{ "cells": [ { "cell_type": "markdown", "id": "c49800f6-5b8d-495c-a49e-e2e1678a0ae5", "metadata": {}, "source": [ "# Stress inversion of the Southern California focal mechanisms from SCEC:\n", "\n", "Link: [https://scedc.caltech.edu/data/alt-2011-yang-hauksson-shearer.html](https://scedc.caltech.edu/data/alt-2011-yang-hauksson-shearer.html)\n", "\n", "*References*\n", "\n", "Yang, W., E. Hauksson and P. M. Shearer, Computing a large refined catalog of focal mechanisms for southern California (1981 - 2010): Temporal Stability of the Style of Faulting, Bull. Seismol. Soc. Am., June 2012, v. 102, p. 1179-1194, [doi:10.1785/0120110311](doi:10.1785/0120110311), 2012.\n", "\n", "Hauksson E., W. Yang and P.M. Shearer, Waveform relocated earthquake catalog for southern California (1981 - 2011), Bull. Seismol. Soc. Am., Vol. 102, No. 5, October 2012, [doi:10.1785/0120120010](doi:10.1785/0120120010), 2012.\n", "\n", "We focus the inversion on a region of limited extent: $33.60^{\\mathrm{o}}\\mathrm{N}-34.10^{\\mathrm{o}}\\mathrm{N}$ and $116.60^{\\mathrm{o}}\\mathrm{W}-117.00^{\\mathrm{o}}\\mathrm{W}$.\n", "\n", "You may have to install `mplstereonet` [https://github.com/joferkington/mplstereonet](https://github.com/joferkington/mplstereonet), and `colorcet` [https://colorcet.holoviz.org/](https://colorcet.holoviz.org/)." ] }, { "cell_type": "code", "execution_count": 1, "id": "31959ea0-8f61-4ad7-96a3-3f9c26c69b61", "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "os.environ[\"OPENBLAS_NUM_THREADS\"] = \"1\"\n", "import sys\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import string\n", "\n", "import cartopy as ctp\n", "import colorcet as cc\n", "from obspy.imaging import beachball as obb\n", "\n", "from matplotlib.colors import Normalize\n", "from matplotlib.cm import ScalarMappable\n", "from mpl_toolkits.axes_grid1 import make_axes_locatable\n", "from mpl_toolkits.axes_grid1.inset_locator import inset_axes\n", "from shapely import geometry\n", "\n", "import geopandas as geopd\n", "import mplstereonet as mpl\n", "\n", "import ILSI\n", "\n", "from time import time as give_time\n", "\n", "# plot data in Kaverina diagram\n", "sys.path.append(\n", " os.path.join(\n", " \"/home/eric/WORK/software/FMC/\"\n", " )\n", ")\n", "import plotFMC\n", "import functionsFMC\n", "from functionsFMC import kave, mecclass\n", "\n", "# set plotting parameters\n", "import seaborn as sns\n", "\n", "sns.set(font_scale=1.3)\n", "sns.set_style(\"ticks\")\n", "sns.set_palette(\"colorblind\")\n", "plt.rcParams[\"savefig.dpi\"] = 200\n", "plt.rcParams[\"svg.fonttype\"] = \"none\"\n", "\n", "# define the color palette\n", "_colors_ = [\"C0\", \"C2\", \"C1\", \"C4\"]\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "9b4cbbb5", "metadata": {}, "outputs": [], "source": [ "# %config InlineBackend.figure_formats = [\"svg\"]" ] }, { "cell_type": "code", "execution_count": 3, "id": "a49ea65f-d2f1-4b48-9abb-f3082e7f2a00", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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yearmonthdayhourminutesecondCIDmaglatlondepthstrikediprakefp_uncap_uncmisfit
720111125540.10108654611.6433.67567-116.7225015.203273517612120.07
4220111335017.81108665171.6233.63833-116.6973313.513196715315190.00
8720111701644.86108687571.2433.62600-116.7403315.652853014515200.07
26320111191492.04108763571.0933.62883-116.7610015.573062715923250.15
463201122171526.49149275562.8633.64433-116.7180014.593056515725230.03
......................................................
13773201312281276.65114068421.5533.71300-116.7580016.6629643-17715210.13
1377720131229153029.10114071781.6133.65400-116.7160015.801268716811150.08
1378820131230234421.07114076823.6333.70950-116.7295018.1214454-15018150.11
137912013123115925.67114077461.7033.63400-116.7215016.7932317019120.02
1381220131231213047.04114083942.1333.70917-116.7301618.3731859-1638100.09
\n", "

298 rows × 17 columns

\n", "
" ], "text/plain": [ " year month day hour minute second CID mag lat \\\n", "7 2011 1 1 2 55 40.10 10865461 1.64 33.67567 \n", "42 2011 1 3 3 50 17.81 10866517 1.62 33.63833 \n", "87 2011 1 7 0 16 44.86 10868757 1.24 33.62600 \n", "263 2011 1 19 14 9 2.04 10876357 1.09 33.62883 \n", "463 2011 2 2 17 15 26.49 14927556 2.86 33.64433 \n", "... ... ... ... ... ... ... ... ... ... \n", "13773 2013 12 28 12 7 6.65 11406842 1.55 33.71300 \n", "13777 2013 12 29 15 30 29.10 11407178 1.61 33.65400 \n", "13788 2013 12 30 23 44 21.07 11407682 3.63 33.70950 \n", "13791 2013 12 31 1 59 25.67 11407746 1.70 33.63400 \n", "13812 2013 12 31 21 30 47.04 11408394 2.13 33.70917 \n", "\n", " lon depth strike dip rake fp_unc ap_unc misfit \n", "7 -116.72250 15.20 327 35 176 12 12 0.07 \n", "42 -116.69733 13.51 319 67 153 15 19 0.00 \n", "87 -116.74033 15.65 285 30 145 15 20 0.07 \n", "263 -116.76100 15.57 306 27 159 23 25 0.15 \n", "463 -116.71800 14.59 305 65 157 25 23 0.03 \n", "... ... ... ... ... ... ... ... ... \n", "13773 -116.75800 16.66 296 43 -177 15 21 0.13 \n", "13777 -116.71600 15.80 126 87 168 11 15 0.08 \n", "13788 -116.72950 18.12 144 54 -150 18 15 0.11 \n", "13791 -116.72150 16.79 3 23 170 19 12 0.02 \n", "13812 -116.73016 18.37 318 59 -163 8 10 0.09 \n", "\n", "[298 rows x 17 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# path variables\n", "data_path = \"../data\"\n", "dataset_fn = \"SoCal_dataset.csv\"\n", "# program parameter(s)\n", "save_figures = False\n", "# load dataset\n", "data = pd.read_csv(os.path.join(data_path, dataset_fn), sep=\"\\t\", header=0, index_col=0)\n", "data\n" ] }, { "attachments": {}, "cell_type": "markdown", "id": "84c6dfa5", "metadata": {}, "source": [ "## Plot data set" ] }, { "cell_type": "code", "execution_count": 4, "id": "816dc3c7-e205-42a3-b239-0aa8a3f5ae33", "metadata": {}, "outputs": [], "source": [ "def add_scale_bar(ax, x_start, y_start, distance, source_crs, azimuth=90.0, **kwargs):\n", " \"\"\"\n", " Parameters\n", " -----------\n", " ax: GeoAxes instance\n", " The axis on which we want to add a scale bar.\n", " x_start: float\n", " The x coordinate of the left end of the scale bar,\n", " given in the axis coordinate system, i.e. from 0 to 1.\n", " y_start: float\n", " The y coordinate of the left end of the scale bar,\n", " given in the axis coordinate system, i.e. from 0 to 1.\n", " distance: float\n", " The distance covered by the scale bar, in km.\n", " source_crs: cartopy.crs\n", " The coordinate system in which the data are written.\n", " \"\"\"\n", " from cartopy.geodesic import Geodesic\n", "\n", " G = Geodesic()\n", "\n", " # default values\n", " kwargs[\"lw\"] = kwargs.get(\"lw\", 2)\n", " kwargs[\"color\"] = kwargs.get(\"color\", \"k\")\n", "\n", " data_coords = ctp.crs.PlateCarree()\n", " # transform the axis coordinates into display coordinates\n", " display = ax.transAxes.transform([x_start, y_start])\n", " # take display coordinates into data coordinates\n", " data = ax.transData.inverted().transform(display)\n", " # take data coordinates into lon/lat\n", " lon_start, lat_start = data_coords.transform_point(data[0], data[1], source_crs)\n", " # get the coordinates of the end of the scale bar\n", " lon_end, lat_end, _ = np.asarray(\n", " G.direct([lon_start, lat_start], azimuth, 1000.0 * distance)\n", " )[0]\n", " if azimuth % 180.0 == 90.0:\n", " lat_end = lat_start\n", " elif azimuth % 180.0 == 0.0:\n", " lon_end == lon_start\n", " ax.plot([lon_start, lon_end], [lat_start, lat_end], transform=data_coords, **kwargs)\n", " ax.text(\n", " (lon_start + lon_end) / 2.0,\n", " (lat_start + lat_end) / 2.0 - 0.001,\n", " \"{:.0f}km\".format(distance),\n", " transform=data_coords,\n", " ha=\"center\",\n", " va=\"top\",\n", " )\n", " return\n", "\n", "\n", "def plot_Kaverina(strikes, dips, rakes, ax=None):\n", " n_earthquakes = len(strikes)\n", " # determine the t and p axes\n", " P_axis = np.zeros((n_earthquakes, 2), dtype=np.float32)\n", " T_axis = np.zeros((n_earthquakes, 2), dtype=np.float32)\n", " B_axis = np.zeros((n_earthquakes, 2), dtype=np.float32)\n", " faulting_type = np.zeros(n_earthquakes, dtype=np.int32)\n", " fm_type = []\n", " r2d = 180.0 / np.pi\n", " for t in range(n_earthquakes):\n", " # first, get normal and slip vectors from\n", " # strike, dip, rake\n", " normal, slip = ILSI.utils_stress.normal_slip_vectors(\n", " strikes[t], dips[t], rakes[t]\n", " )\n", " # second, get the t and p vectors\n", " p_axis, t_axis, b_axis = ILSI.utils_stress.p_t_b_axes(normal, slip)\n", " p_bearing, p_plunge = ILSI.utils_stress.get_bearing_plunge(p_axis)\n", " t_bearing, t_plunge = ILSI.utils_stress.get_bearing_plunge(t_axis)\n", " b_bearing, b_plunge = ILSI.utils_stress.get_bearing_plunge(b_axis)\n", " P_axis[t, :] = p_bearing, p_plunge\n", " T_axis[t, :] = t_bearing, t_plunge\n", " B_axis[t, :] = b_bearing, b_plunge\n", " fm_type.append(mecclass(t_plunge, b_plunge, p_plunge))\n", " # get the x, y coordinates for FMC's plots\n", " x_kave, y_kave = kave(T_axis[:, 1], B_axis[:, 1], P_axis[:, 1])\n", "\n", " colors_fm = {}\n", " colors_fm[\"SS\"] = \"C0\"\n", " colors_fm[\"SS-N\"] = \"C0\"\n", " colors_fm[\"SS-R\"] = \"C0\"\n", " colors_fm[\"R\"] = \"C1\"\n", " colors_fm[\"R-SS\"] = \"C1\"\n", " colors_fm[\"N\"] = \"C2\"\n", " colors_fm[\"N-SS\"] = \"C2\"\n", " colors = np.asarray([colors_fm[fm] for fm in fm_type])\n", "\n", " if ax is None:\n", " fig = plt.figure(\"Kaverina_diagram\", figsize=(12, 12))\n", " ax = fig.add_subplot(111)\n", " fig = plotFMC.baseplot(10, \"\", ax=ax)\n", " ax.scatter(x_kave, y_kave, color=colors)\n", " return fig\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "10a0e6f5-c13c-40ce-ba9e-6d6676e486c6", "metadata": {}, "outputs": [], "source": [ "# define region extent\n", "lat_min_box, lat_max_box = 33.57, 33.76\n", "lon_min_box, lon_max_box = -116.85, -116.60\n", "# define inset extent\n", "lat_min_inset, lat_max_inset = 31.00, 37.00\n", "lon_min_inset, lon_max_inset = -120.00, -111.00\n", "# define depth color map\n", "cNorm_box = Normalize(\n", " vmin=np.floor(data[\"depth\"].min()), vmax=np.ceil(data[\"depth\"].max())\n", ")\n", "scalar_map_box = ScalarMappable(norm=cNorm_box, cmap=cc.cm.fire_r)\n", "# define projections\n", "data_coords = ctp.crs.PlateCarree()\n", "projection = ctp.crs.Mercator(\n", " central_longitude=(lon_min_box + lon_max_box) / 2.0,\n", " min_latitude=lat_min_box,\n", " max_latitude=lat_max_box,\n", ")\n", "projection_inset = ctp.crs.Mercator(\n", " central_longitude=(lon_min_inset + lon_max_inset) / 2.0,\n", " min_latitude=lat_min_inset,\n", " max_latitude=lat_max_inset,\n", ")\n" ] }, { "cell_type": "code", "execution_count": 6, "id": "7c4c7a26-332b-4a0f-b4d6-56e13980f5c7", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/eric/miniconda3/envs/py310/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:403: UserWarning: The `map_projection` keyword argument is deprecated, use `projection` to instantiate a GeoAxes instead.\n", " warnings.warn(\"The `map_projection` keyword argument is \"\n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot the focal mechanisms\n", "fig_fm = plt.figure(\"earthquakes_SoCal\", figsize=(15, 12))\n", "gs = fig_fm.add_gridspec(2, 5)\n", "ax_fm = fig_fm.add_subplot(gs[:, :3], projection=projection)\n", "ax_fm.set_rasterization_zorder(1.5)\n", "ax_fm.set_extent([lon_min_box, lon_max_box, lat_min_box, lat_max_box], crs=data_coords)\n", "ax_fm.set_title(\"Southern California\", pad=15)\n", "\n", "# plot inset map\n", "axins = inset_axes(\n", " ax_fm,\n", " width=\"40%\",\n", " height=\"30%\",\n", " loc=\"upper right\",\n", " axes_class=ctp.mpl.geoaxes.GeoAxes,\n", " axes_kwargs=dict(map_projection=projection_inset),\n", ")\n", "axins.set_rasterization_zorder(1.5)\n", "axins.set_extent(\n", " [lon_min_inset, lon_max_inset, lat_min_inset, lat_max_inset], crs=data_coords\n", ")\n", "study_region = geometry.box(\n", " minx=lon_min_box, maxx=lon_max_box, miny=lat_min_box, maxy=lat_max_box\n", ")\n", "# axins.add_geometries([study_region], crs=data_coords, edgecolor='k', facecolor='C0')\n", "axins.plot(\n", " (lon_min_box + lon_max_box) / 2.0,\n", " (lat_min_box + lat_max_box) / 2.0,\n", " marker=\"s\",\n", " color=\"C0\",\n", " markersize=10,\n", " markeredgecolor=\"k\",\n", " transform=data_coords,\n", ")\n", "axins.text(\n", " (lon_min_box + lon_max_box) / 2.0 - 0.35,\n", " (lat_min_box + lat_max_box) / 2.0 - 0.20,\n", " \"Study Region\",\n", " transform=data_coords,\n", ")\n", "# plot Los Angeles\n", "axins.plot(\n", " -118.271690,\n", " 34.034956,\n", " marker=\"o\",\n", " color=\"C3\",\n", " markersize=10,\n", " markeredgecolor=\"k\",\n", " transform=data_coords,\n", ")\n", "axins.text(-118.00, 34.034956, \"Los Angeles\", transform=data_coords)\n", "\n", "for ax in [axins, ax_fm]:\n", " ax.add_feature(\n", " ctp.feature.NaturalEarthFeature(\n", " \"cultural\",\n", " \"admin_1_states_provinces_lines\",\n", " \"110m\",\n", " edgecolor=\"gray\",\n", " facecolor=\"none\",\n", " )\n", " )\n", " ax.add_feature(ctp.feature.BORDERS)\n", " ax.add_feature(ctp.feature.GSHHSFeature(scale=\"full\", levels=[1], zorder=0.49))\n", " # ax.add_geometries(faults['geometry'], crs=data_coords,\n", " # facecolor='none', edgecolor='k')\n", "\n", "axins.add_feature(ctp.feature.LAND)\n", "axins.add_feature(ctp.feature.OCEAN)\n", "add_scale_bar(axins, 0.05, 0.70, 250.0, projection_inset)\n", "\n", "# add meridians and latitudes\n", "gl = ax_fm.gridlines(\n", " draw_labels=True, linewidth=1, alpha=0.5, color=\"k\", linestyle=\"--\"\n", ")\n", "gl.right_labels = False\n", "gl.left_labels = True\n", "gl.top_labels = False\n", "gl.bottom_labels = True\n", "for i in range(len(data)):\n", " # fetch focal mechanism\n", " strike, dip, rake = (\n", " data.iloc[i][\"strike\"],\n", " data.iloc[i][\"dip\"],\n", " data.iloc[i][\"rake\"],\n", " )\n", " # determine coordinates in the axis frame of reference\n", " x, y = ax_fm.projection.transform_point(\n", " data.iloc[i][\"lon\"], data.iloc[i][\"lat\"], data_coords\n", " )\n", " fc = scalar_map_box.to_rgba(data.iloc[i][\"depth\"])\n", " # ---------------------------\n", " # uncomment if you are not planning on saving svg figures:\n", " # bb = obb.beach(\n", " # [strike, dip, rake], xy=(x, y), width=20,\n", " # facecolor=fc, linewidth=0.4, axes=ax_fm)\n", " # ---------------------------\n", " # uncomment if you are planning on making svg figures\n", " bb = obb.beach(\n", " [strike, dip, rake],\n", " xy=(x, y),\n", " width=1000,\n", " facecolor=fc,\n", " linewidth=0.4,\n", " zorder=1.4,\n", " )\n", " # ---------------------------\n", " ax_fm.add_collection(bb)\n", "# add colorbar\n", "divider = make_axes_locatable(ax_fm)\n", "cax = divider.append_axes(\"right\", size=\"5%\", pad=0.08, axes_class=plt.Axes)\n", "plt.colorbar(scalar_map_box, cax=cax, label=\"Depth (km)\", orientation=\"vertical\")\n", "# add scale bar\n", "add_scale_bar(ax_fm, 0.05, 0.1, 10.0, projection)\n", "# ---------------------------------------------------\n", "# plot data points in P/T space\n", "ax_pt = fig_fm.add_subplot(gs[0, 3:], projection=\"stereonet\")\n", "# ax_pt.set_title('Stereographic projection of P/T axes', pad=50)\n", "# fetch focal mechanisms\n", "strikes, dips, rakes = data[\"strike\"], data[\"dip\"], data[\"rake\"]\n", "n, s = ILSI.utils_stress.normal_slip_vectors(strikes, dips, rakes)\n", "# compute the bearing and plunge of each P/T vector\n", "p_or = np.zeros((len(strikes), 2), dtype=np.float32)\n", "t_or = np.zeros((len(strikes), 2), dtype=np.float32)\n", "for i in range(len(strikes)):\n", " p, t, b = ILSI.utils_stress.p_t_b_axes(n[:, i], s[:, i])\n", " p_or[i, :] = ILSI.utils_stress.get_bearing_plunge(p)\n", " t_or[i, :] = ILSI.utils_stress.get_bearing_plunge(t)\n", "ax_pt.line(t_or[:, 1], t_or[:, 0], marker=\"v\", color=\"C0\")\n", "ax_pt.line(p_or[:, 1], p_or[:, 0], marker=\"o\", color=\"C3\")\n", "ax_pt.line(t_or[0, 1], t_or[0, 0], marker=\"v\", color=\"C0\", label=\"T-axis\")\n", "ax_pt.line(p_or[0, 1], p_or[0, 0], marker=\"o\", color=\"C3\", label=\"P-axis\")\n", "ax_pt.grid(True)\n", "ax_pt.legend(loc=\"lower left\", bbox_to_anchor=(0.90, 0.92))\n", "# ---------------------------------------------------\n", "# plot data points in Kaverina diagram\n", "ax_Kav = fig_fm.add_subplot(gs[1, 3:])\n", "fig_fm = plot_Kaverina(strikes.values, dips.values, rakes.values, ax=ax_Kav)\n", "for i, ax in enumerate([ax_fm, ax_pt, ax_Kav]):\n", " ax.text(\n", " -0.1,\n", " 1.05,\n", " f\"({string.ascii_lowercase[i]})\",\n", " va=\"top\",\n", " fontsize=20,\n", " ha=\"left\",\n", " transform=ax.transAxes,\n", " )\n", "plt.subplots_adjust(wspace=0.55, left=0.1, right=0.98)\n", "\n", "ax_pt._polar.set_position(ax_pt.get_position())\n" ] }, { "cell_type": "code", "execution_count": 7, "id": "4e27f0aa-aefd-4bde-ae52-48f4983f678a", "metadata": {}, "outputs": [], "source": [ "if save_figures:\n", " fig_fm.savefig(f'{fig_fm._label}.svg', format='svg', bbox_inches='tight')" ] }, { "cell_type": "markdown", "id": "589307e7-5b58-4cad-bd22-c988ed76deaa", "metadata": {}, "source": [ "## Stress tensor inversion" ] }, { "cell_type": "code", "execution_count": 8, "id": "bc9f1a85-d0c7-4392-938f-631867274fb2", "metadata": {}, "outputs": [], "source": [ "# --------------------------------\n", "# prepare data\n", "# --------------------------------\n", "strikes, dips, rakes = data[\"strike\"], data[\"dip\"], data[\"rake\"]\n", "strikes_1, dips_1, rakes_1 = strikes.values, dips.values, rakes.values\n", "rakes_1 = np.float32(rakes_1) % 360.0\n", "n_earthquakes = len(strikes_1)\n", "strikes_2, dips_2, rakes_2 = np.asarray(\n", " list(map(ILSI.utils_stress.aux_plane, strikes_1, dips_1, rakes_1))\n", ").T\n" ] }, { "cell_type": "code", "execution_count": 9, "id": "5aec96df-ca42-4c3b-b294-c092ff179bb1", "metadata": {}, "outputs": [], "source": [ "# --------------------------------\n", "# inversion parameters\n", "# --------------------------------\n", "# if you want to search for the \"best\" friction coefficient, set friction_coefficient to None\n", "friction_min = 0.1\n", "friction_max = 1.0\n", "friction_step = 0.05\n", "# if you want to fix the friction coefficient to some value, set friction_coefficient equal to that value\n", "# (the paper uses a fixed friction_coefficient = 0.6)\n", "friction_coefficient = 0.6\n", "n_random_selections = 30\n", "n_stress_iter = 10\n", "n_resamplings = 2000\n", "n_averaging = 3\n", "# parallelization option: use n_threads=\"all\" if you want to use all your CPUs to speed up the computation\n", "# use n_threads=X with X any integer number to use a specific number of CPUs\n", "n_threads = \"all\"\n", "ILSI_kwargs = {}\n", "ILSI_kwargs[\"max_n_iterations\"] = 300\n", "ILSI_kwargs[\"shear_update_atol\"] = 1.0e-5\n", "Tarantola_kwargs = {}\n" ] }, { "cell_type": "code", "execution_count": 10, "id": "d66c26c2-af41-4012-b2ef-0aa5fa364047", "metadata": {}, "outputs": [], "source": [ "# --------------------------------\n", "# initialize output dictionary\n", "# --------------------------------\n", "inversion_output = {}\n", "methods = [\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"]\n", "for method in methods:\n", " inversion_output[method] = {}\n" ] }, { "cell_type": "code", "execution_count": 11, "id": "c34ca326-b7ad-46cb-a427-ac56c30e03b6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Linear inversion...\n", "Iterative constant shear inversion...\n", "-------- 1/3 ----------\n", "Initial shape ratio: 0.50\n", "-------- 2/3 ----------\n", "Initial shape ratio: 0.51\n", "-------- 3/3 ----------\n", "Initial shape ratio: 0.51\n", "Final results:\n", "Stress tensor:\n", " [[-0.6708426 0.2211709 -0.3039753 ]\n", " [ 0.2211709 0.47027183 -0.05447971]\n", " [-0.3039753 -0.05447971 0.20057072]]\n", "Shape ratio: 0.77\n", "Iterative variable shear inversion...\n", "-------- 1/3 ----------\n", "Initial shape ratio: 0.51\n", "-------- 2/3 ----------\n", "Initial shape ratio: 0.50\n", "-------- 3/3 ----------\n", "Initial shape ratio: 0.52\n", "Final results:\n", "Stress tensor:\n", " [[-0.7951688 0.22904927 -0.48392597]\n", " [ 0.22904927 0.55813557 -0.01628692]\n", " [-0.48392597 -0.01628692 0.2370332 ]]\n", "Shape ratio: 0.85\n" ] } ], "source": [ "# --------------------------------\n", "# invert the whole dataset\n", "# --------------------------------\n", "print(f\"Linear inversion...\")\n", "# simple, linear inversion\n", "inversion_output[\"linear\"] = ILSI.ilsi.inversion_one_set(\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " n_random_selections=n_random_selections,\n", " **ILSI_kwargs,\n", " Tarantola_kwargs=Tarantola_kwargs,\n", " variable_shear=False,\n", " return_stats=True,\n", ")\n", "print(f\"Iterative constant shear inversion...\")\n", "inversion_output[\"iterative_constant_shear\"] = ILSI.ilsi.inversion_one_set_instability(\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " n_random_selections=n_random_selections,\n", " **ILSI_kwargs,\n", " Tarantola_kwargs=Tarantola_kwargs,\n", " friction_min=friction_min,\n", " friction_max=friction_max,\n", " friction_step=friction_step,\n", " friction_coefficient=friction_coefficient,\n", " n_stress_iter=n_stress_iter,\n", " n_averaging=n_averaging,\n", " variable_shear=False,\n", " signed_instability=False,\n", " return_stats=True,\n", ")\n", "if friction_coefficient is None:\n", " print(\n", " f'Inverted friction: {inversion_output[\"iterative_constant_shear\"][\"friction_coefficient\"]:.2f}'\n", " )\n", "print(f\"Iterative variable shear inversion...\")\n", "inversion_output[\"iterative_variable_shear\"] = ILSI.ilsi.inversion_one_set_instability(\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " n_random_selections=n_random_selections,\n", " **ILSI_kwargs,\n", " Tarantola_kwargs=Tarantola_kwargs,\n", " friction_min=friction_min,\n", " friction_max=friction_max,\n", " friction_step=friction_step,\n", " friction_coefficient=friction_coefficient,\n", " n_stress_iter=n_stress_iter,\n", " n_averaging=n_averaging,\n", " variable_shear=True,\n", " signed_instability=False,\n", " return_stats=True,\n", " plot=False,\n", ")\n", "if friction_coefficient is None:\n", " print(\n", " f'Inverted friction: {inversion_output[\"iterative_variable_shear\"][\"friction\"]:.2f}'\n", " )\n", "for method in methods:\n", " R = ILSI.utils_stress.R_(inversion_output[method][\"principal_stresses\"])\n", " I, fp_strikes, fp_dips, fp_rakes = ILSI.ilsi.compute_instability_parameter(\n", " inversion_output[method][\"principal_directions\"],\n", " R,\n", " inversion_output[method][\"friction_coefficient\"] if \"friction_coefficient\" in inversion_output[method] else 0.6,\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " strikes_2,\n", " dips_2,\n", " rakes_2,\n", " return_fault_planes=True,\n", " )\n", " inversion_output[method][\"misfit\"] = np.mean(\n", " ILSI.utils_stress.mean_angular_residual(\n", " inversion_output[method][\"stress_tensor\"], fp_strikes, fp_dips, fp_rakes\n", " )\n", " )\n" ] }, { "cell_type": "code", "execution_count": 12, "id": "f3abd3c5-2f28-475e-9a7f-62b5bb67b9c5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Linear inversion (bootstrapping)...\n", "---------- Bootstrapping 1/2000 ----------\n", "---------- Bootstrapping 101/2000 ----------\n", "---------- Bootstrapping 201/2000 ----------\n", "---------- Bootstrapping 301/2000 ----------\n", "---------- Bootstrapping 401/2000 ----------\n", "---------- Bootstrapping 501/2000 ----------\n", "---------- Bootstrapping 601/2000 ----------\n", "---------- Bootstrapping 701/2000 ----------\n", "---------- Bootstrapping 801/2000 ----------\n", "---------- Bootstrapping 901/2000 ----------\n", "---------- Bootstrapping 1001/2000 ----------\n", "---------- Bootstrapping 1101/2000 ----------\n", "---------- Bootstrapping 1201/2000 ----------\n", "---------- Bootstrapping 1301/2000 ----------\n", "---------- Bootstrapping 1401/2000 ----------\n", "---------- Bootstrapping 1501/2000 ----------\n", "---------- Bootstrapping 1601/2000 ----------\n", "---------- Bootstrapping 1701/2000 ----------\n", "---------- Bootstrapping 1801/2000 ----------\n", "---------- Bootstrapping 1901/2000 ----------\n", "Done in 25.61sec!\n", "Iterative constant shear inversion (bootstrapping)...\n", "Done in 69.51sec!\n", "Iterative variable shear inversion (bootstrapping)...\n", "Done in 112.18sec!\n" ] } ], "source": [ "# --------------------------------\n", "# bootstrap the dataset to infer uncertainties\n", "# --------------------------------\n", "print(f\"Linear inversion (bootstrapping)...\")\n", "t1 = give_time()\n", "# simple, linear inversion\n", "bootstrap = ILSI.ilsi.inversion_bootstrap(\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " n_resamplings=n_resamplings,\n", " Tarantola_kwargs=Tarantola_kwargs,\n", " variable_shear=False,\n", ")\n", "for field in bootstrap:\n", " inversion_output[\"linear\"][field] = bootstrap[field]\n", "t2 = give_time()\n", "print(f\"Done in {t2-t1:.2f}sec!\")\n", "t1 = give_time()\n", "print(f\"Iterative constant shear inversion (bootstrapping)...\")\n", "bootstrap = ILSI.ilsi.inversion_bootstrap_instability(\n", " inversion_output[\"iterative_constant_shear\"][\"principal_directions\"],\n", " ILSI.utils_stress.R_(\n", " inversion_output[\"iterative_constant_shear\"][\"principal_stresses\"]\n", " ),\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " inversion_output[\"iterative_constant_shear\"][\"friction_coefficient\"],\n", " **ILSI_kwargs,\n", " Tarantola_kwargs=Tarantola_kwargs,\n", " n_stress_iter=n_stress_iter,\n", " n_resamplings=n_resamplings,\n", " n_threads=n_threads,\n", " variable_shear=False,\n", " signed_instability=False,\n", ")\n", "for field in bootstrap:\n", " inversion_output[\"iterative_constant_shear\"][field] = bootstrap[field]\n", "\n", "t2 = give_time()\n", "print(f\"Done in {t2-t1:.2f}sec!\")\n", "t1 = give_time()\n", "print(f\"Iterative variable shear inversion (bootstrapping)...\")\n", "bootstrap = ILSI.ilsi.inversion_bootstrap_instability(\n", " inversion_output[\"iterative_variable_shear\"][\"principal_directions\"],\n", " ILSI.utils_stress.R_(\n", " inversion_output[\"iterative_variable_shear\"][\"principal_stresses\"]\n", " ),\n", " strikes_1,\n", " dips_1,\n", " rakes_1,\n", " inversion_output[\"iterative_variable_shear\"][\"friction_coefficient\"],\n", " **ILSI_kwargs,\n", " Tarantola_kwargs=Tarantola_kwargs,\n", " n_stress_iter=n_stress_iter,\n", " n_resamplings=n_resamplings,\n", " n_threads=n_threads,\n", " variable_shear=True,\n", " signed_instability=False,\n", ")\n", "for field in bootstrap:\n", " inversion_output[\"iterative_variable_shear\"][field] = bootstrap[field]\n", "t2 = give_time()\n", "print(f\"Done in {t2-t1:.2f}sec!\")\n" ] }, { "cell_type": "code", "execution_count": 13, "id": "98614797-7b3f-4fbb-b007-ab362f6986ff", "metadata": {}, "outputs": [], "source": [ "inversion_output[\"strikes\"] = np.stack((strikes_1, strikes_2), axis=1)\n", "inversion_output[\"dips\"] = np.stack((dips_1, dips_2), axis=1)\n", "inversion_output[\"rakes\"] = np.stack((rakes_1, rakes_2), axis=1)\n" ] }, { "cell_type": "code", "execution_count": null, "id": "9332493f-a313-4cbd-940b-fbe319cd7c98", "metadata": {}, "outputs": [], "source": [ "def plot_inverted_stress_tensors(\n", " inversion,\n", " axes=None,\n", " figtitle=\"\",\n", " figname=\"inverted_stress_tensor\",\n", " methods=[\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"],\n", " figsize=(15, 11),\n", " plot_PT=False,\n", " error=\"bootstrap\",\n", " **kwargs,\n", "):\n", " \"\"\"\n", " Plots the inverted stress tensors from a given stress inversion analysis.\n", "\n", " Parameters\n", " ----------\n", " inversion : dict\n", " Dictionary containing the results of the stress tensor inversion. \n", " It should include principal stresses, stress tensors, and bootstrapped \n", " principal directions for different inversion methods.\n", " axes : list, optional\n", " List of axes to plot on. If None, new axes will be created.\n", " figtitle : str, optional\n", " Title of the figure. Default is an empty string.\n", " figname : str, optional\n", " Name of the figure window. Default is \"inverted_stress_tensor\".\n", " methods : list of str, optional\n", " List of stress inversion methods to plot. \n", " Default is [\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"].\n", " figsize : tuple of (float, float), optional\n", " Figure size in inches. Default is (15, 11).\n", " plot_PT : bool, optional\n", " If True, plots P- and T-axes from fault slip data. Default is False.\n", " error : {'bootstrap', 'covariance'}, optional\n", " Specifies the error estimation method to use:\n", " - 'bootstrap': Uses bootstrapped principal directions.\n", " - 'covariance': Uses covariance matrix to sample stress tensors.\n", " Default is 'bootstrap'.\n", " **kwargs : dict, optional\n", " Additional parameters for histogram plotting, including:\n", " - smoothing_sig : float, optional\n", " Smoothing parameter for density estimation. Default is 1.\n", " - nbins : int, optional\n", " Number of bins for histograms. Default is 200.\n", " - return_count : bool, optional\n", " If True, returns count data for histograms. Default is True.\n", " - confidence_intervals : list of float, optional\n", " List of confidence intervals (in percentages). Default is [95.0].\n", "\n", " Returns\n", " -------\n", " fig : matplotlib.figure.Figure\n", " The generated matplotlib figure containing the stress tensor plots.\n", " \"\"\"\n", " hist_kwargs = {}\n", " hist_kwargs[\"smoothing_sig\"] = kwargs.get(\"smoothing_sig\", 1)\n", " hist_kwargs[\"nbins\"] = kwargs.get(\"nbins\", 200)\n", " hist_kwargs[\"return_count\"] = kwargs.get(\"return_count\", True)\n", " hist_kwargs[\"confidence_intervals\"] = kwargs.get(\"confidence_intervals\", [95.0])\n", " markers = [\"o\", \"s\", \"v\"]\n", " n_resamplings = inversion[methods[0]][\"boot_principal_directions\"].shape[0]\n", " strikes = inversion[\"strikes\"]\n", " dips = inversion[\"dips\"]\n", " rakes = inversion[\"rakes\"]\n", " fig = plt.figure(figname, figsize=figsize)\n", " fig.suptitle(figtitle)\n", " gs = fig.add_gridspec(\n", " nrows=3,\n", " ncols=3,\n", " top=0.88,\n", " bottom=0.08,\n", " left=0.15,\n", " right=0.95,\n", " hspace=0.4,\n", " wspace=0.7,\n", " )\n", " axes = []\n", " ax1 = fig.add_subplot(gs[0, 0], projection=\"stereonet\")\n", " ax2 = fig.add_subplot(gs[0, 1])\n", " ax3 = fig.add_subplot(gs[0, 2])\n", " for j, method in enumerate(methods):\n", " if error == \"bootstrap\":\n", " replica_principal_directions = inversion[method][\"boot_principal_directions\"]\n", " replica_principal_stresses = inversion[method][\"boot_principal_stresses\"]\n", " elif error == \"covariance\":\n", " st = inversion[method][\"stress_tensor\"]\n", " sigma_mean = st[np.triu_indices(3)][:-1]\n", " sigma_cov = inversion[method][\"C_m_posterior\"]\n", " # correct symmetry for numerical errors\n", " sigma_cov = (sigma_cov + sigma_cov.T) / 2.\n", " random_stress_tensors = np.random.multivariate_normal(\n", " sigma_mean, sigma_cov, size=n_resamplings\n", " )\n", " random_stress_tensors = np.stack(\n", " [\n", " random_stress_tensors[:, 0],\n", " random_stress_tensors[:, 1],\n", " random_stress_tensors[:, 2],\n", " random_stress_tensors[:, 1],\n", " random_stress_tensors[:, 3],\n", " random_stress_tensors[:, 4],\n", " random_stress_tensors[:, 2],\n", " random_stress_tensors[:, 4],\n", " -random_stress_tensors[:, 0] - random_stress_tensors[:, 3],\n", " ],\n", " axis=1\n", " ).reshape(n_resamplings, 3, 3)\n", " replica_principal_directions = np.zeros_like(random_stress_tensors)\n", " replica_principal_stresses = np.zeros((n_resamplings, 3), dtype=np.float32)\n", " for n in range(n_resamplings):\n", " replica_principal_stresses[n, :], replica_principal_directions[n, ...] = ILSI.utils_stress.stress_tensor_eigendecomposition(\n", " random_stress_tensors[n, ...]\n", " )\n", " R = ILSI.utils_stress.R_(inversion[method][\"principal_stresses\"])\n", " A_phi = ILSI.utils_stress.A_phi_(\n", " inversion[method][\"principal_stresses\"],\n", " inversion[method][\"principal_directions\"],\n", " )\n", " for k in range(3):\n", " if k == 0:\n", " label = \"{}:\\n\".format(method.replace(\"_\", \" \").capitalize())\n", " for k2 in range(3):\n", " az, pl = ILSI.utils_stress.get_bearing_plunge(\n", " inversion[method][\"principal_directions\"][:, k2]\n", " )\n", " label += (\n", " r\"$\\sigma_{{{:d}}}$: {:.1f}\"\n", " \"\\u00b0\"\n", " \"|{:.1f}\"\n", " \"\\u00b0\"\n", " \", \".format(k2 + 1, az, pl)\n", " )\n", " label += (\n", " f\" R={R:.2f}\"\n", " r\", $A_{\\phi}=$\"\n", " f\"{A_phi:.2f}, $\\\\beta $={inversion[method]['misfit']:.1f}\"\n", " \"\\u00b0\"\n", " )\n", " else:\n", " label = \"\"\n", " az, pl = ILSI.utils_stress.get_bearing_plunge(\n", " inversion[method][\"principal_directions\"][:, k]\n", " )\n", " ax1.line(\n", " pl,\n", " az,\n", " marker=markers[k],\n", " markeredgecolor=_colors_[j],\n", " markeredgewidth=2,\n", " markerfacecolor=\"none\",\n", " markersize=[15, 15, 15, 15][j],\n", " label=label,\n", " zorder=2,\n", " )\n", " boot_pd_stereo = np.zeros((n_resamplings, 2), dtype=np.float32)\n", " for b in range(n_resamplings):\n", " boot_pd_stereo[b, :] = ILSI.utils_stress.get_bearing_plunge(\n", " replica_principal_directions[b, :, k]\n", " ) \n", " count, lons_g, lats_g, levels = ILSI.utils_stress.get_CI_levels(\n", " boot_pd_stereo[:, 0], boot_pd_stereo[:, 1], **hist_kwargs\n", " )\n", " ax1.contour(\n", " lons_g,\n", " lats_g,\n", " count,\n", " levels=levels,\n", " vmin=0.0,\n", " linestyles=[\"solid\", \"dashed\", \"dashdot\"][k],\n", " linewidths=0.75,\n", " colors=_colors_[j],\n", " zorder=1.1,\n", " )\n", " if plot_PT:\n", " # get fault noral and slip vector from strikes/dips/rakes\n", " n, s = ILSI.utils_stress.normal_slip_vectors(strikes[:, 0], dips[:, 0], rakes[:, 0])\n", " # compute the bearing and plunge of each P/T vector\n", " p_or = np.zeros((strikes.shape[0], 2), dtype=np.float32)\n", " t_or = np.zeros((strikes.shape[0], 2), dtype=np.float32)\n", " for i in range(strikes.shape[0]):\n", " p, t, b = ILSI.utils_stress.p_t_b_axes(n[:, i], s[:, i])\n", " p_or[i, :] = ILSI.utils_stress.get_bearing_plunge(p)\n", " t_or[i, :] = ILSI.utils_stress.get_bearing_plunge(t)\n", " ax1.line(t_or[:, 1], t_or[:, 0], zorder=0.5, marker=\"v\", color=\"grey\")\n", " ax1.line(p_or[:, 1], p_or[:, 0], zorder=0.5, marker=\"o\", color=\"k\")\n", " if j == len(methods) - 1:\n", " ax1.line(t_or[0, 1], t_or[0, 0], zorder=0.5, marker=\"v\", color=\"grey\", label=\"T-axis\")\n", " ax1.line(p_or[0, 1], p_or[0, 0], zorder=0.5, marker=\"o\", color=\"k\", label=\"P-axis\") \n", " axes.append(ax1)\n", " Rs = np.zeros(n_resamplings, dtype=np.float32)\n", " for b in range(n_resamplings):\n", " Rs[b] = ILSI.utils_stress.R_(\n", " replica_principal_stresses[b, :]\n", " )\n", " ax2.hist(\n", " Rs, range=(0.0, 1.0), bins=20, lw=2.5, color=_colors_[j], histtype=\"step\"\n", " )\n", " ax2.set_xlabel(\"Shape Ratio\")\n", " ax2.set_ylabel(\"Count\")\n", " # plot stress magnitudes\n", " for i, method in enumerate(methods):\n", " pd = inversion[method][\"principal_directions\"]\n", " R = ILSI.utils_stress.R_(inversion[method][\"principal_stresses\"])\n", " I, fp_strikes, fp_dips, fp_rakes = ILSI.ilsi.compute_instability_parameter(\n", " pd,\n", " R,\n", " inversion_output[method][\"friction_coefficient\"] if \"friction_coefficient\" in inversion_output[method] else 0.6,\n", " strikes[:, 0],\n", " dips[:, 0],\n", " rakes[:, 0],\n", " strikes[:, 1],\n", " dips[:, 1],\n", " rakes[:, 1],\n", " return_fault_planes=True,\n", " )\n", " normals, slips = ILSI.utils_stress.normal_slip_vectors(\n", " fp_strikes, fp_dips, fp_rakes\n", " )\n", " _, _, shear = ILSI.utils_stress.compute_traction(\n", " inversion[method][\"stress_tensor\"], normals.T\n", " )\n", " Ts_mag = np.sqrt(np.sum(shear**2, axis=-1))\n", " sig_Ts = np.std(Ts_mag)\n", " ax3.hist(\n", " Ts_mag,\n", " range=(0.0, 1.0),\n", " bins=20,\n", " color=_colors_[i],\n", " alpha=0.5,\n", " label=method.replace(\"_\", \" \").capitalize(),\n", " )\n", " ax3.set_ylabel(\"Count\")\n", " ax3.set_xlabel(\"Shear stress $\\\\vert \\\\tau \\\\vert$\")\n", " ax3.legend(bbox_to_anchor=(-0.25, 1.05), loc=\"lower left\")\n", " ax1.legend(loc=\"upper left\", bbox_to_anchor=(-0.5, -0.30))\n", " for i, ax in enumerate([ax1, ax2, ax3]):\n", " ax.text(\n", " -0.25,\n", " 1.2,\n", " f\"({string.ascii_lowercase[i]})\",\n", " va=\"top\",\n", " fontsize=20,\n", " ha=\"left\",\n", " transform=ax.transAxes,\n", " )\n", " plt.subplots_adjust(\n", " top=0.88, bottom=0.11, left=0.05, right=0.95, hspace=0.4, wspace=0.4\n", " )\n", " ax1._polar.set_position(ax1.get_position())\n", " return fig\n" ] }, { "cell_type": "code", "execution_count": 28, "id": "9029123c-762b-4fc3-974f-46b0bfa7767c", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot results\n", "kwargs = {}\n", "# -----------------------------------------------------------------\n", "# check out the confidence intervals given by bootstrapping\n", "# -----------------------------------------------------------------\n", "kwargs[\"smoothing_sig\"] = 5 # control the smoothness of the confidence intervals\n", "kwargs[\"confidence_intervals\"] = [95.0]\n", "fig_SI = plot_inverted_stress_tensors(\n", " inversion_output, error=\"bootstrap\", figtitle=\"Southern California data set\", **kwargs\n", ")\n", "\n", "# -----------------------------------------------------------------\n", "# check out the confidence intervals given by the Tarantola-Valette solution\n", "# -----------------------------------------------------------------\n", "# kwargs[\"smoothing_sig\"] = 5 # control the smoothness of the confidence intervals\n", "# kwargs[\"confidence_intervals\"] = [66.0]\n", "# fig_SI = plot_inverted_stress_tensors(\n", "# inversion_output, error=\"covariance\", figtitle=\"Southern California data set\", **kwargs\n", "# )\n" ] }, { "cell_type": "code", "execution_count": 16, "id": "68f2be4f-fcf0-4561-b72a-f96fedf013f7", "metadata": {}, "outputs": [], "source": [ "# save the figures\n", "if save_figures:\n", " for fig in [fig_SI]:\n", " fig.savefig(f'{fig._label}.svg', format='svg')" ] }, { "cell_type": "code", "execution_count": 17, "id": "697eaed2-3018-4517-a852-d72ac3ed1d31", "metadata": {}, "outputs": [], "source": [ "def print_CI(inversion_output, CI_level=95.0, **kwargs):\n", " hist_kwargs = {}\n", " hist_kwargs[\"smoothing_sig\"] = kwargs.get(\"smoothing_sig\", 1)\n", " hist_kwargs[\"nbins\"] = kwargs.get(\"nbins\", 200)\n", " hist_kwargs[\"return_count\"] = kwargs.get(\"return_count\", True)\n", " hist_kwargs[\"confidence_intervals\"] = [CI_level]\n", " methods = [\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"]\n", " n_resamplings = inversion_output[\"linear\"][\"boot_principal_directions\"].shape[0]\n", " for j in [0, 1, 2]:\n", " method = methods[j]\n", " print(f\"---------- {method} ---------\")\n", " R = ILSI.utils_stress.R_(inversion_output[method][\"principal_stresses\"])\n", " Rs = np.zeros(n_resamplings, dtype=np.float32)\n", " for b in range(n_resamplings):\n", " Rs[b] = ILSI.utils_stress.R_(\n", " inversion_output[method][\"boot_principal_stresses\"][b, :]\n", " )\n", " R_minus = np.percentile(Rs, (100.0 - CI_level) / 2.0)\n", " R_plus = np.percentile(Rs, CI_level + (100.0 - CI_level) / 2.0)\n", " print(\n", " f\"\\tShape ratio R = {R:.2f}, CI {CI_level:.0f} = ({R_minus:.2f}, {R_plus:.2f})\"\n", " )\n", " for k in range(3):\n", " az, pl = ILSI.utils_stress.get_bearing_plunge(\n", " inversion_output[method][\"principal_directions\"][:, k]\n", " )\n", " boot_pd_stereo = np.zeros((n_resamplings, 2), dtype=np.float32)\n", " for b in range(n_resamplings):\n", " boot_pd_stereo[b, :] = ILSI.utils_stress.get_bearing_plunge(\n", " inversion_output[method][\"boot_principal_directions\"][b, :, k]\n", " )\n", " count, lons_g, lats_g, levels = ILSI.utils_stress.get_CI_levels(\n", " boot_pd_stereo[:, 0], boot_pd_stereo[:, 1], **hist_kwargs\n", " )\n", " plunges, bearings = mpl.geographic2plunge_bearing(lons_g, lats_g)\n", " CR = np.where(count.flatten() >= levels[0])[0]\n", " CR_plunges = plunges.flatten()[CR]\n", " CR_bearings = bearings.flatten()[CR]\n", " print(f\"\\tPrincipal stress sigma {k+1}:\")\n", " print(\n", " f\"\\t\\tPlunge = {pl:.1f}\"\n", " \"\\u00b0\"\n", " f\", CI {CI_level:.0f} = ({CR_plunges.min():.1f}\"\n", " \"\\u00b0\"\n", " f\", {CR_plunges.max():.1f}\"\n", " \"\\u00b0\"\n", " f\")\"\n", " )\n", " print(\n", " f\"\\t\\tBearing = {az:.1f}\"\n", " \"\\u00b0\"\n", " f\", CI {CI_level:.0f} = ({CR_bearings.min():.1f}\"\n", " \"\\u00b0\"\n", " f\", {CR_bearings.max():.1f}\"\n", " \"\\u00b0\"\n", " f\")\"\n", " )\n", " print(\n", " f\"\\t\\t({az:.1f}\"\n", " \"\\u00b0\"\n", " f\", {pl:.1f}\"\n", " \"\\u00b0\"\n", " f\") ({CR_bearings.min():.1f}\"\n", " \"\\u00b0\"\n", " f\"-{CR_bearings.max():.1f}\"\n", " \"\\u00b0\"\n", " f\", {CR_plunges.min():.1f}\"\n", " \"\\u00b0\"\n", " f\"-{CR_plunges.max():.1f}\"\n", " \"\\u00b0\"\n", " f\")\"\n", " )\n" ] }, { "cell_type": "code", "execution_count": 18, "id": "bdde934b-5285-4f21-b5da-c0d7eb7ef742", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "---------- linear ---------\n", "\tShape ratio R = 0.51, CI 95 = (0.44, 0.58)\n", "\tPrincipal stress sigma 1:\n", "\t\tPlunge = 15.6°, CI 95 = (5.2°, 26.9°)\n", "\t\tBearing = 189.1°, CI 95 = (183.0°, 197.8°)\n", "\t\t(189.1°, 15.6°) (183.0°-197.8°, 5.2°-26.9°)\n", "\tPrincipal stress sigma 2:\n", "\t\tPlunge = 62.0°, CI 95 = (50.2°, 74.5°)\n", "\t\tBearing = 67.5°, CI 95 = (40.7°, 93.6°)\n", "\t\t(67.5°, 62.0°) (40.7°-93.6°, 50.2°-74.5°)\n", "\tPrincipal stress sigma 3:\n", "\t\tPlunge = 22.6°, CI 95 = (10.8°, 34.5°)\n", "\t\tBearing = 285.8°, CI 95 = (273.4°, 298.0°)\n", "\t\t(285.8°, 22.6°) (273.4°-298.0°, 10.8°-34.5°)\n", "---------- iterative_constant_shear ---------\n", "\tShape ratio R = 0.77, CI 95 = (0.67, 0.80)\n", "\tPrincipal stress sigma 1:\n", "\t\tPlunge = 16.3°, CI 95 = (6.1°, 26.9°)\n", "\t\tBearing = 189.2°, CI 95 = (183.2°, 197.5°)\n", "\t\t(189.2°, 16.3°) (183.2°-197.5°, 6.1°-26.9°)\n", "\tPrincipal stress sigma 2:\n", "\t\tPlunge = 63.1°, CI 95 = (49.9°, 75.7°)\n", "\t\tBearing = 64.0°, CI 95 = (33.1°, 93.2°)\n", "\t\t(64.0°, 63.1°) (33.1°-93.2°, 49.9°-75.7°)\n", "\tPrincipal stress sigma 3:\n", "\t\tPlunge = 20.8°, CI 95 = (7.4°, 34.5°)\n", "\t\tBearing = 285.6°, CI 95 = (273.4°, 298.0°)\n", "\t\t(285.6°, 20.8°) (273.4°-298.0°, 7.4°-34.5°)\n", "---------- iterative_variable_shear ---------\n", "\tShape ratio R = 0.85, CI 95 = (0.62, 0.78)\n", "\tPrincipal stress sigma 1:\n", "\t\tPlunge = 20.9°, CI 95 = (7.9°, 32.0°)\n", "\t\tBearing = 188.1°, CI 95 = (183.0°, 199.5°)\n", "\t\t(188.1°, 20.9°) (183.0°-199.5°, 7.9°-32.0°)\n", "\tPrincipal stress sigma 2:\n", "\t\tPlunge = 59.5°, CI 95 = (44.1°, 69.7°)\n", "\t\tBearing = 57.8°, CI 95 = (40.5°, 91.0°)\n", "\t\t(57.8°, 59.5°) (40.5°-91.0°, 44.1°-69.7°)\n", "\tPrincipal stress sigma 3:\n", "\t\tPlunge = 21.2°, CI 95 = (12.3°, 38.1°)\n", "\t\tBearing = 286.6°, CI 95 = (276.3°, 303.2°)\n", "\t\t(286.6°, 21.2°) (276.3°-303.2°, 12.3°-38.1°)\n" ] } ], "source": [ "kwargs = {}\n", "kwargs[\"smoothing_sig\"] = 5 # control the smoothness of the confidence intervals\n", "kwargs[\"confidence_intervals\"] = [95.0]\n", "print_CI(inversion_output, **kwargs)\n" ] }, { "cell_type": "markdown", "id": "d12f3237", "metadata": {}, "source": [ "## Bonus: Uncertainty analysis beside bootstrapping: The resolution and posterior covariance operators\n", "\n", "The previous figure shows bootstrapping uncertainties. Since the Tarantola-Valette inverse method uses the Bayesian framework, among the byproducts of the inversion are the posterior covariance operators $\\hat{C}_D$ and $\\hat{C}_M$. Furthermore, a generic concept to gauge the quality of an inverse method is the resolution operator $R$. Here, we simply demonstrate the tools implemented in `ILSI` to manipulate these operators. These concepts are discussed in detail in:\n", "- Lundstern, Jens-Erik, Eric Beaucé, and Orlando J. Teran. \"The importance of nodal plane orientation diversity for earthquake focal mechanism stress inversions.\" Geological Society, London (2024),\n", "\n", "and also illustrated in:\n", "- https://github.com/ebeauce/StressInversionResolution/\n", "\n", "In general, bootstrapping will provide more realistic uncertainties but, in some cases where the input data set is small or relatively large but with little focal mechanism diversity, the posterior covariance and resolution operators may provide better uncertainties.\n", "\n", "Note: The 5-element $m$ vector is $(\\sigma_{11}, \\sigma_{12}, \\sigma_{13}, \\sigma_{22}, \\sigma_{23})$. We work in the (N=north, W=west, U=up) coordinate system, therefore $m$ is:
\n", "$(\\sigma_{NN}, \\sigma_{NW}, \\sigma_{NU}, \\sigma_{WW}, \\sigma_{WU})$" ] }, { "cell_type": "code", "execution_count": 19, "id": "ca6f645d", "metadata": {}, "outputs": [], "source": [ "def plot_resolution_covariance_corrcoef(\n", " R,\n", " C_m_post,\n", " C_m_post_normalized,\n", " figname=\"resolution_covariance\",\n", " figtitle=r\"Resolution operator $R = LG$, posterior covariance $\\hat{C}_M$\"\n", " r\" and normalized posterior covariance $\\rho_M$\",\n", " figsize=(13, 10),\n", " cmap=\"magma\"\n", "):\n", " \"\"\"Plot resolution operator, posterior covariance, and normalized posterior covariance.\n", "\n", " Parameters:\n", " -----------\n", " R : array_like\n", " Resolution operator.\n", " C_m_post : array_like\n", " Posterior covariance.\n", " C_m_post_normalized : array_like\n", " Normalized posterior covariance.\n", " figname : str, optional\n", " Figure name (default is 'resolution_covariance').\n", " figtitle : str, optional\n", " Figure title (default is 'Resolution operator R = LG, posterior\n", " covariance C_M, and normalized posterior covariance ρ_M').\n", " figsize : tuple, optional\n", " Figure size (default is (13, 10)).\n", " cmap : str or Colormap, optional\n", " Colormap for plotting (default is 'viridis').\n", " \"\"\"\n", " fig, axes = plt.subplots(num=figname, ncols=2, nrows=2, figsize=figsize)\n", "\n", " fig.suptitle(figtitle)\n", " plt.subplots_adjust(top=0.90, bottom=0.08, hspace=0.30)\n", "\n", " axes[0, 0].set_title(r\"Resolution operator, $R = LG$\")\n", " pc0 = axes[0, 0].pcolormesh(R, cmap=cmap, rasterized=True,)\n", " plt.colorbar(pc0, label=\"Resolution operator\")\n", "\n", " diff = np.abs(np.identity(5) - R)\n", " axes[0, 1].set_title(r\"$\\vert I - R \\vert$\")\n", " pc1 = axes[0, 1].pcolormesh(diff, cmap=cmap, rasterized=True, vmin=0.,)\n", " plt.colorbar(pc1, label=\"Deviation from identity\")\n", "\n", " axes[1, 0].set_title(r\"Posterior covariance operator, $\\hat{C}_M$\")\n", " pc2 = axes[1, 0].pcolormesh(C_m_post, cmap=cmap, rasterized=True)\n", " plt.colorbar(pc2, label=\"Covariance\")\n", "\n", " vmin = min(C_m_post_normalized[C_m_post_normalized < 0.999].min(), -C_m_post_normalized[C_m_post_normalized < 0.999].max())+0.01\n", " vmax = -vmin\n", " # vmin, vmax = -1., +1.\n", " cm = plt.cm.get_cmap(\"coolwarm\")\n", " cm.set_over(\"w\")\n", "\n", " axes[1, 1].set_title(r\"Normalized post. covariance op., $\\rho_M$\")\n", " pc3 = axes[1, 1].pcolormesh(\n", " C_m_post_normalized, rasterized=True, vmin=vmin, vmax=vmax, cmap=cm\n", " )\n", " plt.colorbar(pc3, label=\"Normalized covariance\")\n", "\n", " tickpos = [0.5, 1.5, 2.5, 3.5, 4.5]\n", " ticklabels = [\n", " r\"$\\sigma_{11}$\",\n", " r\"$\\sigma_{12}$\",\n", " r\"$\\sigma_{13}$\",\n", " r\"$\\sigma_{22}$\",\n", " r\"$\\sigma_{23}$\"\n", " ]\n", " for i, ax in enumerate(axes.flatten()):\n", " ax.set_xlabel(\"True model parameter\")\n", " ax.set_ylabel(\"Inverted model parameter\")\n", " ax.set_xticks(tickpos)\n", " ax.set_xticklabels(ticklabels)\n", " ax.set_yticks(tickpos)\n", " ax.set_yticklabels(ticklabels)\n", " ax.text(\n", " -0.1,\n", " 1.05,\n", " f\"({string.ascii_lowercase[i]})\",\n", " transform=ax.transAxes,\n", " size=20,\n", " )\n", " return fig\n" ] }, { "cell_type": "code", "execution_count": 20, "id": "cb22a49d", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_resolutions = []\n", "for method in [\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"]:\n", " C_m_post = inversion_output[method][\"C_m_posterior\"]\n", " C_m_post_normalized = ( C_m_post / np.sqrt(np.diag(C_m_post))[:, None]) / (np.sqrt(np.diag(C_m_post))[None, :])\n", " fig_resolutions.append(plot_resolution_covariance_corrcoef(\n", " inversion_output[method][\"resolution_operator\"],\n", " inversion_output[method][\"C_m_posterior\"],\n", " C_m_post_normalized,\n", " figname=f\"resolution_covariance_{method}\",\n", " ))\n", " fig_resolutions[-1].suptitle(\n", " fig_resolutions[-1].texts[0].get_text() + f\"\\n{method.replace('_', ' ').capitalize()}\", y=1.01\n", " )\n", " " ] }, { "cell_type": "markdown", "id": "cf0810b8-17a7-4163-b7cf-57dfdf9c4f62", "metadata": {}, "source": [ "## Some extra figures" ] }, { "cell_type": "code", "execution_count": 21, "id": "665edaea-c56f-4efb-ad56-cf2976325d05", "metadata": {}, "outputs": [], "source": [ "def plot_Mohr(inversion, plot_density=False):\n", " import synthetic_dataset as syndata\n", "\n", " strikes = inversion[\"strikes\"]\n", " dips = inversion[\"dips\"]\n", " rakes = inversion[\"rakes\"]\n", " fig, axes = plt.subplots(\n", " num=f\"Mohr_space_Geysers\", figsize=(15, 5), nrows=1, ncols=3\n", " )\n", " fig.suptitle(f\"The Geysers geothermal field\")\n", " for i, method in enumerate(\n", " [\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"]\n", " ):\n", " axes[i].set_title(method.replace(\"_\", \" \").capitalize())\n", " st = inversion[method][\"stress_tensor\"]\n", " p_sig, p_dir = ILSI.utils_stress.stress_tensor_eigendecomposition(st)\n", " I, s, d, r = ILSI.ilsi.compute_instability_parameter(\n", " p_dir,\n", " ILSI.utils_stress.R_(p_sig),\n", " 0.6,\n", " strikes[:, 0],\n", " dips[:, 0],\n", " rakes[:, 0],\n", " strikes[:, 1],\n", " dips[:, 1],\n", " rakes[:, 1],\n", " return_fault_planes=True,\n", " )\n", " fig = syndata.plot_dataset_Mohr(st, s, d, plot_density=plot_density, ax=axes[i])\n", " fig = syndata.plot_dataset_Mohr(st, s, d, plot_density=plot_density, ax=axes[i])\n", " fig = syndata.plot_dataset_Mohr(st, s, d, plot_density=plot_density, ax=axes[i])\n", " for i, ax in enumerate(axes.flatten()):\n", " ax.text(\n", " -0.1,\n", " 1.05,\n", " f\"({string.ascii_lowercase[i]})\",\n", " transform=ax.transAxes,\n", " size=20,\n", " )\n", " fig.tight_layout()\n", " return fig\n" ] }, { "cell_type": "code", "execution_count": 22, "id": "7188ec37-f64a-4e69-9c1b-1248f309caf1", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_Mohr = plot_Mohr(inversion_output, plot_density=True)" ] }, { "cell_type": "code", "execution_count": 23, "id": "31c2a17e-c23b-4352-ba11-a4f8d3340d8b", "metadata": {}, "outputs": [], "source": [ "def plot_instabilities(inversion, mu=0.60, Imin=0.80):\n", " strikes = inversion[\"strikes\"]\n", " dips = inversion[\"dips\"]\n", " rakes = inversion[\"rakes\"]\n", " fig, ax = plt.subplots(num=\"instabilities\", figsize=(5, 5), nrows=1, ncols=1)\n", " for i, method in enumerate(\n", " [\"linear\", \"iterative_constant_shear\", \"iterative_variable_shear\"]\n", " ):\n", " stress_tensor = inversion[method][\"stress_tensor\"]\n", " p_sig, p_dir = ILSI.utils_stress.stress_tensor_eigendecomposition(stress_tensor)\n", " I, s, d, r = ILSI.ilsi.compute_instability_parameter(\n", " p_dir,\n", " ILSI.utils_stress.R_(p_sig),\n", " mu,\n", " strikes[:, 0],\n", " dips[:, 0],\n", " rakes[:, 0],\n", " strikes[:, 1],\n", " dips[:, 1],\n", " rakes[:, 1],\n", " return_fault_planes=True,\n", " )\n", " ax.hist(\n", " np.max(I, axis=-1),\n", " bins=20,\n", " range=(Imin, 1.0),\n", " color=_colors_[i],\n", " label=method.replace(\"_\", \" \").capitalize(),\n", " alpha=1,\n", " histtype=\"step\",\n", " linewidth=3.0,\n", " )\n", " ax.set_xlabel(r\"Instability $I$\")\n", " ax.set_ylabel(\"Count\")\n", " ax.legend(loc=\"upper left\")\n", " return fig\n" ] }, { "cell_type": "code", "execution_count": 24, "id": "23fb9cfd-c142-4462-abda-ffc7028c7008", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_inst = plot_instabilities(inversion_output, Imin = 0.)\n", "ax = fig_inst.get_axes()[0]\n", "ax.set_title('Southern California')\n", "fig_inst.savefig(fig_inst._label+'_SoCal.svg', format='svg', bbox_inches='tight')" ] }, { "cell_type": "code", "execution_count": null, "id": "3dfdf13c-29e8-4f44-8a83-6affe06f1e1d", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "py310", "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": "3.10.13" }, "vscode": { "interpreter": { "hash": "312801dd0aa5461639464a6df6a6c417c90a144a1d808d7cfd3dc2851df10201" } } }, "nbformat": 4, "nbformat_minor": 5 }