From 89ffa8217bef3eb335e9501a88cb673fc3e609db Mon Sep 17 00:00:00 2001 From: juleluj Date: Fri, 21 Apr 2023 14:18:02 +0200 Subject: [PATCH 01/12] fixes phase follow --- lightguide/blast.py | 33 +++++++++++++++++++++++++++++---- 1 file changed, 29 insertions(+), 4 deletions(-) diff --git a/lightguide/blast.py b/lightguide/blast.py index 14fa55a..17aa415 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -1,4 +1,5 @@ from __future__ import annotations +from collections import deque import logging from copy import deepcopy @@ -330,6 +331,8 @@ def follow_phase( window_size: int | tuple[int, int] = 50, threshold: float = 5e-1, max_shift: int = 20, + stack: bool = False, + no_of_stacks: int = 5, ) -> tuple[np.ndarray, list[datetime], np.ndarray]: """Follow a phase pick through a Blast. @@ -340,7 +343,7 @@ def follow_phase( 2. Calculate normalized cross correlate with downwards neighbor. 3. Evaluate maximum x-correlation in allowed window (max_shift). 4. Update template trace and go to 2. - + 4a. if stack=True: stack templates for correlation to stabilize 5. Repeat for upward neighbors. Args: @@ -353,6 +356,12 @@ def follow_phase( Defaults to 5e-1. max_shift (int, optional): Maximum allowed shift in samples for neighboring picks. Defaults to 20. + stack (bool): If True - (a default number of 5) templates will be stacked and used + as correlation template. Stacking close to the initial template is limited to + the distance to the initial tamplate. I.e. the correlation of a trace 3 traces + next to the initial template will only use a stacked template of 3 traces + (initial trace an trace 1 and 2 next to it), altough the no_of_stacks is set higher. + no_of_stacks (int): Numbers of traces to stack to define the template. Returns: tuple[np.ndarray, list[datetime], np.ndarray]: Tuple of channel number, @@ -375,12 +384,21 @@ def follow_phase( def prepare_template(data: np.ndarray) -> np.ndarray: return data * template_taper + # def stack_n_straces(data: np.ndarray,stack_traces) -> np.ndarray: + + # return stacked_data + def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: template = root_template.copy() - index = root_idx + template_deque = deque([np.array(template)]) + index = root_idx for ichannel, trace in enumerate(data): template = prepare_template(template) + # check if stacking is activated + if stack and len(template_deque) > 2: + template = prepare_template(template_stack) + norm = np.sqrt(np.sum(template**2)) * np.sqrt(np.sum(trace**2)) correlation = np.correlate(trace, template, mode="same") correlation = np.abs(correlation / norm) @@ -395,7 +413,7 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: phase_correlation = correlation[phase_idx] phase_time = self._sample_to_time(int(phase_idx)) - if phase_correlation < threshold: + if phase_correlation > threshold: continue # Avoid the edges @@ -409,6 +427,14 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: template = trace[ phase_idx - window_size[0] : phase_idx + window_size[1] + 1 ].copy() + + # stacking + if len(template_deque) <= no_of_stacks: + template_deque.append(template) + if len(template_deque) == no_of_stacks + 1: + template_deque.popleft() + template_stack = np.sum(template_deque, axis=0) / len(template_deque) + index = phase_idx correlate(self.data[pick_channel:]) @@ -416,7 +442,6 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: pick_channels = np.array(pick_channels) + self.start_channel pick_correlations = np.array(pick_correlations) - return pick_channels, pick_times, pick_correlations def taper(self, alpha: float = 0.05) -> None: From 1306dd9d397f74ef0973e8fb7a4a62584fb8727a Mon Sep 17 00:00:00 2001 From: juleluj Date: Mon, 24 Apr 2023 16:25:59 +0200 Subject: [PATCH 02/12] fixes follow phase --- lightguide/blast.py | 46 ++++++++++++++++++--------------------------- 1 file changed, 18 insertions(+), 28 deletions(-) diff --git a/lightguide/blast.py b/lightguide/blast.py index 17aa415..2b00286 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -9,6 +9,7 @@ TYPE_CHECKING, Any, Callable, + Deque, Iterable, Iterator, Literal, @@ -23,6 +24,7 @@ from pyrocko import io from pyrocko.trace import Trace from scipy import signal +import re from lightguide.utils import PathStr @@ -331,8 +333,7 @@ def follow_phase( window_size: int | tuple[int, int] = 50, threshold: float = 5e-1, max_shift: int = 20, - stack: bool = False, - no_of_stacks: int = 5, + no_of_stacks: int = 1, ) -> tuple[np.ndarray, list[datetime], np.ndarray]: """Follow a phase pick through a Blast. @@ -343,7 +344,7 @@ def follow_phase( 2. Calculate normalized cross correlate with downwards neighbor. 3. Evaluate maximum x-correlation in allowed window (max_shift). 4. Update template trace and go to 2. - 4a. if stack=True: stack templates for correlation to stabilize + 4a. if no_of_stacks >1: stack templates for correlation to stabilize 5. Repeat for upward neighbors. Args: @@ -356,12 +357,10 @@ def follow_phase( Defaults to 5e-1. max_shift (int, optional): Maximum allowed shift in samples for neighboring picks. Defaults to 20. - stack (bool): If True - (a default number of 5) templates will be stacked and used - as correlation template. Stacking close to the initial template is limited to - the distance to the initial tamplate. I.e. the correlation of a trace 3 traces - next to the initial template will only use a stacked template of 3 traces - (initial trace an trace 1 and 2 next to it), altough the no_of_stacks is set higher. - no_of_stacks (int): Numbers of traces to stack to define the template. + no_of_stacks (int): Numbers of traces to stack to define the template. Default is 1, + i.e. a single trace. + Stacking close to root template is limited by the distance to the + root template. Returns: tuple[np.ndarray, list[datetime], np.ndarray]: Tuple of channel number, @@ -371,6 +370,7 @@ def follow_phase( window_size = (window_size, window_size) pick_channel -= self.start_channel + root_idx = self._time_to_sample(pick_time) # Ensure the window is odd-sized with the pick in center. @@ -382,23 +382,18 @@ def follow_phase( pick_channels, pick_times, pick_correlations = [], [], [] def prepare_template(data: np.ndarray) -> np.ndarray: + data = np.sum(data, axis=0) / len(data) return data * template_taper - # def stack_n_straces(data: np.ndarray,stack_traces) -> np.ndarray: - - # return stacked_data - def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: template = root_template.copy() - template_deque = deque([np.array(template)]) + template_stack: Deque[np.ndarray] = deque( + [np.array(template)], maxlen=no_of_stacks + ) index = root_idx for ichannel, trace in enumerate(data): - template = prepare_template(template) - # check if stacking is activated - if stack and len(template_deque) > 2: - template = prepare_template(template_stack) - + template = prepare_template(template_stack) norm = np.sqrt(np.sum(template**2)) * np.sqrt(np.sum(trace**2)) correlation = np.correlate(trace, template, mode="same") correlation = np.abs(correlation / norm) @@ -413,7 +408,7 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: phase_correlation = correlation[phase_idx] phase_time = self._sample_to_time(int(phase_idx)) - if phase_correlation > threshold: + if phase_correlation < threshold: continue # Avoid the edges @@ -429,12 +424,7 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: ].copy() # stacking - if len(template_deque) <= no_of_stacks: - template_deque.append(template) - if len(template_deque) == no_of_stacks + 1: - template_deque.popleft() - template_stack = np.sum(template_deque, axis=0) / len(template_deque) - + template_stack.append(template) index = phase_idx correlate(self.data[pick_channel:]) @@ -696,7 +686,7 @@ def from_pyrocko(cls, traces: list[Trace], channel_spacing: float = 4.0) -> Blas if not traces: raise ValueError("Empty list of traces") - traces = sorted(traces, key=lambda tr: int(tr.station)) + traces = sorted(traces, key=lambda tr: int(re.sub(r"\D", "", tr.station))) ntraces = len(traces) tmin = set() @@ -727,7 +717,7 @@ def from_pyrocko(cls, traces: list[Trace], channel_spacing: float = 4.0) -> Blas data=data, start_time=datetime.fromtimestamp(tmin.pop(), tz=timezone.utc), sampling_rate=int(1.0 / delta_t.pop()), - start_channel=min(int(tr.station) for tr in traces), + start_channel=min(int(re.sub(r"\D", "", tr.station)) for tr in traces), channel_spacing=channel_spacing, ) From 93d8be5811b5aa7b25c2ed052981766f365cd26f Mon Sep 17 00:00:00 2001 From: juleluj Date: Mon, 24 Apr 2023 16:57:35 +0200 Subject: [PATCH 03/12] modified & added example --- examples/3-event-analysis.ipynb | 113 ++++++++++++++++++++++++++++---- 1 file changed, 102 insertions(+), 11 deletions(-) diff --git a/examples/3-event-analysis.ipynb b/examples/3-event-analysis.ipynb index 3b0c187..57fae81 100644 --- a/examples/3-event-analysis.ipynb +++ b/examples/3-event-analysis.ipynb @@ -30,14 +30,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 34, "metadata": {}, "outputs": [ { "data": { - "image/jpeg": 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"text/plain": [ - "
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" ] }, "metadata": {}, @@ -50,7 +50,6 @@ "from datetime import timedelta\n", "from lightguide.client import ExampleData\n", "\n", - "\n", "# This will download example data\n", "blast = ExampleData.vsp_shot()\n", "\n", @@ -60,26 +59,118 @@ "blast.lowpass(70.0)\n", "blast.afk_filter()\n", "\n", - "pick_time = blast.start_time + timedelta(seconds=0.573)\n", + "pick_time = blast.start_time + timedelta(seconds=0.577)\n", "pick_channel = 350\n", "\n", "# Follow the phase from initial pick\n", "pick_channels, pick_times, pick_correlation = blast.follow_phase(\n", " pick_time,\n", " pick_channel,\n", - " window_size=10,\n", - " max_shift=100,\n", - " threshold=1e-2\n", + " window_size=80,\n", + " max_shift=20,\n", + " threshold=1e-3,\n", + " no_of_stacks=5,\n", ")\n", "\n", "fig = plt.figure(figsize=(12, 6))\n", "ax = fig.gca()\n", "\n", "blast.plot(axes=ax, cmap=\"binary\", show_date=True)\n", - "ax.scatter(pick_channels, pick_times, s=4, c=\"fuchsia\", alpha=0.6)\n", + "sc = ax.scatter(pick_channels, pick_times, s=4,c=pick_correlation, cmap=\"jet\", alpha=0.6)\n", + "cbar = plt.colorbar(sc)\n", + "cbar.set_label(\"pick correlation\")\n", + "# Plot initial pick\n", + "ax.scatter(pick_channel, pick_time, marker=\"x\", c=\"k\");" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## second example" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(,\n", + " Text(357, 2020-01-17 04:42:08.454000+00:00, '2'))" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from lightguide.client import ExampleData\n", + "from lightguide.blast import Blast\n", + "from datetime import timedelta\n", + "import matplotlib.pyplot as plt\n", + "\n", + "file = \"BPT1_UTC_20200117_044207.903.mseed\"\n", + "blast = Blast.from_miniseed(file=file,channel_spacing=1)\n", + "\n", + "# Pre-Processing\n", + "blast = blast.trim_channels(begin=150, end=660)\n", + "blast = blast.trim_time(begin=0,end=0.8)\n", + "blast.lowpass(70.0)\n", + "blast.afk_filter()\n", + "\n", + "pick_time1 = blast.start_time + timedelta(seconds=0.291)\n", + "pick_time2 = blast.start_time + timedelta(seconds=0.551)\n", + "\n", + "pick_channel = 357\n", + "no_of_stacks = 8\n", + "\n", + "# Follow the phase from initial pick\n", + "pick_channels1, pick_times1, pick_correlation1 = blast.follow_phase(\n", + " pick_time=pick_time1,\n", + " pick_channel=pick_channel,\n", + " window_size=50,\n", + " max_shift=15,\n", + " threshold=1e-8,\n", + " no_of_stacks=no_of_stacks,\n", + ")\n", + "\n", + "pick_channels2, pick_times2, pick_correlation2 = blast.follow_phase(\n", + " pick_time=pick_time2,\n", + " pick_channel=pick_channel,\n", + " window_size=50,\n", + " max_shift=10,\n", + " threshold=1e-8,\n", + " no_of_stacks=no_of_stacks,\n", + ")\n", "\n", + "fig = plt.figure(figsize=(12, 6))\n", + "ax = fig.gca()\n", + "blast.plot(axes=ax, cmap=\"binary\", show_date=True)\n", + "sc1 = ax.scatter(pick_channels1, pick_times1, s=4, c=pick_correlation1, cmap=\"jet\", alpha=0.6)\n", + "sc2 = ax.scatter(pick_channels2, pick_times2, s=4, c=pick_correlation2, cmap=\"jet\", alpha=0.6)\n", + "cbar = plt.colorbar(sc2)\n", + "cbar.set_label(\"pick correlation 2\")\n", + "cbar = plt.colorbar(sc1)\n", + "cbar.set_label(\"pick correlation 1\")\n", "# Plot initial pick\n", - "ax.scatter(pick_channel, pick_time, marker=\"x\", c=\"limegreen\");" + "ax.scatter(pick_channel, pick_time1, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time1,'1',size=16,c=\"k\")\n", + "ax.scatter(pick_channel, pick_time2, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time2,'2',size=16,c=\"k\")\n", + "\n" ] } ], @@ -99,7 +190,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.2" + "version": "3.10.6" }, "orig_nbformat": 4 }, From 8184f8f5a77857b217a2604082202c2fe9710682 Mon Sep 17 00:00:00 2001 From: juleluj Date: Fri, 28 Apr 2023 12:30:44 +0200 Subject: [PATCH 04/12] added function to trim from a Picks-object to blast added spectrogram function to calculate spectrograms + example notebook for it updated client.py to download different data set added tracefeatures (maybe integrate differently) updated examples --- examples/3-event-analysis.ipynb | 113 ++++++++++++++++----- examples/4-event-spectrogram.ipynb | 142 ++++++++++++++++++++++++++ lightguide/blast.py | 54 ++++++++-- lightguide/client.py | 24 +++++ lightguide/models/picks.py | 51 ++++++++++ lightguide/spectrogram.py | 157 +++++++++++++++++++++++++++++ lightguide/tracefeatures.py | 62 ++++++++++++ 7 files changed, 566 insertions(+), 37 deletions(-) create mode 100644 examples/4-event-spectrogram.ipynb create mode 100644 lightguide/models/picks.py create mode 100644 lightguide/spectrogram.py create mode 100644 lightguide/tracefeatures.py diff --git a/examples/3-event-analysis.ipynb b/examples/3-event-analysis.ipynb index 57fae81..29dcc8d 100644 --- a/examples/3-event-analysis.ipynb +++ b/examples/3-event-analysis.ipynb @@ -25,17 +25,19 @@ "3. Evaluate maximum cross-correlation in allowed window (`max_shift`).\n", "4. Update template trace and go to 2.\n", "\n", - "5. Repeat for upward neighbors." + "5. Repeat for upward neighbors.\n", + "\n", + "## Example 1 - Drop weight vsp-shot" ] }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 54, "metadata": {}, "outputs": [ { "data": { - "image/jpeg": 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"text/plain": [ "
" ] @@ -55,31 +57,31 @@ "\n", "# Pre-Processing\n", "blast = blast.trim_channels(begin=120, end=550)\n", - "blast = blast.trim_time(begin=1.5, end=2.5)\n", + "blast = blast.trim_time(begin=1.7, end=2.5)\n", "blast.lowpass(70.0)\n", "blast.afk_filter()\n", "\n", - "pick_time = blast.start_time + timedelta(seconds=0.577)\n", + "pick_time = blast.start_time + timedelta(seconds=0.377)\n", "pick_channel = 350\n", "\n", "# Follow the phase from initial pick\n", - "pick_channels, pick_times, pick_correlation = blast.follow_phase(\n", + "picks = blast.follow_phase(\n", " pick_time,\n", " pick_channel,\n", " window_size=80,\n", " max_shift=20,\n", " threshold=1e-3,\n", - " no_of_stacks=5,\n", + " template_stacks=6,\n", ")\n", "\n", "fig = plt.figure(figsize=(12, 6))\n", "ax = fig.gca()\n", "\n", "blast.plot(axes=ax, cmap=\"binary\", show_date=True)\n", - "sc = ax.scatter(pick_channels, pick_times, s=4,c=pick_correlation, cmap=\"jet\", alpha=0.6)\n", + "sc = ax.scatter(picks.channel, picks.time, s=4,c=picks.correlation, cmap=\"jet\", alpha=0.6)\n", "cbar = plt.colorbar(sc)\n", "cbar.set_label(\"pick correlation\")\n", - "# Plot initial pick\n", + "# # Plot initial pick\n", "ax.scatter(pick_channel, pick_time, marker=\"x\", c=\"k\");" ] }, @@ -88,25 +90,86 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## second example" + "Save picks to a pyrocko markerfile...\n" ] }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "filename = 'markers_VSP-DAS-G1-120.txt'\n", + "picks.save_picks(filename=filename)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Extract features from waveform\n", + "\n", + "1) Trim waveforms to a short time window after the pick time\n", + "\n", + "2) Extract desired feature (here: peak-to-peak amplitude of time window)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "(,\n", - " Text(357, 2020-01-17 04:42:08.454000+00:00, '2'))" + "(Text(0.5, 0, 'channel'), Text(0, 0.5, 'amplitude'))" ] }, - "execution_count": 43, + "execution_count": 51, "metadata": {}, "output_type": "execute_result" }, + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# This will download example data\n", + "from lightguide.blast import Blast\n", + "from lightguide.tracefeatures import *\n", + "\n", + "traces = blast.trim_from_picks(picks=picks,time_window=0.2)\n", + "trimmed_blast = Blast.from_pyrocko(traces=traces) # convert back to blast object\n", + "\n", + "p2ps = []\n", + "for traces in trimmed_blast.as_traces():\n", + " p2p = get_peak_to_peak_amp(traces.ydata)\n", + " p2ps.append(p2p)\n", + "plt.plot(p2ps)\n", + "plt.xlabel('channel'),plt.ylabel('amplitude')\n" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example 2 - Icequake" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [ { "data": { "image/jpeg": 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@@ -120,12 +183,11 @@ ], "source": [ "from lightguide.client import ExampleData\n", - "from lightguide.blast import Blast\n", "from datetime import timedelta\n", "import matplotlib.pyplot as plt\n", "\n", - "file = \"BPT1_UTC_20200117_044207.903.mseed\"\n", - "blast = Blast.from_miniseed(file=file,channel_spacing=1)\n", + "# (down)load data\n", + "blast = ExampleData.icequake()\n", "\n", "# Pre-Processing\n", "blast = blast.trim_channels(begin=150, end=660)\n", @@ -137,40 +199,39 @@ "pick_time2 = blast.start_time + timedelta(seconds=0.551)\n", "\n", "pick_channel = 357\n", - "no_of_stacks = 8\n", + "template_stacks = 8\n", "\n", "# Follow the phase from initial pick\n", - "pick_channels1, pick_times1, pick_correlation1 = blast.follow_phase(\n", + "picks1 = blast.follow_phase(\n", " pick_time=pick_time1,\n", " pick_channel=pick_channel,\n", " window_size=50,\n", " max_shift=15,\n", " threshold=1e-8,\n", - " no_of_stacks=no_of_stacks,\n", + " template_stacks=template_stacks,\n", ")\n", "\n", - "pick_channels2, pick_times2, pick_correlation2 = blast.follow_phase(\n", + "picks2 = blast.follow_phase(\n", " pick_time=pick_time2,\n", " pick_channel=pick_channel,\n", " window_size=50,\n", " max_shift=10,\n", " threshold=1e-8,\n", - " no_of_stacks=no_of_stacks,\n", + " template_stacks=template_stacks,\n", ")\n", "\n", "fig = plt.figure(figsize=(12, 6))\n", "ax = fig.gca()\n", "blast.plot(axes=ax, cmap=\"binary\", show_date=True)\n", - "sc1 = ax.scatter(pick_channels1, pick_times1, s=4, c=pick_correlation1, cmap=\"jet\", alpha=0.6)\n", - "sc2 = ax.scatter(pick_channels2, pick_times2, s=4, c=pick_correlation2, cmap=\"jet\", alpha=0.6)\n", + "sc1 = ax.scatter(picks1.channel, picks1.time, s=4,c=picks1.correlation, cmap=\"jet\", alpha=0.6)\n", + "sc2 = ax.scatter(picks2.channel, picks2.time, s=4,c=picks2.correlation, cmap=\"jet\", alpha=0.6)\n", "cbar = plt.colorbar(sc2)\n", "cbar.set_label(\"pick correlation 2\")\n", "cbar = plt.colorbar(sc1)\n", "cbar.set_label(\"pick correlation 1\")\n", "# Plot initial pick\n", "ax.scatter(pick_channel, pick_time1, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time1,'1',size=16,c=\"k\")\n", - "ax.scatter(pick_channel, pick_time2, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time2,'2',size=16,c=\"k\")\n", - "\n" + "ax.scatter(pick_channel, pick_time2, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time2,'2',size=16,c=\"k\");" ] } ], diff --git a/examples/4-event-spectrogram.ipynb b/examples/4-event-spectrogram.ipynb new file mode 100644 index 0000000..4a0cefa --- /dev/null +++ b/examples/4-event-spectrogram.ipynb @@ -0,0 +1,142 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Lightguide-Spectrogram\n", + "\n", + "In this notebook we create a spectrogram of a short time window in a given frequency range from the DAS data set used in the previous examples.\n", + "\n", + "The vertical seismic profile shot was recorded in an ICDP borehole in Landwüst, Germany. The fibre is interrogated by a Silixa iDAS v2 and is cemented behind the casing." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "from lightguide.client import ExampleData\n", + "from lightguide.spectrogram import get_spectrogram\n", + "\n", + "data = ExampleData.vsp_shot()\n", + "data = data.trim_channels(begin=120, end=550)\n", + "data = data.trim_time(begin=1, end=2.9)\n", + "frequency_range = (10,60) #Hz\n", + "spectra, freq_grid, channel_grid = get_spectrogram(blast=data,\n", + " frequency_range=frequency_range,\n", + " plot = True,\n", + " )" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Alternatively, the spectrogram can be created for a fixed time window after a phase arrival time given in a pyrocko-snuffler markerfile." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mfilename = 'mymarkers.txt' # set name of markerfile\n", + "data = data.trim_channels(begin=165, end=550)\n", + "spectra, freq_grid, channel_grid = get_spectrogram(data,\n", + " frequency_range=frequency_range,\n", + " markerfile=mfilename,\n", + " time_window=0.5,\n", + " plot = True,\n", + " )" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "`get_spectrogram` uses matplotlib's `imshow` for quick visualization. For better control on the axis scaling `pcolor` can alternatively be used for visualizing. " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig,ax = plt.subplots()\n", + "im = ax.pcolor(freq_grid,channel_grid,spectra, cmap='viridis',norm='log')\n", + "ax.invert_yaxis()\n", + "ax.set_xscale('log')\n", + "ax.set_xlabel('Frequency [Hz]'), ax.set_ylabel('Channel')\n", + "fig.colorbar(im, ax=ax,label='Spectral Power');" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3.9.2 ('venv': venv)", + "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": "3.10.6" + }, + "orig_nbformat": 4, + "vscode": { + "interpreter": { + "hash": "d6c2f566028469748ec83127a93d0ab1f5f314b33991e2ad2ee6fe2fd330af93" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/lightguide/blast.py b/lightguide/blast.py index 2b00286..26701e8 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -21,15 +21,17 @@ import numpy as np from matplotlib import colors, dates from matplotlib.colors import Colormap -from pyrocko import io +from pyrocko import io, marker from pyrocko.trace import Trace from scipy import signal import re from lightguide.utils import PathStr +from lightguide.models.picks import * from .filters import afk_filter from .signal import decimation_coefficients +from .spectrogram import get_spectrogram if TYPE_CHECKING: from matplotlib import image @@ -333,7 +335,7 @@ def follow_phase( window_size: int | tuple[int, int] = 50, threshold: float = 5e-1, max_shift: int = 20, - no_of_stacks: int = 1, + template_stacks: int = 1, ) -> tuple[np.ndarray, list[datetime], np.ndarray]: """Follow a phase pick through a Blast. @@ -357,7 +359,7 @@ def follow_phase( Defaults to 5e-1. max_shift (int, optional): Maximum allowed shift in samples for neighboring picks. Defaults to 20. - no_of_stacks (int): Numbers of traces to stack to define the template. Default is 1, + template_stacks (int): Numbers of traces to stack to define the template. Default is 1, i.e. a single trace. Stacking close to root template is limited by the distance to the root template. @@ -381,14 +383,14 @@ def follow_phase( pick_channels, pick_times, pick_correlations = [], [], [] - def prepare_template(data: np.ndarray) -> np.ndarray: - data = np.sum(data, axis=0) / len(data) + def prepare_template(data: Deque[np.ndarray]) -> np.ndarray: + data = np.mean(data, axis=0) return data * template_taper def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: template = root_template.copy() template_stack: Deque[np.ndarray] = deque( - [np.array(template)], maxlen=no_of_stacks + [np.array(template)], maxlen=template_stacks ) index = root_idx @@ -430,9 +432,11 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: correlate(self.data[pick_channel:]) correlate(self.data[: pick_channel - 1][::-1], direction=-1) - pick_channels = np.array(pick_channels) + self.start_channel - pick_correlations = np.array(pick_correlations) - return pick_channels, pick_times, pick_correlations + pick_channels = (np.array(pick_channels) + self.start_channel).tolist() + + return Picks( + channel=pick_channels, time=pick_times, correlation=pick_correlations + ) def taper(self, alpha: float = 0.05) -> None: """Taper in time-domain and in-place with a Tukey window. @@ -501,6 +505,34 @@ def trim_time(self, begin: float = 0.0, end: float = -1.0) -> Blast: blast.start_time += timedelta(seconds=begin) return blast + def trim_from_picks(self, picks: Picks, time_window: int = 1): + """Trims channels to a given time window after a pick time. + + Args: + picks (Picks): + time_window (int): time window after pick + """ + blast = self.copy() + blast = blast.as_traces() + + channels = picks.channel + times = picks.time + + trimmed_traces = [] + for channel, time in zip(channels, times): + time = time.timestamp() + # find channel + tr = next((x for x in blast if int(x.station) == channel), None) + + # check if marker is in time range of trace + if not tr.time_span[0] <= time <= tr.time_span[1]: + continue + + trchop = tr.chop(tmin=time, tmax=time + time_window) + trimmed_traces.append(trchop) + + return trimmed_traces + def to_strain(self, detrend: bool = True) -> Blast: """Convert the traces to strain. @@ -605,7 +637,7 @@ def plot( dates.date2num(self.start_time) if show_date else 0.0, ) - data = self.data.copy() + data = self.data.copy().astype(float) if normalize_traces: data /= np.abs(data.max(axis=1, keepdims=True)) @@ -800,7 +832,7 @@ def __len__(self) -> int: bandpass = shared_function(Blast.bandpass) afk_filter = shared_function(Blast.afk_filter) decimate = shared_function(Blast.decimate) - + # why some functions two times?? trim_time = shared_function(Blast.trim_time) trim_channels = shared_function(Blast.trim_channels) diff --git a/lightguide/client.py b/lightguide/client.py index 94bc0ea..d31ee77 100644 --- a/lightguide/client.py +++ b/lightguide/client.py @@ -2,6 +2,7 @@ import numpy as np +from pathlib import Path from lightguide.blast import Blast from lightguide.utils import cache_dir, download_http @@ -10,6 +11,8 @@ class ExampleData: VSPDataUrl = "https://data.pyrocko.org/testing/lightguide/VSP-DAS-G1-120.mseed" DataUrl = "https://data.pyrocko.org/testing/lightguide/das-data.npy" EQDataUrl = "https://data.pyrocko.org/testing/lightguide/data-DAS-gfz2020wswf.npy" + IceQDataUrl = "https://github.com/sachalapins/DAS-N2N/raw/main/data/BPT1_UTC_20200117_044207.903.mseed" + # MarkersUrl = "https://data.pyrocko.org/testing/lightguide/markers_VSP-DAS-G1-120.txt" @classmethod def earthquake(cls) -> Blast: @@ -31,3 +34,24 @@ def vsp_shot(cls) -> Blast: download_http(cls.VSPDataUrl, file) return Blast.from_miniseed(file, channel_spacing=1.0) + + @classmethod + def icequake(cls) -> Blast: + file = cache_dir() / "BPT1_UTC_20200117_044207.903.mseed" + if not file.exists(): + download_http(cls.IceQDataUrl, file) + + return Blast.from_miniseed(file, channel_spacing=1.0) + + @classmethod + def markerfile(cls) -> Blast: + file = Path("../examples/markers_VSP-DAS-G1-120.txt") + if not file.exists(): + print( + "Markerfile has not yet been created.\n \ + to create a markerfile please see EXAMPLE 3" + ) + # file = cache_dir() / "markers_VSP-DAS-G1-120.txt" + # download_http(cls.MarkersUrl, file) + + return file diff --git a/lightguide/models/picks.py b/lightguide/models/picks.py new file mode 100644 index 0000000..eea4b7d --- /dev/null +++ b/lightguide/models/picks.py @@ -0,0 +1,51 @@ +from pydantic import BaseModel +from typing import List, Tuple, Dict +from datetime import datetime +from pyrocko import marker + + +class Picks(BaseModel): + channel: list[int] = [-1] + time: list[datetime] = None + correlation: list[float] = [] + kind: list[int] = [] + + def save_picks(self, filename): + """ + Saves picks as a pyrocko markerfile. + + Args: + filename (str): path to filename + channels (list): list of channelnames + times (list of datetimes): list of pick times in datetime-format + """ + channels = self.channel + times = self.time + kinds = self.kind + + if not self.kind: + kinds = [0] * len(channels) + + markers = [] + for ch, ptime, kind in zip(channels, times, kinds): + nslc_id = [("DAS", "%05d" % ch, "", "")] + tmin = ptime.timestamp() + m = marker.Marker(nslc_ids=nslc_id, tmin=tmin, tmax=tmin, kind=kind) + markers.append(m) + marker.save_markers(markers=markers, filename=filename) + + def get_pyrocko_picks(self, filename): + """ + Loads pyrocko picks from file. + + Agrs: + filename (str): filename to read + """ + markers = marker.load_markers(filename) + channels = [m.nslc_ids[0][1] for m in markers] + times = [m.tmin for m in markers] + kinds = [m.kind for m in markers] + + return Picks(channel=channels, time=times, kind=kinds) + + # def plot () diff --git a/lightguide/spectrogram.py b/lightguide/spectrogram.py new file mode 100644 index 0000000..1a4652a --- /dev/null +++ b/lightguide/spectrogram.py @@ -0,0 +1,157 @@ +from scipy.signal import windows # , hilbert, medfilt2d +import numpy as np +from pyrocko import marker +import matplotlib.pyplot as plt + + +def get_spectrogram( + blast, + frequency_range: tuple = None, + markerfile: str = None, + time_window: int = 1, + plot: bool = True, + cut_all_traces: bool = True, +): + """ + Creates a spectrogram from numpy array dataset + + INPUTS: + blast: blast object + frequency_range (tuple): defining frequency range of interest + markerfile (str): path to markerfile of blast + time_window (int): length of time window [s] used after pick-time + plot (bool): quick plot of data + cut_all_traces (bool): see description in 'cut_traces_markerfile' + + OUTPUTS: + spectra_filt: array of all spectra (can be visualised using plt.imshow or plt.color) + freq_vector: vector of frequencies contained in the data + """ + + def get_spectral_values(data, normalize: bool = False) -> float: + data = data.copy() + data = data.astype(float) + window = windows.tukey(data.size, alpha=0.2) + data *= window + data -= np.mean(data) + spec = np.fft.rfft(data) + values = np.abs(spec) + if normalize: + values /= values.max() + return values + + def select_frequencies(spec_list, freq_vector, frequency_range=None): + """ + selects desired frequencies from list of spectra and creates a frequency and channel grid for plotting with plt.pcolor + """ + if frequency_range == None: + frequency_range = (freq_vector.min(), freq_vector.max()) + print("No specific frequency band selected.") + print( + f"Using frequencies between {freq_vector.min()} and {freq_vector.max()} Hz." + ) + + all_channels = np.linspace(1, len(spec_list), len(spec_list)) + freq_range = np.logical_and( + freq_vector >= frequency_range[0], freq_vector <= frequency_range[1] + ) + + spectra_filt = [] + for spec_line in spec_list: + spectra_filt.append(spec_line[freq_range]) + + freq_grid, channel_grid = np.meshgrid(freq_vector[freq_range], all_channels) + return spectra_filt, freq_grid, channel_grid + + def cut_traces_markerfile(das_data, markerfile, time_window, cut_all_traces=True): + """ + Cuts traces from wave-onsets-information of marker file. + INPUTS: + das_data: list of pyrocko traces + markerfile: filename of marker file + time_window: length of time window to cut after pick-time + cut_all_traces == False : cut only traces that have a pick-time in the marker file + cut_all_traces == True : for traces without pick time, pick time of neighbouring trace is used + """ + try: + m = marker.load_markers(markerfile) + except: + print( + f"File {markerfile} does not exist or is not a markerfile! Traces are not cut!" + ) + return das_data + + # sort ascending by channel name + m.sort(key=lambda x: x.nslc_ids[0][1]) + ma = m[0] + cut_data = [] + if cut_all_traces == True: + for tr in das_data: + sta = tr.station + ma = next((i for i in m if int(i.nslc_ids[0][1]) == int(sta)), ma) + trchop = tr.chop(tmin=ma.tmin, tmax=ma.tmin + time_window) + cut_data.append(trchop) + + else: + for tr in das_data: + sta = tr.station + ma = next((i for i in m if int(i.nslc_ids[0][1]) == int(sta)), None) + if ma == None: + continue + trchop = tr.chop(tmin=ma.tmin, tmax=ma.tmin + time_window) + cut_data.append(trchop) + + shortest_trace = len(min(cut_data, key=lambda x: len(x.ydata)).ydata) + longest_trace = len(max(cut_data, key=lambda x: len(x.ydata)).ydata) + if longest_trace - shortest_trace > 20: + print( + f"Attention: traces have different lengths of {shortest_trace} & {longest_trace} samples." + ) + return cut_data + + das_data = blast.as_traces() + + # cut traces along markerfile + if markerfile != None: + das_data = cut_traces_markerfile( + das_data=das_data, + markerfile=markerfile, + cut_all_traces=cut_all_traces, + time_window=time_window, + ) + + shortest_trace = len(min(das_data, key=lambda x: len(x.ydata)).ydata) + longest_trace = len(max(das_data, key=lambda x: len(x.ydata)).ydata) + if longest_trace - shortest_trace > 20: + print( + f"Attention: traces have different lengths of {shortest_trace} & {longest_trace} samples." + ) + + # create frequency vector + freq_vector = np.fft.rfftfreq(n=len(das_data[0].ydata), d=das_data[0].deltat) + + # calculate spectra for traces + all_spec_vals = [] + for tr in das_data: + vals = get_spectral_values(data=tr.ydata) + ################################################# + all_spec_vals.append(vals) + + # only use selected frequencies + spectra_filt, freq_grid, channel_grid = select_frequencies( + all_spec_vals, + freq_vector, + frequency_range=frequency_range, + ) + + # check if plot-option is choosen + if plot == True: + # freq_grid = np.log(freq_grid) + fig, ax = plt.subplots() + # ax.set_xscale('log') + im = ax.imshow(spectra_filt, norm="log") + ax.set_aspect("auto") + ax.set_xlabel("Frequency [Hz]") + ax.set_ylabel("Channel") + ax.set_xticklabels([]) + return spectra_filt, freq_grid, channel_grid diff --git a/lightguide/tracefeatures.py b/lightguide/tracefeatures.py new file mode 100644 index 0000000..e0d51e4 --- /dev/null +++ b/lightguide/tracefeatures.py @@ -0,0 +1,62 @@ +import numpy as np +from scipy.signal import windows, hilbert +from pyrocko.trace import Trace + + +def get_peak_to_peak_amp(data) -> float: + """Extracts peak to peak amplitude of input data, i.e. max and min of data + Args: + data (numpy.ndarray or list): wavelet to be investigated + """ + data = data.copy().astype(float) + window = windows.tukey(data.size, alpha=0.2) + data *= window + data -= np.mean(data) + ampl = data.max() - data.min() + return ampl + + +def get_spectral_amp(data) -> float: + """Extracts spectral amplitude of input data, i.e. sum of fft spectrum. + Args: + data (numpy.ndarray or list): wavelet to be investigated + """ + data = data.copy().astype(float) + window = windows.tukey(data.size, alpha=0.2) + data *= window + data -= np.mean(data) + spec = np.fft.rfft(data) + spec /= spec.size + power = np.sum(np.abs(spec) ** 2) + return power + + +def get_frequency_spec(data, normalize: bool = False) -> float: + """Calculates fft of given wavelet + Args: + data (numpy.ndarray or list): wavelet to be investigated + """ + data = data.copy().astype(float) + window = windows.tukey(data.size, alpha=0.2) + data *= window + data -= np.mean(data) + spec = np.fft.rfft(data) + values = np.abs(spec) + if normalize: + values /= values.max() + # frequencies = np.fft.rfftfreq(n=data.shape[-1],d=1./1000) + return values + + +def get_envelope(data) -> float: + """Calculates envelope of given wavelet + Args: + data (numpy.ndarray or list): wavelet to be investigated + """ + data = data.copy().astype(float) + data -= np.mean(data) + window = windows.tukey(data.size, alpha=0.2) + data *= window + anal_sig = hilbert(data) + env = np.abs(anal_sig) + return np.sum(env) From ed69605f5fe8e32eff58ae6581bb6472278fdbdc Mon Sep 17 00:00:00 2001 From: juleluj Date: Fri, 28 Apr 2023 15:59:04 +0200 Subject: [PATCH 05/12] modifications --- examples/4-event-spectrogram.ipynb | 142 -------------------------- lightguide/blast.py | 8 +- lightguide/models/picks.py | 3 +- lightguide/spectrogram.py | 157 ----------------------------- lightguide/tracefeatures.py | 62 ------------ 5 files changed, 3 insertions(+), 369 deletions(-) delete mode 100644 examples/4-event-spectrogram.ipynb delete mode 100644 lightguide/spectrogram.py delete mode 100644 lightguide/tracefeatures.py diff --git a/examples/4-event-spectrogram.ipynb b/examples/4-event-spectrogram.ipynb deleted file mode 100644 index 4a0cefa..0000000 --- a/examples/4-event-spectrogram.ipynb +++ /dev/null @@ -1,142 +0,0 @@ -{ - "cells": [ - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Lightguide-Spectrogram\n", - "\n", - "In this notebook we create a spectrogram of a short time window in a given frequency range from the DAS data set used in the previous examples.\n", - "\n", - "The vertical seismic profile shot was recorded in an ICDP borehole in Landwüst, Germany. The fibre is interrogated by a Silixa iDAS v2 and is cemented behind the casing." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "from lightguide.client import ExampleData\n", - "from lightguide.spectrogram import get_spectrogram\n", - "\n", - "data = ExampleData.vsp_shot()\n", - "data = data.trim_channels(begin=120, end=550)\n", - "data = data.trim_time(begin=1, end=2.9)\n", - "frequency_range = (10,60) #Hz\n", - "spectra, freq_grid, channel_grid = get_spectrogram(blast=data,\n", - " frequency_range=frequency_range,\n", - " plot = True,\n", - " )" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Alternatively, the spectrogram can be created for a fixed time window after a phase arrival time given in a pyrocko-snuffler markerfile." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "mfilename = 'mymarkers.txt' # set name of markerfile\n", - "data = data.trim_channels(begin=165, end=550)\n", - "spectra, freq_grid, channel_grid = get_spectrogram(data,\n", - " frequency_range=frequency_range,\n", - " markerfile=mfilename,\n", - " time_window=0.5,\n", - " plot = True,\n", - " )" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "`get_spectrogram` uses matplotlib's `imshow` for quick visualization. For better control on the axis scaling `pcolor` can alternatively be used for visualizing. " - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig,ax = plt.subplots()\n", - "im = ax.pcolor(freq_grid,channel_grid,spectra, cmap='viridis',norm='log')\n", - "ax.invert_yaxis()\n", - "ax.set_xscale('log')\n", - "ax.set_xlabel('Frequency [Hz]'), ax.set_ylabel('Channel')\n", - "fig.colorbar(im, ax=ax,label='Spectral Power');" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3.9.2 ('venv': venv)", - "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": "3.10.6" - }, - "orig_nbformat": 4, - "vscode": { - "interpreter": { - "hash": "d6c2f566028469748ec83127a93d0ab1f5f314b33991e2ad2ee6fe2fd330af93" - } - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/lightguide/blast.py b/lightguide/blast.py index 26701e8..e9d0009 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -31,7 +31,6 @@ from .filters import afk_filter from .signal import decimation_coefficients -from .spectrogram import get_spectrogram if TYPE_CHECKING: from matplotlib import image @@ -832,17 +831,12 @@ def __len__(self) -> int: bandpass = shared_function(Blast.bandpass) afk_filter = shared_function(Blast.afk_filter) decimate = shared_function(Blast.decimate) - # why some functions two times?? + trim_time = shared_function(Blast.trim_time) trim_channels = shared_function(Blast.trim_channels) mute_median = shared_function(Blast.mute_median) one_bit_normalization = shared_function(Blast.one_bit_normalization) - afk_filter = shared_function(Blast.afk_filter) - decimate = shared_function(Blast.decimate) - - trim_time = shared_function(Blast.trim_time) - trim_channels = shared_function(Blast.trim_channels) to_strain = shared_function(Blast.to_strain) to_relative_velocity = shared_function(Blast.to_relative_velocity) diff --git a/lightguide/models/picks.py b/lightguide/models/picks.py index eea4b7d..c0bab26 100644 --- a/lightguide/models/picks.py +++ b/lightguide/models/picks.py @@ -34,7 +34,8 @@ def save_picks(self, filename): markers.append(m) marker.save_markers(markers=markers, filename=filename) - def get_pyrocko_picks(self, filename): + @classmethod + def from_pyrocko_picks(cls, filename): """ Loads pyrocko picks from file. diff --git a/lightguide/spectrogram.py b/lightguide/spectrogram.py deleted file mode 100644 index 1a4652a..0000000 --- a/lightguide/spectrogram.py +++ /dev/null @@ -1,157 +0,0 @@ -from scipy.signal import windows # , hilbert, medfilt2d -import numpy as np -from pyrocko import marker -import matplotlib.pyplot as plt - - -def get_spectrogram( - blast, - frequency_range: tuple = None, - markerfile: str = None, - time_window: int = 1, - plot: bool = True, - cut_all_traces: bool = True, -): - """ - Creates a spectrogram from numpy array dataset - - INPUTS: - blast: blast object - frequency_range (tuple): defining frequency range of interest - markerfile (str): path to markerfile of blast - time_window (int): length of time window [s] used after pick-time - plot (bool): quick plot of data - cut_all_traces (bool): see description in 'cut_traces_markerfile' - - OUTPUTS: - spectra_filt: array of all spectra (can be visualised using plt.imshow or plt.color) - freq_vector: vector of frequencies contained in the data - """ - - def get_spectral_values(data, normalize: bool = False) -> float: - data = data.copy() - data = data.astype(float) - window = windows.tukey(data.size, alpha=0.2) - data *= window - data -= np.mean(data) - spec = np.fft.rfft(data) - values = np.abs(spec) - if normalize: - values /= values.max() - return values - - def select_frequencies(spec_list, freq_vector, frequency_range=None): - """ - selects desired frequencies from list of spectra and creates a frequency and channel grid for plotting with plt.pcolor - """ - if frequency_range == None: - frequency_range = (freq_vector.min(), freq_vector.max()) - print("No specific frequency band selected.") - print( - f"Using frequencies between {freq_vector.min()} and {freq_vector.max()} Hz." - ) - - all_channels = np.linspace(1, len(spec_list), len(spec_list)) - freq_range = np.logical_and( - freq_vector >= frequency_range[0], freq_vector <= frequency_range[1] - ) - - spectra_filt = [] - for spec_line in spec_list: - spectra_filt.append(spec_line[freq_range]) - - freq_grid, channel_grid = np.meshgrid(freq_vector[freq_range], all_channels) - return spectra_filt, freq_grid, channel_grid - - def cut_traces_markerfile(das_data, markerfile, time_window, cut_all_traces=True): - """ - Cuts traces from wave-onsets-information of marker file. - INPUTS: - das_data: list of pyrocko traces - markerfile: filename of marker file - time_window: length of time window to cut after pick-time - cut_all_traces == False : cut only traces that have a pick-time in the marker file - cut_all_traces == True : for traces without pick time, pick time of neighbouring trace is used - """ - try: - m = marker.load_markers(markerfile) - except: - print( - f"File {markerfile} does not exist or is not a markerfile! Traces are not cut!" - ) - return das_data - - # sort ascending by channel name - m.sort(key=lambda x: x.nslc_ids[0][1]) - ma = m[0] - cut_data = [] - if cut_all_traces == True: - for tr in das_data: - sta = tr.station - ma = next((i for i in m if int(i.nslc_ids[0][1]) == int(sta)), ma) - trchop = tr.chop(tmin=ma.tmin, tmax=ma.tmin + time_window) - cut_data.append(trchop) - - else: - for tr in das_data: - sta = tr.station - ma = next((i for i in m if int(i.nslc_ids[0][1]) == int(sta)), None) - if ma == None: - continue - trchop = tr.chop(tmin=ma.tmin, tmax=ma.tmin + time_window) - cut_data.append(trchop) - - shortest_trace = len(min(cut_data, key=lambda x: len(x.ydata)).ydata) - longest_trace = len(max(cut_data, key=lambda x: len(x.ydata)).ydata) - if longest_trace - shortest_trace > 20: - print( - f"Attention: traces have different lengths of {shortest_trace} & {longest_trace} samples." - ) - return cut_data - - das_data = blast.as_traces() - - # cut traces along markerfile - if markerfile != None: - das_data = cut_traces_markerfile( - das_data=das_data, - markerfile=markerfile, - cut_all_traces=cut_all_traces, - time_window=time_window, - ) - - shortest_trace = len(min(das_data, key=lambda x: len(x.ydata)).ydata) - longest_trace = len(max(das_data, key=lambda x: len(x.ydata)).ydata) - if longest_trace - shortest_trace > 20: - print( - f"Attention: traces have different lengths of {shortest_trace} & {longest_trace} samples." - ) - - # create frequency vector - freq_vector = np.fft.rfftfreq(n=len(das_data[0].ydata), d=das_data[0].deltat) - - # calculate spectra for traces - all_spec_vals = [] - for tr in das_data: - vals = get_spectral_values(data=tr.ydata) - ################################################# - all_spec_vals.append(vals) - - # only use selected frequencies - spectra_filt, freq_grid, channel_grid = select_frequencies( - all_spec_vals, - freq_vector, - frequency_range=frequency_range, - ) - - # check if plot-option is choosen - if plot == True: - # freq_grid = np.log(freq_grid) - fig, ax = plt.subplots() - # ax.set_xscale('log') - im = ax.imshow(spectra_filt, norm="log") - ax.set_aspect("auto") - ax.set_xlabel("Frequency [Hz]") - ax.set_ylabel("Channel") - ax.set_xticklabels([]) - return spectra_filt, freq_grid, channel_grid diff --git a/lightguide/tracefeatures.py b/lightguide/tracefeatures.py deleted file mode 100644 index e0d51e4..0000000 --- a/lightguide/tracefeatures.py +++ /dev/null @@ -1,62 +0,0 @@ -import numpy as np -from scipy.signal import windows, hilbert -from pyrocko.trace import Trace - - -def get_peak_to_peak_amp(data) -> float: - """Extracts peak to peak amplitude of input data, i.e. max and min of data - Args: - data (numpy.ndarray or list): wavelet to be investigated - """ - data = data.copy().astype(float) - window = windows.tukey(data.size, alpha=0.2) - data *= window - data -= np.mean(data) - ampl = data.max() - data.min() - return ampl - - -def get_spectral_amp(data) -> float: - """Extracts spectral amplitude of input data, i.e. sum of fft spectrum. - Args: - data (numpy.ndarray or list): wavelet to be investigated - """ - data = data.copy().astype(float) - window = windows.tukey(data.size, alpha=0.2) - data *= window - data -= np.mean(data) - spec = np.fft.rfft(data) - spec /= spec.size - power = np.sum(np.abs(spec) ** 2) - return power - - -def get_frequency_spec(data, normalize: bool = False) -> float: - """Calculates fft of given wavelet - Args: - data (numpy.ndarray or list): wavelet to be investigated - """ - data = data.copy().astype(float) - window = windows.tukey(data.size, alpha=0.2) - data *= window - data -= np.mean(data) - spec = np.fft.rfft(data) - values = np.abs(spec) - if normalize: - values /= values.max() - # frequencies = np.fft.rfftfreq(n=data.shape[-1],d=1./1000) - return values - - -def get_envelope(data) -> float: - """Calculates envelope of given wavelet - Args: - data (numpy.ndarray or list): wavelet to be investigated - """ - data = data.copy().astype(float) - data -= np.mean(data) - window = windows.tukey(data.size, alpha=0.2) - data *= window - anal_sig = hilbert(data) - env = np.abs(anal_sig) - return np.sum(env) From 22b6d9b69574ebec17e62091e0f93cf239a462b9 Mon Sep 17 00:00:00 2001 From: juleluj Date: Fri, 28 Apr 2023 16:00:51 +0200 Subject: [PATCH 06/12] modified --- examples/3-event-analysis.ipynb | 56 +-------------------------------- 1 file changed, 1 insertion(+), 55 deletions(-) diff --git a/examples/3-event-analysis.ipynb b/examples/3-event-analysis.ipynb index 29dcc8d..0e828f5 100644 --- a/examples/3-event-analysis.ipynb +++ b/examples/3-event-analysis.ipynb @@ -32,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": 54, + "execution_count": 55, "metadata": {}, "outputs": [ { @@ -103,60 +103,6 @@ "picks.save_picks(filename=filename)" ] }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Extract features from waveform\n", - "\n", - "1) Trim waveforms to a short time window after the pick time\n", - "\n", - "2) Extract desired feature (here: peak-to-peak amplitude of time window)" - ] - }, - { - "cell_type": "code", - "execution_count": 51, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(Text(0.5, 0, 'channel'), Text(0, 0.5, 'amplitude'))" - ] - }, - "execution_count": 51, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/jpeg": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# This will download example data\n", - "from lightguide.blast import Blast\n", - "from lightguide.tracefeatures import *\n", - "\n", - "traces = blast.trim_from_picks(picks=picks,time_window=0.2)\n", - "trimmed_blast = Blast.from_pyrocko(traces=traces) # convert back to blast object\n", - "\n", - "p2ps = []\n", - "for traces in trimmed_blast.as_traces():\n", - " p2p = get_peak_to_peak_amp(traces.ydata)\n", - " p2ps.append(p2p)\n", - "plt.plot(p2ps)\n", - "plt.xlabel('channel'),plt.ylabel('amplitude')\n" - ] - }, { "attachments": {}, "cell_type": "markdown", From 8c4d07dd2a8ada36a4367f91ab68b0c23c2ee490 Mon Sep 17 00:00:00 2001 From: juleluj Date: Fri, 5 May 2023 12:08:03 +0200 Subject: [PATCH 07/12] fixed proposed changes --- lightguide/blast.py | 2 +- lightguide/client.py | 2 +- lightguide/models/picks.py | 14 ++++++++------ 3 files changed, 10 insertions(+), 8 deletions(-) diff --git a/lightguide/blast.py b/lightguide/blast.py index e9d0009..896cb2d 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -345,7 +345,7 @@ def follow_phase( 2. Calculate normalized cross correlate with downwards neighbor. 3. Evaluate maximum x-correlation in allowed window (max_shift). 4. Update template trace and go to 2. - 4a. if no_of_stacks >1: stack templates for correlation to stabilize + 4a. if template_stacks > 1: stack templates for correlation to stabilize 5. Repeat for upward neighbors. Args: diff --git a/lightguide/client.py b/lightguide/client.py index d31ee77..843fc15 100644 --- a/lightguide/client.py +++ b/lightguide/client.py @@ -44,7 +44,7 @@ def icequake(cls) -> Blast: return Blast.from_miniseed(file, channel_spacing=1.0) @classmethod - def markerfile(cls) -> Blast: + def markerfile(cls) -> Path: file = Path("../examples/markers_VSP-DAS-G1-120.txt") if not file.exists(): print( diff --git a/lightguide/models/picks.py b/lightguide/models/picks.py index c0bab26..33d61a4 100644 --- a/lightguide/models/picks.py +++ b/lightguide/models/picks.py @@ -3,14 +3,16 @@ from datetime import datetime from pyrocko import marker +from lightguide.utils import PathStr + class Picks(BaseModel): - channel: list[int] = [-1] - time: list[datetime] = None + channel: list[int] = [] + time: list[datetime] = [] correlation: list[float] = [] kind: list[int] = [] - def save_picks(self, filename): + def save_picks(self, filename: PathStr): """ Saves picks as a pyrocko markerfile. @@ -32,10 +34,10 @@ def save_picks(self, filename): tmin = ptime.timestamp() m = marker.Marker(nslc_ids=nslc_id, tmin=tmin, tmax=tmin, kind=kind) markers.append(m) - marker.save_markers(markers=markers, filename=filename) + marker.save_markers(markers=markers, filename=str(filename)) @classmethod - def from_pyrocko_picks(cls, filename): + def from_pyrocko_picks(cls, filename: PathStr): """ Loads pyrocko picks from file. @@ -43,7 +45,7 @@ def from_pyrocko_picks(cls, filename): filename (str): filename to read """ markers = marker.load_markers(filename) - channels = [m.nslc_ids[0][1] for m in markers] + channels = ["%05d" % int(m.nslc_ids[0][1]) for m in markers] times = [m.tmin for m in markers] kinds = [m.kind for m in markers] From ddc34669dbe177e8f1ac6dd1232bbdbb63450854 Mon Sep 17 00:00:00 2001 From: juleluj Date: Tue, 16 May 2023 13:41:07 +0200 Subject: [PATCH 08/12] added average traces --- lightguide/blast.py | 41 ++++++++++++++++++++++++++++++++++++-- lightguide/models/picks.py | 22 ++++++++++---------- 2 files changed, 51 insertions(+), 12 deletions(-) diff --git a/lightguide/blast.py b/lightguide/blast.py index 896cb2d..7d724b5 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -5,6 +5,7 @@ from copy import deepcopy from datetime import datetime, timedelta, timezone from functools import wraps +import math from typing import ( TYPE_CHECKING, Any, @@ -327,6 +328,40 @@ def afk_filter( normalize_power=normalize_power, ) + def average_traces(self, no_of_traces, reduce_channels=False): + """Average over number of neighbouring traces. + Args: + no_of_traces (int): number of channels to be used for averaging + reduce_channels (bool): if True: returns list of averaged traces with no overlap (i.e. if no_of_traces=10, reurns traces 5,15,25...) + """ + blast = self.copy() + avs = [] + d = deque(maxlen=no_of_traces) + for tr in blast.as_traces(): + d.append(tr.ydata) + av = np.sum(d, axis=0) / len(d) + avs.append(av) + avs = np.array(avs) + + if reduce_channels: + avs = avs[no_of_traces:-1:no_of_traces, :] # select + traces = [] + channel = math.ceil(no_of_traces / 2) + for av in avs: + traces.append( + Trace( + ydata=av, + tmin=self.start_time.timestamp(), + deltat=self.delta_t, + station=f"{channel:05d}", + ) + ) + channel += no_of_traces + return traces + + blast.data = avs + return blast + def follow_phase( self, pick_time: datetime, @@ -431,10 +466,12 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: correlate(self.data[pick_channel:]) correlate(self.data[: pick_channel - 1][::-1], direction=-1) - pick_channels = (np.array(pick_channels) + self.start_channel).tolist() + pick_channels = np.array(pick_channels) + self.start_channel return Picks( - channel=pick_channels, time=pick_times, correlation=pick_correlations + channel=pick_channels.tolist(), + time=pick_times, + correlation=pick_correlations, ) def taper(self, alpha: float = 0.05) -> None: diff --git a/lightguide/models/picks.py b/lightguide/models/picks.py index 33d61a4..30de005 100644 --- a/lightguide/models/picks.py +++ b/lightguide/models/picks.py @@ -7,19 +7,23 @@ class Picks(BaseModel): - channel: list[int] = [] - time: list[datetime] = [] + channel: list[int] + time: list[datetime] correlation: list[float] = [] kind: list[int] = [] - def save_picks(self, filename: PathStr): + def save_picks(self, filename: PathStr) -> None: """ Saves picks as a pyrocko markerfile. Args: filename (str): path to filename - channels (list): list of channelnames - times (list of datetimes): list of pick times in datetime-format + """ + marker.save_markers(markers=self.as_markers(), filename=str(filename)) + + def as_markers(self) -> list: + """ + Converts picks object to pyrocko markers """ channels = self.channel times = self.time @@ -30,14 +34,14 @@ def save_picks(self, filename: PathStr): markers = [] for ch, ptime, kind in zip(channels, times, kinds): - nslc_id = [("DAS", "%05d" % ch, "", "")] + nslc_id = [("", "%05d" % ch, "", "")] tmin = ptime.timestamp() m = marker.Marker(nslc_ids=nslc_id, tmin=tmin, tmax=tmin, kind=kind) markers.append(m) - marker.save_markers(markers=markers, filename=str(filename)) + return markers @classmethod - def from_pyrocko_picks(cls, filename: PathStr): + def from_pyrocko_picks(cls, filename: PathStr) -> "Picks": """ Loads pyrocko picks from file. @@ -50,5 +54,3 @@ def from_pyrocko_picks(cls, filename: PathStr): kinds = [m.kind for m in markers] return Picks(channel=channels, time=times, kind=kinds) - - # def plot () From ad81ef02b23baa132e0c102dbf90772e5e5a3e78 Mon Sep 17 00:00:00 2001 From: juleluj Date: Mon, 22 May 2023 12:03:28 +0200 Subject: [PATCH 09/12] added compatibility/conversion with obspy & snuffler added trace management (delete,reduce traces) via 'channel_list' --- lightguide/blast.py | 131 +++++++++++++++++++++++++++++++------------- 1 file changed, 92 insertions(+), 39 deletions(-) diff --git a/lightguide/blast.py b/lightguide/blast.py index 7d724b5..8536661 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -5,7 +5,6 @@ from copy import deepcopy from datetime import datetime, timedelta, timezone from functools import wraps -import math from typing import ( TYPE_CHECKING, Any, @@ -22,10 +21,11 @@ import numpy as np from matplotlib import colors, dates from matplotlib.colors import Colormap -from pyrocko import io, marker +from pyrocko import io, pile, obspy_compat, trace from pyrocko.trace import Trace from scipy import signal import re +import math from lightguide.utils import PathStr from lightguide.models.picks import * @@ -62,6 +62,7 @@ class Blast: start_channel: int channel_spacing: float + channel_list: np.ndarray def __init__( self, @@ -70,6 +71,7 @@ def __init__( sampling_rate: float, start_channel: int = 0, channel_spacing: float = 0.0, + channel_list: list = [], unit: MeasurementUnit = "strain rate", ) -> None: """Create a new blast from NumPy array. @@ -96,6 +98,10 @@ def __init__( self.start_channel = start_channel self.channel_spacing = channel_spacing + self.channel_list = channel_list + + if len(self.channel_list) == 0: + self.channel_list = np.arange(start_channel, len(data), 1) self.processing_flow = [] @@ -117,7 +123,7 @@ def n_channels(self) -> int: @property def end_channel(self) -> int: """End Channel.""" - return self.start_channel + self.n_channels + return self.channel_list[-1] @property def n_samples(self) -> int: @@ -129,18 +135,67 @@ def duration(self) -> float: """Duration in seconds.""" return self.n_samples * self.delta_t + def reduce_channels(self, n: int) -> None: + """Returns sparsed blast containing only every n-th channel""" + self.data = self.data[:-1:n, :] + print(self.data.shape[:]) + self.channel_spacing = self.channel_spacing * n + self.channel_list = self.channel_list[:-1:n] + + def exlude_channel(self, channel) -> None: + """Deletes selected channel, in-place. + Args: + channel (int): number of channel to be removed. + """ + idx = self.get_channel_index(channel, strict=True) + if idx == None: + print(f"#{channel} not in list.") + return self + self.data = np.delete(self.data, idx, 0) + self.channel_list = np.delete(self.channel_list, idx) + + def exlude_channels(self, channels) -> None: + """Deletes channels given in list from blast, in-place.""" + for channel in channels: + self.exlude_channel(channel=channel) + + def get_channel_name(self, channel_index: int) -> int: + """Gets name of channel from it's index as given in channel_list. + Args: + channel_index (int): index of channel of interest. + Returns: + int: Channel name. + """ + return self.channel_list[channel_index] + + def get_channel_index(self, channel: int, strict=False) -> int: + """Finds index of a given channel or channel closest to it and returns it. + Args: + channel (int): Channel name. + strict (bool): if False, return channel closest to channel + Returns: + int: channel index + """ + channels = self.channel_list + idx = (np.abs(channels - channel)).argmin() + # idx = np.searchsorted(channels, channel, side="left") # maybe faster?? + if channels[idx] == channel: + return idx + elif strict == False: + print(f"#{channel} not in channel list. #{channels[idx]} is used instead.") + return idx + return None + def get_trace(self, channel: int) -> np.ndarray: """Get data from a singular channel. Args: - channel (int): Channel number. + channel (int): Channel name. Returns: np.ndarray: 1D Trace. """ - if not self.start_channel <= channel < self.end_channel: - raise ValueError(f"Channel {channel} is out of bounds") - return self.data[channel - self.start_channel] + return self.data[self.get_channel_index(channel)] def _time_to_sample(self, time: datetime) -> int: """Get sample index for a time. @@ -328,39 +383,14 @@ def afk_filter( normalize_power=normalize_power, ) - def average_traces(self, no_of_traces, reduce_channels=False): - """Average over number of neighbouring traces. + def average_traces(self, no_of_traces) -> Blast: + """Average over number of neighbouring traces, in place. Args: no_of_traces (int): number of channels to be used for averaging - reduce_channels (bool): if True: returns list of averaged traces with no overlap (i.e. if no_of_traces=10, reurns traces 5,15,25...) """ - blast = self.copy() - avs = [] - d = deque(maxlen=no_of_traces) - for tr in blast.as_traces(): - d.append(tr.ydata) - av = np.sum(d, axis=0) / len(d) - avs.append(av) - avs = np.array(avs) - - if reduce_channels: - avs = avs[no_of_traces:-1:no_of_traces, :] # select - traces = [] - channel = math.ceil(no_of_traces / 2) - for av in avs: - traces.append( - Trace( - ydata=av, - tmin=self.start_time.timestamp(), - deltat=self.delta_t, - station=f"{channel:05d}", - ) - ) - channel += no_of_traces - return traces - - blast.data = avs - return blast + kernel = np.ones(shape=(no_of_traces, 1)) / no_of_traces + avs = signal.fftconvolve(self.data, kernel, mode="valid") + self.data = avs def follow_phase( self, @@ -514,7 +544,10 @@ def trim_channels(self, begin: int = 0, end: int = -1) -> Blast: Blast: Trimmed Blast. """ blast = self.copy() + begin = blast.get_channel_index(begin, strict=False) + end = blast.get_channel_index(end, strict=False) blast.start_channel += begin + blast.channel_list = blast.channel_list[begin:end] blast.data = blast.data[begin:end] return blast @@ -736,6 +769,20 @@ def as_traces(self) -> list[Trace]: ) return traces + def to_obspy_stream(self): + """Converts blast to an obspy stream + + Returns: + Obspy stream containing traces of blast. + """ + p = pile.Pile() + p.add(self.as_traces()) + return obspy_compat.to_obspy_stream(p) + + def snuffle(self, **kwargs) -> None: + """Show traces of blast in a snuffler window.""" + trace.snuffle(self.as_traces(), **kwargs) + @classmethod def from_pyrocko(cls, traces: list[Trace], channel_spacing: float = 4.0) -> Blast: """Create Blast from a list of Pyrocko traces. @@ -755,6 +802,7 @@ def from_pyrocko(cls, traces: list[Trace], channel_spacing: float = 4.0) -> Blas raise ValueError("Empty list of traces") traces = sorted(traces, key=lambda tr: int(re.sub(r"\D", "", tr.station))) + channel_list = np.array([int(re.sub(r"\D", "", tr.station)) for tr in traces]) ntraces = len(traces) tmin = set() @@ -785,8 +833,10 @@ def from_pyrocko(cls, traces: list[Trace], channel_spacing: float = 4.0) -> Blas data=data, start_time=datetime.fromtimestamp(tmin.pop(), tz=timezone.utc), sampling_rate=int(1.0 / delta_t.pop()), - start_channel=min(int(re.sub(r"\D", "", tr.station)) for tr in traces), + # start_channel=min(int(re.sub(r"\D", "", tr.station)) for tr in traces), + start_channel=channel_list[0], channel_spacing=channel_spacing, + channel_list=channel_list, ) @classmethod @@ -804,7 +854,10 @@ def from_miniseed(cls, file: PathStr, channel_spacing: float = 4.0) -> Blast: from pyrocko import io traces = io.load(str(file), format="mseed") - return cls.from_pyrocko(traces, channel_spacing=channel_spacing) + return cls.from_pyrocko( + traces, + channel_spacing=channel_spacing, + ) TFun = TypeVar("TFun", bound=Callable[..., Any]) From ea84b672d0d30f8129cc75a4464f550475ae6e43 Mon Sep 17 00:00:00 2001 From: juleluj Date: Wed, 31 May 2023 16:31:12 +0200 Subject: [PATCH 10/12] fixed problems in channel handling added co-author --- README.md | 2 +- lightguide/blast.py | 32 +++++++++++++++++--------------- pyproject.toml | 3 ++- 3 files changed, 20 insertions(+), 17 deletions(-) diff --git a/README.md b/README.md index be29a91..944a0ec 100644 --- a/README.md +++ b/README.md @@ -104,4 +104,4 @@ pre-commit install Contribution and merge requests by the community are welcome! -Lightguide was written by Marius Paul Isken and is licensed under the GNU GENERAL PUBLIC LICENSE v3. +Lightguide was written by Marius Paul Isken and Juliane Starke and is licensed under the GNU GENERAL PUBLIC LICENSE v3. diff --git a/lightguide/blast.py b/lightguide/blast.py index 8536661..cbae981 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -138,7 +138,6 @@ def duration(self) -> float: def reduce_channels(self, n: int) -> None: """Returns sparsed blast containing only every n-th channel""" self.data = self.data[:-1:n, :] - print(self.data.shape[:]) self.channel_spacing = self.channel_spacing * n self.channel_list = self.channel_list[:-1:n] @@ -149,7 +148,7 @@ def exlude_channel(self, channel) -> None: """ idx = self.get_channel_index(channel, strict=True) if idx == None: - print(f"#{channel} not in list.") + print(f"#{channel} not in range.") return self self.data = np.delete(self.data, idx, 0) self.channel_list = np.delete(self.channel_list, idx) @@ -168,7 +167,7 @@ def get_channel_name(self, channel_index: int) -> int: """ return self.channel_list[channel_index] - def get_channel_index(self, channel: int, strict=False) -> int: + def get_channel_index(self, channel: int, strict=True) -> int: """Finds index of a given channel or channel closest to it and returns it. Args: channel (int): Channel name. @@ -182,9 +181,11 @@ def get_channel_index(self, channel: int, strict=False) -> int: if channels[idx] == channel: return idx elif strict == False: - print(f"#{channel} not in channel list. #{channels[idx]} is used instead.") return idx - return None + else: + raise ValueError( + f"#{channel} not in channel list. To get closest channel (#{channels[idx]}) set 'strict==False'." + ) def get_trace(self, channel: int) -> np.ndarray: """Get data from a singular channel. @@ -435,8 +436,6 @@ def follow_phase( if isinstance(window_size, int): window_size = (window_size, window_size) - pick_channel -= self.start_channel - root_idx = self._time_to_sample(pick_time) # Ensure the window is odd-sized with the pick in center. @@ -482,7 +481,7 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: continue pick_times.append(phase_time) - pick_channels.append(pick_channel + ichannel * direction) + pick_channels.append(pick_channel_idx + ichannel * direction) pick_correlations.append(phase_correlation) template = trace[ @@ -493,13 +492,16 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: template_stack.append(template) index = phase_idx - correlate(self.data[pick_channel:]) - correlate(self.data[: pick_channel - 1][::-1], direction=-1) + pick_channel_idx = self.get_channel_index(pick_channel) + correlate(self.data[pick_channel_idx:]) + correlate(self.data[: pick_channel_idx - 1][::-1], direction=-1) - pick_channels = np.array(pick_channels) + self.start_channel + channels = [] + for idx in pick_channels: + channels.append(self.get_channel_name(idx)) return Picks( - channel=pick_channels.tolist(), + channel=channels, time=pick_times, correlation=pick_correlations, ) @@ -757,11 +759,11 @@ def as_traces(self) -> list[Trace]: """ traces = [] - for icha in range(self.n_channels): - channel = icha + self.start_channel + for icha, data in enumerate(self.data): + channel = self.channel_list[icha] traces.append( Trace( - ydata=self.data[icha], + ydata=data, tmin=self.start_time.timestamp(), deltat=self.delta_t, station=f"{channel:05d}", diff --git a/pyproject.toml b/pyproject.toml index 5dfa890..a15ab9b 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -11,7 +11,8 @@ name = "lightguide" description = "Tools for distributed acoustic sensing and modelling." dynamic = ["version"] requires-python = ">=3.8" -authors = [{ name = "Marius Paul Isken" }, { email = "mi@gfz-potsdam.de" }] +authors = [{ name = "Marius Paul Isken" }, { email = "mi@gfz-potsdam.de" }, +{ name = "Juliane Starke" }, { email = "justarke@gfz-potsdam.de" }] keywords = [ "distributed acoustic sensing", "DAS", From 3cb2de21d84c283ba027258987c775dd7cf56848 Mon Sep 17 00:00:00 2001 From: juleluj Date: Wed, 16 Aug 2023 15:12:34 +0200 Subject: [PATCH 11/12] -blast.py improved phase follower: initial pick is lightguide picks object correlation window of trace has twice the length of template window added ability to plot picks of blast directly -picks.py add/join multiple picks objects sort picks object by attriute -3-event-analysis.ipynb updated examples as phase follower uses different pick format added example of blast/trace visualization --- examples/3-event-analysis.ipynb | 96 +++++++---- lightguide/blast.py | 284 ++++++++++++++++++++++++-------- lightguide/models/picks.py | 92 +++++++++-- 3 files changed, 363 insertions(+), 109 deletions(-) diff --git a/examples/3-event-analysis.ipynb b/examples/3-event-analysis.ipynb index 0e828f5..362d64b 100644 --- a/examples/3-event-analysis.ipynb +++ b/examples/3-event-analysis.ipynb @@ -32,12 +32,12 @@ }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 83, "metadata": {}, "outputs": [ { "data": { - "image/jpeg": 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"text/plain": [ "
" ] @@ -51,6 +51,7 @@ "import matplotlib.pyplot as plt\n", "from datetime import timedelta\n", "from lightguide.client import ExampleData\n", + "from lightguide.blast import *\n", "\n", "# This will download example data\n", "blast = ExampleData.vsp_shot()\n", @@ -61,17 +62,16 @@ "blast.lowpass(70.0)\n", "blast.afk_filter()\n", "\n", - "pick_time = blast.start_time + timedelta(seconds=0.377)\n", - "pick_channel = 350\n", + "pick_time = blast.start_time + timedelta(seconds=0.359)\n", + "pick = Picks(channel=[350],time = [pick_time],phase=['P'],kind=[1])\n", "\n", "# Follow the phase from initial pick\n", "picks = blast.follow_phase(\n", - " pick_time,\n", - " pick_channel,\n", - " window_size=80,\n", - " max_shift=20,\n", - " threshold=1e-3,\n", - " template_stacks=6,\n", + " picks=pick,\n", + " window_size=(50,100),\n", + " max_shift=100,\n", + " threshold=0.05,\n", + " template_stacks=15,\n", ")\n", "\n", "fig = plt.figure(figsize=(12, 6))\n", @@ -82,7 +82,7 @@ "cbar = plt.colorbar(sc)\n", "cbar.set_label(\"pick correlation\")\n", "# # Plot initial pick\n", - "ax.scatter(pick_channel, pick_time, marker=\"x\", c=\"k\");" + "ax.scatter(pick.channel, pick.time, marker=\"x\", c=\"k\");" ] }, { @@ -103,6 +103,39 @@ "picks.save_picks(filename=filename)" ] }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A blast (and the calculated picks) can also be visualized in the snuffler waveform browser or the built-in plot function." + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "metadata": {}, + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# merge initial pick with picks from phase follow\n", + "picks_joined = picks.add(picks=pick)\n", + "# built-in plot\n", + "blast.plot(picks=picks_joined,cmap='binary')\n", + "# snuffler\n", + "blast.snuffle(markers=picks_joined.as_markers())\n" + ] + }, { "attachments": {}, "cell_type": "markdown", @@ -113,12 +146,12 @@ }, { "cell_type": "code", - "execution_count": 52, + "execution_count": 73, "metadata": {}, "outputs": [ { "data": { - "image/jpeg": 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", "text/plain": [ "
" ] @@ -131,6 +164,7 @@ "from lightguide.client import ExampleData\n", "from datetime import timedelta\n", "import matplotlib.pyplot as plt\n", + "from lightguide.blast import *\n", "\n", "# (down)load data\n", "blast = ExampleData.icequake()\n", @@ -141,29 +175,23 @@ "blast.lowpass(70.0)\n", "blast.afk_filter()\n", "\n", - "pick_time1 = blast.start_time + timedelta(seconds=0.291)\n", + "# define pick times\n", + "pick_time1 = blast.start_time + timedelta(seconds=0.288)\n", "pick_time2 = blast.start_time + timedelta(seconds=0.551)\n", - "\n", - "pick_channel = 357\n", - "template_stacks = 8\n", + "pick1 = Picks(channel=[365],time = [pick_time1],phase=['P'])\n", + "pick2 = Picks(channel=[365],time = [pick_time2],phase=['P'])\n", "\n", "# Follow the phase from initial pick\n", - "picks1 = blast.follow_phase(\n", - " pick_time=pick_time1,\n", - " pick_channel=pick_channel,\n", - " window_size=50,\n", - " max_shift=15,\n", - " threshold=1e-8,\n", - " template_stacks=template_stacks,\n", + "picks1 = blast.follow_phase(picks=pick1,\n", + " window_size=20,\n", + " max_shift=10,\n", + " threshold=0.69,\n", + " template_stacks=8,\n", ")\n", - "\n", - "picks2 = blast.follow_phase(\n", - " pick_time=pick_time2,\n", - " pick_channel=pick_channel,\n", - " window_size=50,\n", + "picks2 = blast.follow_phase(picks=pick2,\n", + " window_size=20,\n", " max_shift=10,\n", - " threshold=1e-8,\n", - " template_stacks=template_stacks,\n", + " template_stacks=8,\n", ")\n", "\n", "fig = plt.figure(figsize=(12, 6))\n", @@ -176,8 +204,8 @@ "cbar = plt.colorbar(sc1)\n", "cbar.set_label(\"pick correlation 1\")\n", "# Plot initial pick\n", - "ax.scatter(pick_channel, pick_time1, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time1,'1',size=16,c=\"k\")\n", - "ax.scatter(pick_channel, pick_time2, marker=\"x\", c=\"k\"),ax.text(pick_channel, pick_time2,'2',size=16,c=\"k\");" + "ax.scatter(pick1.channel, pick1.time, marker=\"x\", c=\"k\"),ax.text(pick1.channel[0], pick1.time[0],'1',size=16,c=\"k\")\n", + "ax.scatter(pick2.channel, pick2.time, marker=\"x\", c=\"k\"),ax.text(pick2.channel[0], pick2.time[0],'2',size=16,c=\"k\");" ] } ], @@ -197,7 +225,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.10.12" }, "orig_nbformat": 4 }, diff --git a/lightguide/blast.py b/lightguide/blast.py index cbae981..be676f9 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -23,7 +23,7 @@ from matplotlib.colors import Colormap from pyrocko import io, pile, obspy_compat, trace from pyrocko.trace import Trace -from scipy import signal +from scipy import ndimage, signal import re import math @@ -358,6 +358,21 @@ def bandpass( else: self.data = signal.sosfilt(sos, self.data, axis=1) + def wiener_filter(self, size: int = 5): + """Apply Wiener filter in-place. + Args: + size (int, optional): Size of the footprint. Defaults to 5. + """ + self.data = signal.wiener(self.data, mysize=size) + + def median_filter(self, size: int = 3) -> None: + """Apply median filter in-place. + Args: + size (int, optional): Footprint of the filter. + Defaults to 3. + """ + self.data = ndimage.median_filter(self.data, size=size) + def afk_filter( self, exponent: float = 0.8, @@ -395,12 +410,13 @@ def average_traces(self, no_of_traces) -> Blast: def follow_phase( self, - pick_time: datetime, - pick_channel: int, + picks: Picks, window_size: int | tuple[int, int] = 50, threshold: float = 5e-1, max_shift: int = 20, template_stacks: int = 1, + taper: bool = False, + correlation_mode="same", ) -> tuple[np.ndarray, list[datetime], np.ndarray]: """Follow a phase pick through a Blast. @@ -408,15 +424,14 @@ def follow_phase( phase through iterative cross-correlation of neighboring traces: 1. Get windowed root pick template. - 2. Calculate normalized cross correlate with downwards neighbor. + 2. Calculate normalized cross correlate with downwards neighbor (window of data trace is twice as long as template for correlation). 3. Evaluate maximum x-correlation in allowed window (max_shift). 4. Update template trace and go to 2. 4a. if template_stacks > 1: stack templates for correlation to stabilize 5. Repeat for upward neighbors. Args: - pick_time (datetime): Initial pick in the data set. - pick_channel (int): Corresponding channel for the initial pick. + picks (Picks): Lightguide Picks object containing the 'seeds' for the correlation. If more than one pick time is given a phase will be followed up to the channel positioned in the middle of two seed picks. window_size (int | tuple[int, int], optional): Window size around the pick for the correlation template. If an integer is given it is the half-width. A Tuple gives pre- and post-windows. Defaults to 50. @@ -428,6 +443,8 @@ def follow_phase( i.e. a single trace. Stacking close to root template is limited by the distance to the root template. + taper (bool) = False: taper trace & template before correlating + correlation_mode (str): choose numpy correlation mode valid arguments are 'same','full' & 'valid' Returns: tuple[np.ndarray, list[datetime], np.ndarray]: Tuple of channel number, @@ -436,74 +453,170 @@ def follow_phase( if isinstance(window_size, int): window_size = (window_size, window_size) - root_idx = self._time_to_sample(pick_time) - - # Ensure the window is odd-sized with the pick in center. - root_template = self.get_trace(pick_channel)[ - root_idx - window_size[0] : root_idx + window_size[1] + 1 - ].copy() - template_taper = signal.windows.tukey(root_template.size, alpha=0.1) + picks.sort_by(attribute="channel") + # select only pics that are in channel list + inlist = np.where(np.isin(picks.channel, self.channel_list)) + for attr, values in picks: + if len(values) == 0: + continue + newvals = [] + for idx in inlist[0]: + newvals.append(values[idx]) + setattr(picks, attr, newvals) + # set phase name to 'P' if not determined otherwise in first pick in list + if picks.phase[0] == []: + phase = ["P"] + else: + phase = [picks.phase[0]] + # empty lists to store results pick_channels, pick_times, pick_correlations = [], [], [] - def prepare_template(data: Deque[np.ndarray]) -> np.ndarray: - data = np.mean(data, axis=0) - return data * template_taper - - def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: - template = root_template.copy() - template_stack: Deque[np.ndarray] = deque( - [np.array(template)], maxlen=template_stacks - ) - - index = root_idx - for ichannel, trace in enumerate(data): - template = prepare_template(template_stack) - norm = np.sqrt(np.sum(template**2)) * np.sqrt(np.sum(trace**2)) - correlation = np.correlate(trace, template, mode="same") - correlation = np.abs(correlation / norm) - - # Take maximum only in allowed window - phase_idx = ( - np.argmax(correlation[index - max_shift : index + max_shift + 1]) - + index - - max_shift - ) - - phase_correlation = correlation[phase_idx] - phase_time = self._sample_to_time(int(phase_idx)) + # set up deque to find indexes for correlation windows (if more than one pick time is given) + first_channel = self.channel_list[0] + chs = [value for value in picks.channel if value in self.channel_list] + d = deque([first_channel, first_channel, first_channel], maxlen=3) + + # loop over all seeds + for i in range(0, len(chs)): + if i == len(chs) - 1: # fill deque with right inex numbers + d.append(chs[i]) + d.append(self.channel_list[-1]) + else: + d.append(chs[i]) + d.append(int((chs[i] + chs[i + 1]) / 2)) + + try: + sta_idx = self.get_channel_index(d[0]) + sto_idx = self.get_channel_index(d[2]) + except: + continue - if phase_correlation < threshold: - continue + # get seed pick times and channel + pick_channel = picks.channel[i] + pick_time = picks.time[i] - # Avoid the edges - if not window_size[0] < phase_idx < self.n_samples - window_size[1]: - continue + root_idx_abs = self._time_to_sample(pick_time) - pick_times.append(phase_time) - pick_channels.append(pick_channel_idx + ichannel * direction) - pick_correlations.append(phase_correlation) + root_template = self.get_trace(pick_channel)[ + root_idx_abs - window_size[0] : root_idx_abs + window_size[1] + 1 + ].copy() - template = trace[ - phase_idx - window_size[0] : phase_idx + window_size[1] + 1 - ].copy() + if taper: # apply taper, if True + template_taper = signal.windows.tukey(root_template.size, alpha=0.1) + trace_taper = signal.windows.tukey( + root_template.size + window_size[0] + window_size[1], alpha=0.1 + ) + else: + template_taper = np.ones(root_template.size) + trace_taper = np.ones( + root_template.size + window_size[0] + window_size[1] + ) - # stacking - template_stack.append(template) - index = phase_idx + def prepare_template(data: Deque[np.ndarray]) -> np.ndarray: + data = np.mean(data, axis=0) + return data * template_taper - pick_channel_idx = self.get_channel_index(pick_channel) - correlate(self.data[pick_channel_idx:]) - correlate(self.data[: pick_channel_idx - 1][::-1], direction=-1) + def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: + template = root_template.copy() + template_stack: Deque[np.ndarray] = deque( + [np.array(template)], maxlen=template_stacks + ) - channels = [] - for idx in pick_channels: - channels.append(self.get_channel_name(idx)) + # set up a padding tuple in case correlation window reaches end of trace, traec will be padded with zeros + padding = (0, 0) + pick_idx_abs = root_idx_abs # absolute index of first pick + for ichannel, trace in enumerate(data): + template = prepare_template(template_stack) + + # select window of interest + if padding[0] > 0: + tr = trace[ + pick_idx_abs + - 2 * window_size[0] + + padding[0] : pick_idx_abs + + 2 * window_size[1] + + 1 + ] + tr = np.insert(tr, 0, np.zeros(padding[0])) + elif padding[1] > 0: + tr = trace[ + pick_idx_abs + - 2 * window_size[0] : pick_idx_abs + + 2 * window_size[1] + + 1 + - padding[1] + ] + tr = np.append(tr, np.zeros(padding[1])) + else: + tr = trace[ + pick_idx_abs + - 2 * window_size[0] : pick_idx_abs + + 2 * window_size[1] + + 1 + ] + tr = tr * trace_taper + + # correlate traces normalize them and find lag time + norm = np.sqrt(np.sum(template**2)) * np.sqrt(np.sum(tr**2)) + correlation = np.correlate(tr, template, mode=correlation_mode) + correlation = np.abs(correlation / norm) + lags = signal.correlation_lags( + tr.size, template.size, mode=correlation_mode + ) + max_corr_idx = np.argmax(correlation) + lag = lags[max_corr_idx] + temp_idx = lag + window_size[0] + temp_idx_abs = pick_idx_abs - 2 * window_size[0] + temp_idx + + phase_correlation = correlation[max_corr_idx] + if phase_correlation < threshold: + continue + + # Avoid the edges + if (temp_idx_abs - 2 * window_size[0]) < 0: + print("Trace too short! Zero padding in front.") + print(pick_channel_idx + ichannel * direction) + padding = (temp_idx_abs - 2 * window_size[0], 0) + elif (temp_idx_abs + 2 * window_size[1]) > len(trace): + padding = (0, len(trace) - temp_idx_abs + 2 * window_size[1]) + print("Trace too short! Zero padding in end.") + print(pick_channel_idx + ichannel * direction) + + # set new absolute pick index if it is within max shift + if (pick_idx_abs - temp_idx_abs) < max_shift: + pick_idx_abs = temp_idx_abs + + phase_time = self._sample_to_time(int(pick_idx_abs)) + pick_times.append(phase_time) + pick_channels.append(pick_channel_idx + ichannel * direction) + pick_correlations.append(phase_correlation) + + # update template + template = trace[ + pick_idx_abs + - window_size[0] : pick_idx_abs + + window_size[1] + + 1 + ] + + template_stack.append(template) + + pick_channel_idx = self.get_channel_index(pick_channel) + correlate(self.data[pick_channel_idx:sto_idx]) + correlate(self.data[sta_idx : (pick_channel_idx + 1)][::-1], direction=-1) + + channels = [] + for idx in pick_channels: + channels.append(self.get_channel_name(idx)) + + phase = phase * len(pick_times) return Picks( channel=channels, time=pick_times, correlation=pick_correlations, + phase=phase, ) def taper(self, alpha: float = 0.05) -> None: @@ -576,13 +689,23 @@ def trim_time(self, begin: float = 0.0, end: float = -1.0) -> Blast: blast.start_time += timedelta(seconds=begin) return blast - def trim_from_picks(self, picks: Picks, time_window: int = 1): - """Trims channels to a given time window after a pick time. + def trim_from_picks( + self, picks: Picks, time_window: int | tuple[int, int] = 1 + ) -> list[Trace]: + """Trims channels to a time window defined around a given pick time. Args: picks (Picks): - time_window (int): time window after pick + time_window (int|tuple): Window size [s] around the pick. If an integer is given + only time window after pick is chosen. A Tuple gives pre- and post-windows. + Default is to 1 s post window. + + Returns: + List: of trimmed pyrocko traces """ + if not isinstance(time_window, tuple): + time_window = (0, time_window) + blast = self.copy() blast = blast.as_traces() @@ -594,12 +717,13 @@ def trim_from_picks(self, picks: Picks, time_window: int = 1): time = time.timestamp() # find channel tr = next((x for x in blast if int(x.station) == channel), None) - + if tr == None: + continue # check if marker is in time range of trace if not tr.time_span[0] <= time <= tr.time_span[1]: continue - trchop = tr.chop(tmin=time, tmax=time + time_window) + trchop = tr.chop(tmin=time - time_window[0], tmax=time + time_window[1]) trimmed_traces.append(trchop) return trimmed_traces @@ -675,6 +799,7 @@ def plot( cmap: str | Colormap = "seismic", show_date: bool = False, show_channel: bool = False, + picks: Picks = None, ) -> image.AxesImage: """Plot data of the blast. @@ -715,12 +840,41 @@ def plot( img = ax.imshow( data.T, aspect="auto", - # interpolation="nearest", + interpolation="nearest", cmap=cmap, extent=extent, norm=colors.CenteredNorm(), ) + def plot_picks(ax, picks): + # marker kind specifiying color + colours = { + 0: "r", + 1: "lightgreen", + 2: "b", + 3: "plum", + 4: "brown", + 5: "y", + 6: "grey", + } + if show_channel: + ch = picks.channel + else: + ch = [c * d_channel for c in picks.channel] + if show_date: + tt = picks.time + else: + tt = [self._time_to_sample(t) * self.delta_t for t in picks.time] + + if len(picks.kind) > 0: + c = [colours[k] for k in picks.kind] + else: + c = "k" + ax.scatter(ch, tt, marker="x", c=c) + + if picks != None: + plot_picks(ax=ax, picks=picks) + ax.set_ylabel("Time [s]") if show_date: ax.set_ylabel("Time UTC") diff --git a/lightguide/models/picks.py b/lightguide/models/picks.py index 30de005..da14431 100644 --- a/lightguide/models/picks.py +++ b/lightguide/models/picks.py @@ -2,7 +2,7 @@ from typing import List, Tuple, Dict from datetime import datetime from pyrocko import marker - +import numpy as np from lightguide.utils import PathStr @@ -11,6 +11,7 @@ class Picks(BaseModel): time: list[datetime] correlation: list[float] = [] kind: list[int] = [] + phase: list[str] = [] def save_picks(self, filename: PathStr) -> None: """ @@ -21,36 +22,107 @@ def save_picks(self, filename: PathStr) -> None: """ marker.save_markers(markers=self.as_markers(), filename=str(filename)) - def as_markers(self) -> list: + def add(self, picks) -> "Picks": + """Adds picks to existing picks object and returns new pick. + Args: + picks (Picks): picks to add + """ + mlist = self.as_markers() + mlist.extend(picks.as_markers()) + return Picks.from_pyrocko_markers(mlist) + + def as_markers(self) -> list[marker.PhaseMarker]: """ - Converts picks object to pyrocko markers + Converts picks object to pyrocko markers. """ channels = self.channel times = self.time kinds = self.kind + phases = self.phase if not self.kind: kinds = [0] * len(channels) + if not self.phase: + phases = [""] * len(channels) markers = [] - for ch, ptime, kind in zip(channels, times, kinds): + for ch, ptime, kind, phase in zip(channels, times, kinds, phases): nslc_id = [("", "%05d" % ch, "", "")] tmin = ptime.timestamp() - m = marker.Marker(nslc_ids=nslc_id, tmin=tmin, tmax=tmin, kind=kind) + m = marker.PhaseMarker( + nslc_ids=nslc_id, tmin=tmin, tmax=tmin, kind=kind, phasename=phase + ) markers.append(m) return markers + def as_array(self): + """ + Transforms Picks lists into numpy array. + """ + N = len(self.channel) + temp = [] + for _, values in self: + if len(values) > 0: + temp.append(values) + else: + temp.append(N * [None]) + return np.transpose(np.asarray(temp)) + + # @classmethod + def sort_by(self, attribute: str = "channel", reverse: bool = False): + """ + Sort Picks by a given attribute, in place. Default: sorting by channel number. + + Args: + attribute (str): attribute to be sorted by, default: channel (number). Options: 'channel', 'time','correlation','kind','phase' + reverse (bool): sorting reversed or normal, default: False + Returns: + self: sorted by given criteria + """ + # find column index of attribute to be sorted by + for i, (attr, _) in enumerate(self): + if attr == attribute: + col = i + + # convert to array & check if attribute is specified + temp = self.as_array() + if temp[0, col] == None: + print("Attribute not specified. Default: sorting by channel.") + col = 0 + # do the sorting + temp = temp[temp[:, col].argsort()] + if reverse == True: + temp = temp[::-1] + + # update entries of picks object + for i, (attr, _) in enumerate(self): + if temp[0, i] == None: + setattr(self, attr, []) + else: + setattr(self, attr, list(temp[:, i])) + @classmethod - def from_pyrocko_picks(cls, filename: PathStr) -> "Picks": + def from_pyrocko_markers(cls, markers: List) -> "Picks": """ - Loads pyrocko picks from file. + Converts list of pyrocko markers to a Picks object Agrs: - filename (str): filename to read + markers (list): list of pyrocko markers """ - markers = marker.load_markers(filename) channels = ["%05d" % int(m.nslc_ids[0][1]) for m in markers] times = [m.tmin for m in markers] kinds = [m.kind for m in markers] + phases = [m._phasename for m in markers] + + return Picks(channel=channels, time=times, kind=kinds, phase=phases) + + @classmethod + def from_pyrocko_picks(cls, filename: PathStr) -> "Picks": + """ + Loads pyrocko picks from file. - return Picks(channel=channels, time=times, kind=kinds) + Agrs: + filename (str): filename to read + """ + markers = marker.load_markers(filename) + return Picks.from_pyrocko_markers(markers=markers) From 14502b2e8d5b40fe5aa0addbbd69eced3c41d62a Mon Sep 17 00:00:00 2001 From: juleluj Date: Thu, 24 Aug 2023 15:24:19 +0200 Subject: [PATCH 12/12] added function to get times of pick at channel --- Cargo.lock | 2 +- lightguide/blast.py | 2 +- lightguide/models/picks.py | 15 +++++++++++++++ 3 files changed, 17 insertions(+), 2 deletions(-) diff --git a/Cargo.lock b/Cargo.lock index 325cc11..da1c37a 100644 --- a/Cargo.lock +++ b/Cargo.lock @@ -250,7 +250,7 @@ checksum = "3304a64d199bb964be99741b7a14d26972741915b3649639149b2479bb46f4b5" [[package]] name = "lightguide" -version = "0.2.1" +version = "0.4.0" dependencies = [ "fftw", "ndarray 0.15.6", diff --git a/lightguide/blast.py b/lightguide/blast.py index be676f9..c07c562 100644 --- a/lightguide/blast.py +++ b/lightguide/blast.py @@ -584,7 +584,7 @@ def correlate(data: np.ndarray, direction: Literal[1, -1] = 1) -> None: print(pick_channel_idx + ichannel * direction) # set new absolute pick index if it is within max shift - if (pick_idx_abs - temp_idx_abs) < max_shift: + if abs(pick_idx_abs - temp_idx_abs) < max_shift: pick_idx_abs = temp_idx_abs phase_time = self._sample_to_time(int(pick_idx_abs)) diff --git a/lightguide/models/picks.py b/lightguide/models/picks.py index da14431..beb7b1d 100644 --- a/lightguide/models/picks.py +++ b/lightguide/models/picks.py @@ -101,6 +101,21 @@ def sort_by(self, attribute: str = "channel", reverse: bool = False): else: setattr(self, attr, list(temp[:, i])) + def get_picktime(self, channel: int) -> datetime | None: + """ + Returns time of pick of a selected channel (first occurence). + + Args: + channel (int): name of channel + Returns: + pick time (datetime| None): pick time at channel (first occurence in list) of channel not in list, returns none + """ + try: + idx = self.channel.index(channel) + return self.time[idx] + except: + return None + @classmethod def from_pyrocko_markers(cls, markers: List) -> "Picks": """