining them with the daily fair-weather PG dataframe\n", "# to create a combined dataframe without missing values\n", "\n", "swip_df = pd.read_csv(\n", " \"./data/Vostok/vostok_1998_2020_hourly_SWIP.txt\",\n", " sep=\"\\t\", parse_dates=[[0, 1, 2, 3]], date_format=\"%Y %m %d %H\",\n", " names=[\"Y\", \"M\", \"D\", \"H\", \"SWIP\"]\n", ").rename(columns={\"Y_M_D_H\": \"Datetime\"}).set_index(\"Datetime\")\n", "\n", "# counting the number of valid hours per day and\n", "# retaining only the days with complete hourly data (24 counts)\n", "swip_df[\"Count\"] = swip_df[\"SWIP\"].resample(\"D\").transform(\"count\")\n", "swip_df = swip_df[swip_df[\"Count\"] == 24][[\"SWIP\"]]\n", "\n", "solar_df = swip_df.join(daily_df).resample(\"D\").mean().dropna()" ] }, { "cell_type": "code", "execution_count": 36, "id": "1fa44180-c420-4b58-9b6d-76eac524e401", "metadata": {}, "outputs": [], "source": [ "# calculating the anomalies for the fair-weather PG\n", "# (`pg_anom`) and solar-wind-imposed potential (`swip_anom`)\n", "# based on a moving window of ±10 days\n", "\n", "pg_anom = np.zeros((len(solar_df.index)))\n", "swip_anom = np.zeros((len(solar_df.index)))\n", "\n", "halfwidth = 10\n", "for i in range(len(solar_df.index)):\n", " sum_pg = 0\n", " sum_swip = 0\n", " counter = 0\n", " for j in range(max(i - halfwidth, 0),\n", " min(i + halfwidth + 1, len(solar_df.index))):\n", " if abs((solar_df.index[j] - solar_df.index[i]).days) <= halfwidth:\n", " sum_pg += solar_df[\"Field\"].iloc[j]\n", " sum_swip += solar_df[\"SWIP\"].iloc[j]\n", " counter += 1\n", " pg_anom[i] = solar_df[\"Field\"].iloc[i] - (sum_pg / counter)\n", " swip_anom[i] = solar_df[\"SWIP\"].iloc[i] - (sum_swip / counter)" ] }, { "cell_type": "code", "execution_count": 37, "id": "773d765f-b99b-4058-b825-85005c095339", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SWIP: Correlation coefficient: 0.31\n", "SWIP: Student’s t-statistic: 24.39\n", "\n", "\n", "Significance level: 0.05\n", "Number of points: 2297\n", "Critical value of t (((P − 2)r^2/(1 − r^2))^(1/2)): 1.9609981900139433\n", "Threshold correlation coefficient: 0.040899905007639514\n" ] } ], "source": [ "# calculating correlation coefficients\n", "# for solar-wind-imposed potential anomalies against PG anomalies\n", "\n", "for title, anom in zip(\n", " [\"SWIP\"],\n", " [swip_anom]\n", "):\n", " corr = np.corrcoef(anom, pg_anom)[0, 1]\n", " P = len(solar_df.index) # the number of points\n", " t = np.sqrt((P - 2) * corr**2 / (1 - corr*2)) # Student’s t-statistic\n", " print(\n", " f\"{title}: Correlation coefficient: −{-corr:.2f}\"\n", " if corr < 0\n", " else f\"{title}: Correlation coefficient: {corr:.2f}\"\n", " )\n", " print(f\"{title}: Student’s t-statistic: {t:.2f}\")\n", " print(\"\\n\")\n", "\n", "P = len(solar_df.index) # the number of points\n", "a = 0.05 # significance level\n", "q = st.t.ppf(1 - a / 2, P - 2) # critical value\n", "r = q / np.sqrt(q**2 + P - 2) # threshold correlation coefficient\n", "print(f\"Significance level: {a}\")\n", "print(f\"Number of points: {P}\")\n", "print(f\"Critical value of t (((P − 2)r^2/(1 − r^2))^(1/2)): {q}\")\n", "print(f\"Threshold correlation coefficient: {r}\")" ] }, { "cell_type": "code", "execution_count": 38, "id": "14fe35bc-5c96-4ad5-bd2a-f6a89fd94426", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SWIP: 0.74232838204607\n" ] } ], "source": [ "# calculating linear regression coefficients for PG anomalies\n", "# in terms of solar-wind-imposed potential anomalies\n", "\n", "swip_coeff = np.linalg.lstsq(\n", " swip_anom[:, np.newaxis], pg_anom, rcond=None\n", ")[0][0]\n", "\n", "print(f\"SWIP: {swip_coeff}\")" ] }, { "cell_type": "code", "execution_count": 39, "id": "c1503b1a-aa4f-4454-9560-e6490fa01618", "metadata": {}, "outputs": [], "source": [ "# adding the \"CorrectedField\" column (copy of the \"Field\" column)\n", "# in the `solar_df` by subtracting linear fits based on\n", "# solar-wind-imposed potential anomalies\n", "\n", "solar_df[\"CorrectedField\"] = (\n", " solar_df[\"Field\"]\n", " - swip_coeff * solar_df[\"SWIP\"]\n", ")" ] }, { "cell_type": "code", "execution_count": 40, "id": "56903d67-b4a1-4676-a6f4-af2ddacd3180", "metadata": {}, "outputs": [], "source": [ "# combined data set\n", "meteo_solar_df = temp_df.join(\n", " [wind_df, daily_df, swip_df.resample(\"D\").mean()]\n", ").dropna()" ] }, { "cell_type": "code", "execution_count": 41, "id": "4084aaaa-35c2-4437-bd1c-d0f24ed479c3", "metadata": {}, "outputs": [], "source": [ "# adding the \"CorrectedField\" column (copy of the \"Field\" column)\n", "# in the `meteo_solar_df` by subtracting linear fits based on\n", "# temperature, wind and solar-wind-imposed potential anomalies\n", "\n", "meteo_solar_df[\"CorrectedField\"] = (\n", " meteo_solar_df[\"Field\"]\n", " - temp_coeff * (meteo_solar_df[\"T\"] - meteo_solar_df[\"T\"].mean())\n", " - wind_coeff * (meteo_solar_df[\"Ff\"] - meteo_solar_df[\"Ff\"].mean())\n", " - swip_coeff * meteo_solar_df[\"SWIP\"]\n", ")" ] }, { "cell_type": "markdown", "id": "f0590fff-4817-440f-9550-d4438b742769", "metadata": {}, "source": [ "### Figure 1.5\n", "The influence of adjustment PG for new and earlier Vostok datasets" ] }, { "cell_type": "code", "execution_count": 42, "id": "9a209c25-af4a-4c67-80cc-2ce657f9cb3d", "metadata": {}, "outputs": [], "source": [ "# calculating seasonal variation parameters for specific data: \n", "# the average fair-weather PG, the number of fair-weather days,\n", "# the average square of the fair-weather PG\n", "\n", "data, data_counter, data_sqr = np.array(\n", " [\n", " [vostok_old_data_unadjusted, np.zeros(12).astype(int), np.zeros(12)],\n", " [vostok_old_data, np.zeros(12).astype(int), np.zeros(12)],\n", " calculate_seasonal_var_params(daily_df),\n", " calculate_seasonal_var_params(meteo_df, key=\"CorrectedField\"),\n", " calculate_seasonal_var_params(solar_df, key=\"CorrectedField\"),\n", " calculate_seasonal_var_params(meteo_solar_df, key=\"CorrectedField\")\n", " ]\n", ").swapaxes(0, 1)\n", "\n", "data_counter = data_counter.astype(int)" ] }, { "cell_type": "code", "execution_count": 43, "id": "64c153c6-92a3-4d1f-bd05-9fde535cf482", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 14), constrained_layout=False)\n", "ax = [None for _ in range(6)]\n", "for n in range(6):\n", " ax[n] = fig.add_subplot(4, 4, (2*n + 1, 2*n + 2))\n", "\n", "low = [140] * 2 + [100] * 4\n", "high = [220] * 2 + [180] * 4\n", "step = [20] * 6\n", "coeff = [1] * 6\n", "\n", "caption = [\"Vostok station, 1998–2001,\\nraw data\",\n", " \"Vostok station, 1998–2001,\\nadjusted for meteorol. & solar wind infl.\",\n", " \"Vostok station, 2006–2020,\\nraw data\",\n", " \"Vostok station, 2006–2020,\\nadjusted for meteorological influences\",\n", " \"Vostok station, 2006–2020,\\nadjusted for solar wind influences\",\n", " \"Vostok station, 2006–2020,\\nadjusted for meteorol. & solar wind infl.\"]\n", "col = [\"orangered\"] * 6\n", "\n", "for n in range(6):\n", " for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " ax[n].spines[axis].set_linewidth(0.5)\n", " ax[n].tick_params(length=6, width=0.5, axis=\"y\")\n", " ax[n].tick_params(length=0, width=0.5, axis=\"x\")\n", " ax[n].grid(color=\"0.\", linewidth=0.5, axis=\"y\")\n", "\n", " ax[n].set_xlim((-0.5, 11.5))\n", " ax[n].set_xticks(np.arange(12))\n", " ax[n].set_xticklabels(month_name, fontsize=\"large\", va=\"top\")\n", "\n", " ax[n].set_ylim((low[n], high[n]))\n", " ax[n].set_yticks(np.arange(low[n], high[n] + step[n] / 2, step[n]))\n", " ax[n].set_yticklabels((np.arange(low[n], high[n] + step[n] / 2,\n", " step[n]) / coeff[n]).astype(int),\n", " fontsize=\"large\")\n", " ax[n].set_ylabel(\"Monthly mean fair-weather\\npotential gradient, V/m\",\n", " fontsize=\"large\")\n", "\n", " ax[n].set_title(caption[n], fontsize=\"large\")\n", " if np.sum(data_counter[n]) == 0:\n", " ax[n].text(0.5,\n", " 1 - 0.01\n", " * (ax[n].get_position().x1 - ax[n].get_position().x0)\n", " / (ax[n].get_position().y1 - ax[n].get_position().y0)\n", " * fig.get_size_inches()[0] / fig.get_size_inches()[1],\n", " \"(after $\\it{Burns~et~al.}$, 2012)\",\n", " fontsize=\"large\", ha=\"center\", va=\"top\",\n", " transform=ax[n].transAxes)\n", "\n", " ax[n].annotate(\"\", xy=(12, np.min(data[n])), xycoords=\"data\",\n", " xytext=(12, np.max(data[n])), textcoords=\"data\",\n", " annotation_clip=False,\n", " arrowprops=dict(\n", " arrowstyle=\"<|-|>,head_length=0.8,head_width=0.3\",\n", " patchA=None, patchB=None, shrinkA=0., shrinkB=0.,\n", " connectionstyle=\"arc3,rad=0.\", fc=\"black\",\n", " linewidth=0.5\n", " ))\n", " if np.sum(data_counter[n]) == 0:\n", " ampl = (np.max(data[n]) - np.min(data[n])) / np.mean(data[n])\n", " else:\n", " ampl = (np.max(data[n]) - np.min(data[n])) / \\\n", " np.sum(data[n] * data_counter[n]) * np.sum(data_counter[n])\n", " ax[n].text(12.2, (np.min(data[n]) + np.max(data[n])) / 2,\n", " f\"{ampl * 100:.0f}%\",\n", " fontsize=\"large\", ha=\"left\", va=\"center\", rotation=270)\n", "\n", "fig.align_ylabels([ax[0], ax[2], ax[4]])\n", "fig.align_ylabels([ax[1], ax[3], ax[5]])\n", "\n", "for n in range(6):\n", " if np.sum(data_counter[n]) == 0:\n", " ax[n].bar(np.arange(12), data[n],\n", " width=0.8, color=col[n])\n", " else:\n", " ax[n].bar(np.arange(12), data[n],\n", " yerr=std_error(data[n],\n", " data_sqr[n],\n", " data_counter[n]),\n", " width=0.8, color=col[n])\n", "\n", "for n in range(6):\n", " ax[n].text(-0.3, 1.15, chr(ord(\"a\") + n), fontsize=\"x-large\",\n", " fontweight=\"semibold\", ha=\"left\", va=\"bottom\",\n", " transform=ax[n].transAxes)\n", "\n", "fig.subplots_adjust(hspace=0.35, wspace=1.6)\n", "\n", "for n in range(6):\n", " if np.sum(data_counter[n]) > 0:\n", " for m in range(12):\n", " ax[n].annotate(f\"{data_counter[n, m]}\",\n", " xy=(m-0.15, ax[n].get_ylim()[0] + 3),\n", " rotation=270, ha=\"center\", va=\"bottom\",\n", " fontsize=\"large\", color=\"0.\")\n", "\n", "fig.savefig(\"figures/pg_corrected.eps\", bbox_inches=\"tight\")" ] }, { "cell_type": "markdown", "id": "278ea93f-42dc-4228-a326-54b58bb15a11", "metadata": {}, "source": [ "### Figure 1.S3\n", "Our own analysis of the earlier Vostok data" ] }, { "cell_type": "code", "execution_count": 44, "id": "519d0977-a143-4351-bba5-9506132b401f", "metadata": {}, "outputs": [], "source": [ "# calculating seasonal variation parameters for specific data: \n", "# the average fair-weather PG, the number of fair-weather days,\n", "# the average square of the fair-weather PG\n", "\n", "data, data_counter, data_sqr = calculate_seasonal_var_params(\n", " daily_edf[daily_edf.index.year <= 2001]\n", ")\n", "\n", "data_counter = data_counter.astype(int)" ] }, { "cell_type": "code", "execution_count": 45, "id": "9e328d94-f5ff-4ca8-870b-953c078a2aa8", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 14), constrained_layout=False)\n", "ax = fig.add_subplot(4, 4, (1, 2))\n", "\n", "low = 140\n", "high = 220\n", "step = 20\n", "coeff = 1\n", "\n", "caption = \"Vostok station, 1998–2001\"\n", "col = \"orangered\"\n", "\n", "for axis in [\"top\", \"bottom\", \"left\", \"right\"]:\n", " ax.spines[axis].set_linewidth(0.5)\n", "ax.tick_params(length=6, width=0.5, axis=\"y\")\n", "ax.tick_params(length=0, width=0.5, axis=\"x\")\n", "ax.grid(color=\"0.\", linewidth=0.5, axis=\"y\")\n", "\n", "ax.set_xlim((-0.5, 11.5))\n", "ax.set_xticks(np.arange(12))\n", "ax.set_xticklabels(month_name, fontsize=\"large\", va=\"top\")\n", "\n", "ax.set_ylim((low, high))\n", "ax.set_yticks(np.arange(low, high + step / 2, step))\n", "ax.set_yticklabels((np.arange(low, high + step / 2,\n", " step) / coeff).astype(int),\n", " fontsize=\"large\")\n", "ax.set_ylabel(\"Monthly mean fair-weather\\npotential gradient, V/m\",\n", " fontsize=\"large\")\n", "\n", "ax.set_title(caption, fontsize=\"large\")\n", "\n", "ax.annotate(\"\", xy=(12, np.min(data)), xycoords=\"data\",\n", " xytext=(12, np.max(data)), textcoords=\"data\",\n", " annotation_clip=False,\n", " arrowprops=dict(\n", " arrowstyle=\"<|-|>,head_length=0.8,head_width=0.3\",\n", " patchA=None, patchB=None, shrinkA=0., shrinkB=0.,\n", " connectionstyle=\"arc3,rad=0.\", fc=\"black\",\n", " linewidth=0.5\n", " ))\n", "ampl = (np.max(data) - np.min(data)) / \\\n", " np.sum(data * data_counter) * np.sum(data_counter)\n", "ax.text(12.2, (np.min(data) + np.max(data)) / 2,\n", " f\"{ampl * 100:.0f}%\",\n", " fontsize=\"large\", ha=\"left\", va=\"center\", rotation=270)\n", "\n", "ax.bar(np.arange(12), data,\n", " yerr=std_error(data,\n", " data_sqr,\n", " data_counter),\n", " width=0.8, color=col)\n", "\n", "for m in range(12):\n", " ax.annotate(f\"{data_counter[m]}\",\n", " xy=(m-0.15, ax.get_ylim()[0] + 3),\n", " rotation=270, ha=\"center\", va=\"bottom\",\n", " fontsize=\"large\", color=\"0.\")\n", "\n", "fig.savefig(\"figures/pg_earlier.eps\", bbox_inches=\"tight\")" ] }, { "cell_type": "code", "execution_count": null, "id": "5550fe53-9ac0-49c9-bd22-3478a37b5060", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.11.2" } }, "nbformat": 4, "nbformat_minor": 5 }