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authorKevin DuBois <kevindubois@google.com>2017-10-04 10:33:08 -0700
committerKevin DuBois <kevindubois@google.com>2017-10-13 09:53:49 -0700
commitbc3a1b5f1267d7634767b576f0c3158d8677946a (patch)
tree1b84d0f482a003d436977796cde4ba466c8d3555
parentb45fa6bd4f8b145334fb6f7a56327a63d0315634 (diff)
downloadlisa-bc3a1b5f1267d7634767b576f0c3158d8677946a.tar.gz
libs/utils: add frequency plotting for peripheral clocks
Allows the plotting of clocks using the linux common clock tracing infrastructure tracing. Chart shows the periods the clock is on or off, as well as frequency information. Fixes: 67362103 Test: run examples/android/workloads/Android_YouTube.ipynb, which Test: now has a plotPeripheralFrequencies() example Change-Id: I67b278d2ee4920dc8a8abccaff311dd2044180c9
-rw-r--r--ipynb/examples/android/workloads/Android_YouTube.ipynb225
-rw-r--r--libs/utils/analysis/frequency_analysis.py121
2 files changed, 264 insertions, 82 deletions
diff --git a/ipynb/examples/android/workloads/Android_YouTube.ipynb b/ipynb/examples/android/workloads/Android_YouTube.ipynb
index 7c745c0..52baa93 100644
--- a/ipynb/examples/android/workloads/Android_YouTube.ipynb
+++ b/ipynb/examples/android/workloads/Android_YouTube.ipynb
@@ -12,16 +12,14 @@
{
"cell_type": "code",
"execution_count": 1,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2017-03-06 12:02:24,343 INFO : root : Using LISA logging configuration:\n",
- "2017-03-06 12:02:24,344 INFO : root : /home/vagrant/lisa/logging.conf\n"
+ "2017-10-11 10:36:05,090 INFO : root : Using LISA logging configuration:\n",
+ "2017-10-11 10:36:05,091 INFO : root : /usr/local/google/home/kevindubois/source/android-master/external/lisa/logging.conf\n"
]
}
],
@@ -33,9 +31,7 @@
{
"cell_type": "code",
"execution_count": 2,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [
{
"name": "stdout",
@@ -43,6 +39,13 @@
"text": [
"Populating the interactive namespace from numpy and matplotlib\n"
]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2017-10-11 10:36:05,606 WARNING : EnergyModel : Unusual max capacity (1023), overriding capacity_scale\n"
+ ]
}
],
"source": [
@@ -85,9 +88,7 @@
{
"cell_type": "code",
"execution_count": 3,
- "metadata": {
- "collapsed": true
- },
+ "metadata": {},
"outputs": [],
"source": [
"def experiment():\n",
@@ -131,9 +132,7 @@
{
"cell_type": "code",
"execution_count": 4,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [],
"source": [
"# Setup target configuration\n",
@@ -168,6 +167,9 @@
" \"sched_load_avg_task\",\n",
" \"cpu_capacity\",\n",
" \"cpu_frequency\",\n",
+ " \"clock_enable\",\n",
+ " \"clock_disable\",\n",
+ " \"clock_set_rate\"\n",
" ],\n",
" \"buffsize\" : 100 * 1024,\n",
" },\n",
@@ -181,7 +183,6 @@
"cell_type": "code",
"execution_count": 5,
"metadata": {
- "collapsed": false,
"scrolled": false
},
"outputs": [
@@ -189,35 +190,42 @@
"name": "stderr",
"output_type": "stream",
"text": [
- "2017-03-06 12:02:29,958 INFO : TestEnv : Using base path: /home/vagrant/lisa\n",
- "2017-03-06 12:02:29,959 INFO : TestEnv : Loading custom (inline) target configuration\n",
- "2017-03-06 12:02:29,960 INFO : TestEnv : External tools using:\n",
- "2017-03-06 12:02:29,960 INFO : TestEnv : ANDROID_HOME: /home/vagrant/lisa/tools/android-sdk-linux/\n",
- "2017-03-06 12:02:29,961 INFO : TestEnv : CATAPULT_HOME: /home/vagrant/lisa/tools/catapult\n",
- "2017-03-06 12:02:29,962 INFO : TestEnv : Devlib modules to load: ['bl', 'cpufreq']\n",
- "2017-03-06 12:02:29,962 INFO : TestEnv : Connecting Android target [FA6A10306347]\n",
- "2017-03-06 12:02:29,963 INFO : TestEnv : Connection settings:\n",
- "2017-03-06 12:02:29,963 INFO : TestEnv : {'device': 'FA6A10306347'}\n",
- "2017-03-06 12:02:30,111 INFO : android : ls command is set to ls -1\n",
- "2017-03-06 12:02:30,715 INFO : TestEnv : Initializing target workdir:\n",
- "2017-03-06 12:02:30,718 INFO : TestEnv : /data/local/tmp/devlib-target\n",
- "2017-03-06 12:02:32,212 INFO : TestEnv : Topology:\n",
- "2017-03-06 12:02:32,213 INFO : TestEnv : [[0, 1], [2, 3]]\n",
- "2017-03-06 12:02:32,336 INFO : TestEnv : Loading default EM:\n",
- "2017-03-06 12:02:32,337 INFO : TestEnv : /home/vagrant/lisa/libs/utils/platforms/pixel.json\n",
- "2017-03-06 12:02:32,883 INFO : TestEnv : Enabled tracepoints:\n",
- "2017-03-06 12:02:32,884 INFO : TestEnv : sched_switch\n",
- "2017-03-06 12:02:32,885 INFO : TestEnv : sched_wakeup\n",
- "2017-03-06 12:02:32,885 INFO : TestEnv : sched_wakeup_new\n",
- "2017-03-06 12:02:32,886 INFO : TestEnv : sched_overutilized\n",
- "2017-03-06 12:02:32,886 INFO : TestEnv : sched_load_avg_cpu\n",
- "2017-03-06 12:02:32,886 INFO : TestEnv : sched_load_avg_task\n",
- "2017-03-06 12:02:32,887 INFO : TestEnv : cpu_capacity\n",
- "2017-03-06 12:02:32,887 INFO : TestEnv : cpu_frequency\n",
- "2017-03-06 12:02:32,888 INFO : TestEnv : Set results folder to:\n",
- "2017-03-06 12:02:32,888 INFO : TestEnv : /home/vagrant/lisa/results/Youtube_example\n",
- "2017-03-06 12:02:32,889 INFO : TestEnv : Experiment results available also in:\n",
- "2017-03-06 12:02:32,889 INFO : TestEnv : /home/vagrant/lisa/results_latest\n"
+ "2017-10-11 10:36:05,662 INFO : TestEnv : Using base path: /usr/local/google/home/kevindubois/source/android-master/external/lisa\n",
+ "2017-10-11 10:36:05,663 INFO : TestEnv : Loading custom (inline) target configuration\n",
+ "2017-10-11 10:36:05,664 INFO : TestEnv : External tools using:\n",
+ "2017-10-11 10:36:05,665 INFO : TestEnv : ANDROID_HOME: /usr/local/google/home/kevindubois/Android/Sdk\n",
+ "2017-10-11 10:36:05,667 INFO : TestEnv : ANDROID_BUILD_TOP: /usr/local/google/home/kevindubois/source/android-master\n",
+ "2017-10-11 10:36:05,668 INFO : TestEnv : TARGET_PRODUCT: taimen\n",
+ "2017-10-11 10:36:05,670 INFO : TestEnv : TARGET_BUILD_VARIANT: eng\n",
+ "2017-10-11 10:36:05,671 INFO : TestEnv : ANDROID_PRODUCT_OUT: /usr/local/google/home/kevindubois/source/android-master/out/target/product/taimen\n",
+ "2017-10-11 10:36:05,672 INFO : TestEnv : DEVICE_LISA_HOME: /usr/local/google/home/kevindubois/source/android-master/device/google/wahoo/lisa/\n",
+ "2017-10-11 10:36:05,674 INFO : TestEnv : CATAPULT_HOME: /usr/local/google/home/kevindubois/source/android-master/external/lisa/../chromium-trace/catapult/\n",
+ "2017-10-11 10:36:05,675 INFO : TestEnv : Devlib modules to load: ['bl', 'cpufreq']\n",
+ "2017-10-11 10:36:05,676 INFO : TestEnv : Connecting Android target [DEFAULT]\n",
+ "2017-10-11 10:36:05,677 INFO : TestEnv : Connection settings:\n",
+ "2017-10-11 10:36:05,679 INFO : TestEnv : None\n",
+ "2017-10-11 10:36:06,382 INFO : TestEnv : Initializing target workdir:\n",
+ "2017-10-11 10:36:06,385 INFO : TestEnv : /data/local/tmp/devlib-target\n",
+ "2017-10-11 10:36:08,005 INFO : TestEnv : Topology:\n",
+ "2017-10-11 10:36:08,007 INFO : TestEnv : [[0, 1, 2, 3], [4, 5, 6, 7]]\n",
+ "2017-10-11 10:36:08,243 INFO : TestEnv : Loading default EM:\n",
+ "2017-10-11 10:36:08,245 INFO : TestEnv : /usr/local/google/home/kevindubois/source/android-master/external/lisa/libs/utils/platforms/pixel.json\n",
+ "2017-10-11 10:36:08,793 INFO : TestEnv : Enabled tracepoints:\n",
+ "2017-10-11 10:36:08,796 INFO : TestEnv : sched_switch\n",
+ "2017-10-11 10:36:08,797 INFO : TestEnv : sched_wakeup\n",
+ "2017-10-11 10:36:08,798 INFO : TestEnv : sched_wakeup_new\n",
+ "2017-10-11 10:36:08,800 INFO : TestEnv : sched_overutilized\n",
+ "2017-10-11 10:36:08,801 INFO : TestEnv : sched_load_avg_cpu\n",
+ "2017-10-11 10:36:08,803 INFO : TestEnv : sched_load_avg_task\n",
+ "2017-10-11 10:36:08,804 INFO : TestEnv : cpu_capacity\n",
+ "2017-10-11 10:36:08,806 INFO : TestEnv : cpu_frequency\n",
+ "2017-10-11 10:36:08,807 INFO : TestEnv : clock_enable\n",
+ "2017-10-11 10:36:08,808 INFO : TestEnv : clock_disable\n",
+ "2017-10-11 10:36:08,810 INFO : TestEnv : clock_set_rate\n",
+ "2017-10-11 10:36:08,811 INFO : TestEnv : Set results folder to:\n",
+ "2017-10-11 10:36:08,813 INFO : TestEnv : /usr/local/google/home/kevindubois/source/android-master/external/lisa/results/Youtube_example\n",
+ "2017-10-11 10:36:08,814 INFO : TestEnv : Experiment results available also in:\n",
+ "2017-10-11 10:36:08,815 INFO : TestEnv : /usr/local/google/home/kevindubois/source/android-master/external/lisa/results_latest\n"
]
}
],
@@ -239,24 +247,25 @@
{
"cell_type": "code",
"execution_count": 6,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2017-03-06 12:02:36,854 INFO : Workload : Supported workloads available on target:\n",
- "2017-03-06 12:02:36,857 INFO : Workload : vellamo, youtube, jankbench, uibench, geekbench\n",
- "2017-03-06 12:02:38,425 INFO : Screen : Force manual orientation\n",
- "2017-03-06 12:02:38,428 INFO : Screen : Set orientation: LANDSCAPE\n",
- "2017-03-06 12:02:40,232 INFO : Screen : Set brightness: 0%\n",
- "2017-03-06 12:02:42,903 INFO : YouTube : FTrace START\n",
- "2017-03-06 12:02:45,115 INFO : YouTube : Play video for 60 [s]\n",
- "2017-03-06 12:03:45,441 INFO : YouTube : FTrace STOP\n",
- "2017-03-06 12:04:00,285 INFO : Screen : Set orientation: AUTO\n",
- "2017-03-06 12:04:01,573 INFO : Screen : Set brightness: AUTO\n"
+ "2017-10-11 10:36:09,433 INFO : Workload : Supported workloads available on target:\n",
+ "2017-10-11 10:36:09,436 INFO : Workload : camerapreview, jankbench, youtube, camerastartup, appstartup, geekbench, displayimage, uibench, idleresume, gmaps, suspendresume, vellamo, systemui\n",
+ "2017-10-11 10:36:09,438 INFO : Screen : Setting screen ON\n",
+ "2017-10-11 10:36:12,007 INFO : Screen : Force manual orientation\n",
+ "2017-10-11 10:36:12,010 INFO : Screen : Set orientation: LANDSCAPE\n",
+ "2017-10-11 10:36:13,429 INFO : Screen : Set brightness: 0%\n",
+ "2017-10-11 10:36:15,591 INFO : System : Setting screen always on to true\n",
+ "2017-10-11 10:36:15,909 INFO : YouTube : FTrace START\n",
+ "2017-10-11 10:36:16,219 INFO : YouTube : Play video for 60 [s]\n",
+ "2017-10-11 10:37:16,531 INFO : YouTube : FTrace STOP\n",
+ "2017-10-11 10:37:25,700 INFO : System : Setting screen always on to false\n",
+ "2017-10-11 10:37:26,767 INFO : Screen : Set orientation: AUTO\n",
+ "2017-10-11 10:37:27,709 INFO : Screen : Set brightness: AUTO\n"
]
}
],
@@ -275,21 +284,19 @@
{
"cell_type": "code",
"execution_count": 7,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
- "Stats since: 56584817646969ns\r\n",
- "Total frames rendered: 297\r\n",
- "Janky frames: 26 (8.75%)\r\n",
- "50th percentile: 8ms\r\n",
- "90th percentile: 16ms\r\n",
- "95th percentile: 18ms\r\n",
- "99th percentile: 69ms\r\n"
+ "Stats since: 508619747627474ns\r\n",
+ "Total frames rendered: 224\r\n",
+ "Janky frames: 8 (3.57%)\r\n",
+ "50th percentile: 7ms\r\n",
+ "90th percentile: 13ms\r\n",
+ "95th percentile: 15ms\r\n",
+ "99th percentile: 25ms\r\n"
]
}
],
@@ -314,15 +321,13 @@
{
"cell_type": "code",
"execution_count": 8,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2017-03-06 12:06:06,389 INFO : Trace : Platform clusters verified to be Frequency coherent\n"
+ "2017-10-11 10:38:34,778 INFO : Trace : Platform clusters verified to be Frequency coherent\n"
]
},
{
@@ -330,7 +335,7 @@
"text/html": [
"<style>\n",
"/*\n",
- " * Copyright 2015-2016 ARM Limited\n",
+ " * Copyright 2015-2017 ARM Limited\n",
" *\n",
" * Licensed under the Apache License, Version 2.0 (the \"License\");\n",
" * you may not use this file except in compliance with the License.\n",
@@ -412,7 +417,7 @@
" shape-rendering: crispEdges;\n",
"}\n",
"</style>\n",
- "<div id=\"fig_1eeb7fadb90e4593bb0fceed11353f80\" class=\"eventplot\">\n",
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@@ -443,7 +448,7 @@
" /* TRAPPY_PUBLISH_REMOVE_STOP */\n",
" \n",
" req([\"require\", \"EventPlot\"], function() { /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
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[40.148385250009596, 40.148627072980162]], \"1\": [[4.8627050679642707, 4.8629675679840147], [11.068563968001399, 11.06873594695935]]}, \"FinalizerWatchd-30035\": {\"0\": [[3.8575678329798393, 3.8576097600162029]]}}});\n",
" }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
" </script>\n",
" </div>"
@@ -470,23 +475,21 @@
{
"cell_type": "code",
"execution_count": 9,
- "metadata": {
- "collapsed": false
- },
+ "metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "2017-03-06 12:09:36,330 INFO : Analysis : LITTLE cluster average frequency: 0.609 GHz\n",
- "2017-03-06 12:09:36,330 INFO : Analysis : big cluster average frequency: 0.584 GHz\n"
+ "2017-10-11 10:39:37,404 INFO : Analysis : LITTLE cluster average frequency: 0.683 GHz\n",
+ "2017-10-11 10:39:37,406 INFO : Analysis : big cluster average frequency: 0.512 GHz\n"
]
},
{
"data": {
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kimNupDhmRopjZqQ4ZkaKl1ZubFBKSsWUKVOyLkGqOOZGimNmpDhmRopjZqR4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QAAAg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\nfDj92I4d6ZjM22/8mnDM1taWfAQ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5XU9XjwNwc1+ZGE97N28GYOTEiZCk3JqrJ7KPYU9gnyCoK/sIVnBtAmqBh7DXj78F/BF7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\nxvGECc7pV/lAjP0YOHjQeJNI300vt+1a6xpAdLyo+Ywe7T8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rsqWlwIcfJj6fOcUDWH5r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wbusWP+ltHdDYzyec1dVZzMLlyQ9CaaQSsVFUbhqaj1rajwn2avTpxw/s5u/M3W1uQdtM3N0qhL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\nYII=\n",
"text/plain": [
- "<matplotlib.figure.Figure at 0x7f5408a369d0>"
+ "<matplotlib.figure.Figure at 0x7fe4eab2e4d0>"
]
},
"metadata": {},
@@ -499,6 +502,64 @@
" logging.info('Plotting cluster frequencies for [sched]...')\n",
"except: pass"
]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "2017-10-11 10:41:18,190 INFO : Analysis : LITTLE cluster average frequency: 0.683 GHz\n",
+ "2017-10-11 10:41:18,192 INFO : Analysis : big cluster average frequency: 0.512 GHz\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "(0.68317370332080252, 0.5121128662262171)"
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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IiIiIiDiS7tXiDwLPA4uBEcDDWJ3Zb3dCukQ6nep5iCuKpU529my+U5BTiidx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\nxvGECc7pV/lAjP0YOHjQeJNI300vt+1a6xpAdLyo+Ywe7T8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rsqWlwIcfJj6fOcUDWH5r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wbusWP+ltHdDYzyec1dVZzMLlyQ9CaaQSsVFUbhqaj1rajwn2avTpxw/s5u/M3W1uQdtM3N0qhL\nRaaQTvv2ybYtLpZC+cIF+T9vnqy/XWOxttZ5EOz6+sjvSkuBe+/Vn+5gUCpT6RbrZMfly7I9YhW0\nbrEfr9ZW+d/WJvlrS4v9dFeu6F2uGlTeqwsX5P/kycDixf4bwlZeBmj3q7MzujyYNEmOhRkznH+X\nkyOFvcpP/ZZJ58/LSTy7/K+rSyrRsZj37/HjUrm0a8heugTMmWNf4TOfQExEvBXbRDU0SFyMHWt8\nNjQkle0xY6Knr6+Xv5wc+Z214WTH7sSeUlcn85k+HbjuutjzunJF/oaGIsviZMS2E7c8qaHBaPTY\nbT+v+vul0WIeL9VNVZWcVPGyP6zU/p43T+I8XjU10mDMyZF9Xl5upF81qM1jngMybvahQ5Lu/PzI\n71R5On++vG9rM2LpttukDAWSfwJjzx7n7+rrZZ3MeZ15HU+elHqhuZw7ezb+tKiTc9Ony/a++Wb7\n6S5elEbu1Knu45jqvmA2Y4ass9ny5fYNzVtuAd56S14nUkd3W4erVyWGcnP111lnzLAv00eN8p6f\nj4hbi2fN8j/4b36+ERR2Z6EKCuIcSTnFvJydHUmKi52/s+vn4TY9xWZ3hngkSKSPrLUiMhzMnp3a\n5cU7mPs11+hNRzJNn268NvcZysuLnnbq1PiXk0il2y+3RjmlznDqc53InTHx0FVmpbIfosrXZs/2\nt1xdx76OPrJOV2uTadas2NNMmwaMHZvaDt12+8VpX82YYZSH1gtETmLFiI46yOTJ3i5K2dUdKioC\nvi4+joiGLBHx4RpERERElJniqaeyIUsUxrHQSJdE+shm+hMFKfU4jizp5HecRiI3rDtlvuF0IYPj\nyBIRZZHhVAClCrcJERGRf9l2ApQNWaIwjoVGunAcWdJpOPVppMzHeKJ4OJ1AZN0pu6S7oes3fxr2\nTy3+3g+L8L0fqscLl+O664Cf/9x+2h/+0P4xxE6PnP7iF62f3AjgRsyeut0+Ld+zn8/GjfafO03v\nlFnomr/f6X/xCz3z/8IX7D93Wt8VK/zNP13bx2n6J57wP3+7ZTz9tL/0OG3PP/sza+/5ea7p+cpX\n/M1/9mz7J2P52Z7f+x5w5Ij36YHop/spX/qS/efPP2//+be/bf+5U/qdMvtnn7X//K677D//8EP7\nz53Wd8sWf9M7PS3SafrNm/1Nn8zj6zvf8Z4fqvdbt9pPv25d4umJZ3qn9D/6aHrSo2v69euTO3+n\nJ8c6Pa3Uaf6dnfaff+c7/tLjN/3WIU50z98p//Fbf/A7fWWl/edOD2fRVX8wT29+7TT9k0/af/6r\nX8We/4YNsefvtP395s9OQ2Y5zd9veer0JGqn3i/pyk+++lU989+2zd/0TvX/yKd/rwDQhwce8J//\n7N1r/7n9cJZFn62v9bh0elrw178eOz1ejhdd+/fHP7b/fMkS+8+dhrP7/OfN79yfSsYrsjSiuN+S\nWJKiVFC20zGOLJHCPo2kV0m6E0BZhH1kSSe/5d2wvyK78aetePbxHkwqDOHOtWvx6hvljlcUfvrT\nVqCvD9fOHkDHYHQL//LlyLGUPv4YuP56GXOrtRW4bnolGqur8djXHNLicObCavduGWtMTb9ypXFW\n7u67nX/nNv/XXpNxB+NJTzKn7+8HXn5Zzq5s3WqczbrvPmDHDjmL+/LLxoDlFy4YZyLLy2W7fP7z\nMhj2oUPOZy9VegoKgAkTZNih664zzs4dPy7/zWMDW9O/bJnz1UA1/YoVkq7Fi+XMtN14v8rbb8ce\nB8s8ftbGjXIm+KOPZGwzQMbtckuP2erVzme9OjqAf/iHFuTlGafNL1w4j7lz5znO//XXo8f3mjjR\neXD4urp67N5djAceMM7O//KXzo/Vt4ufp55yHgtz40ZZR6crjDt2RL7fskXGySwpAWLd6VtZ6T/+\nrSdFNm2S/y+/LI+df/TRyKEjXngBePxx2b/t7XKG9amn5L2djRtlAPLLl42rSm6D1m/cKOMNXntt\n7PFn1fSFhd7HD3TbPnZxbp1+7Vrgvfdizz8vzziuzFdGYs1/wwbJX9S4sXbTb9hg7KdYzPNXx73X\n6QG5IrdsGfDb39qPnbp5s4xTCESuc6z5m6ddtcr+jP/gYOT0hYUSG07bxi79d9wBHDjgPP1vfxs9\n1vL48fbrquavtuPdd0s5qNiNI3v6NLBokfH+1Clg587IadQYmNb0z5snx370XVX207sZGgLef9+Y\nvqAgehxPO0ePSl41ZowM6XL77TLUxDvvxE7PnXfKWJdqvEs7oZARy+o4jrW+5roG4HzV2JqemTOB\nxkZjuXZaWoBXX3Wen9P858+X8XcrKuQuGqcrmhs3St0gFAKeeUbybLfy+sUXZd/190vsd3dL/DmN\nX6vSk5Mj28npSpGitsOZM5FXAdXYr+Yrbvv2yfwfesj5DhyzV16ReJ8zR8oTLzZulLveBgeB7eGb\nBr/2NecriIGA5E9e99nGjZHH7fLlxtjX589HD6OycaOM8b5zp1Hfc/PKKzKMUEGB/VXkysrIIWh0\n1FdXrDDqnlYvvyxjtHZ1Afn55Vi9ejXef7/P0/ynTTPqTo2NMi/rnSF26WltbQVgf+doU5PUyczU\n+MKDg+7puekmyYeOHZP36jhymt5LHrdxo+Q3H38c+blTGXPsmOTXDz0kr+3qeZ2dxpA9n34q9adz\n54BQz0XMu3YAax6wnzevyKbIvHB7YckSaRSbFdnHrW/WSkWidKWrs9O5ctPVFXmAL1jgPI6bl/Xr\n6QEecAh2AOizyYfuvFP+V1UFsGZN7GXY8Tp+V7r09UVmXJG3zXjX0WEMpp4u9rfk6ON28sCLzk5g\n//4AensjP58yxdu2S3f/lHg4Hd9eqQIZiN2gG076+6WBkegYieY+Q34fdJXK7WmN+XRRx5nTbcV+\npGN8S6/GjZM6hdeTUYrfPmjm2+CHy4PWenvjj/32dudb22Pp65OTRytXxvd7QOK2oyP+38dr8eL4\nftfWFtByrDmZMEHGS1XlzOzZclI7WYqLZT/Ge+x/+cvGa2sdF5B6rm5OXffs2hyZrKvLf/7EhmyK\nqAGLx4xJbzr8SEdadSxztM/7DMzLjLcR42Xg50wynOLQKtGGZix+4yfd8x3ucnKGZ+M9E3C72cvG\n7eLUgIwnL/ebh2bj9owlkTJy1Kjkl1PJEO86J7tsGzUqchl5efKXLImuT6zjJRn1Rad9N5zrel4N\ns+o3UfKsWlWS7iRQlmCfxuQaLleFdGE8kU433VSS7iRQFlm+vCTdSSAfMv3EFMeRTZJM3/FERJT9\nRlojnohGDuZvyZHN23VENGQzvRGa6ekbKfbuDaQ7CVEYG8MTx2kknRhPpNPp04F0J4GyyKFDgXQn\nYcTLproi+8gSka1sPiNHlEw8dohopGM+SJmIDVkaUdwyYvaRJV3Yp5F0coqnbDoLT6nDPrKkE/vI\nDi+ZXm6wjyyAgYFRtuMqOXEbEiMZjxQPhZyHq+jslPHYMonTOFvJprZRKCRjaPkd2iGeIUEyeagF\nLzo6Uv+odZ3HSDIf4Z9qOtaltzdyjLiBAWMIqcHB6GOiu9vbGJeK32E7ksWpYPUz1NPly9k1dA9g\nXx5kwlWRvj734dASHY5ppIg3j+jqso+Dzk7gyhX7YeZ0ScewMFbxxld3d3K3jU5dXamve6nl9fdL\nfpoJeU2yNTXZj2NtJxSS7ZKKYcb8lOOxXLmSOUOjqfF1lf7+xOM8KxuyTU2jfT3euqbG/vOZM4Gy\nMv0Z38yZMriznSNHgNde07s8s1mzkjdv3U6elP/d3cAbbzgPtGxn5szYA5pb7d0bcIyF4eKjj2Rb\n2bnttoG4x7Yzj/NpVVkpA5nroAZyH+4qKgIxB4D3orU1ugC6dEn+jxplDEhv5uc4yRRO4xqXlnqf\nx1tvGQO+Z4uTJ4HduzOvj+zp0/afqxMS2XIcJ5tTPSCWmhojHzDbswd48037fMEskT6y5eVx/1Sb\neONLxa2fCx3p4rSPYykqin+ZjY3yv6lJ8lOvDYzh2kd2yhTg4kXgwAFv01+9KmVMsuuJOhudahzz\ns2f1zdNJfn7saQ4ejDzhfOJE9DTsIxt2yy3ep50xw/7zJUtkrCqdZ6VycoDbb9c3PyejRgHXXx/5\n2bRpwOOP61+Wl+D1y7yNrNt/0aLYv1+2zP4qT6xbKlTGPXVq7GVkAmuh1d/vXEgvXDiI5cv9zf+2\n2+T/E0+4T6cjpnUfa+l0442Jn2Vcvx6YPz/ys5tvNl7femv67pbQbfVq2WZWftcvU+JnxYrULCcd\nt4jFWrcVK1KzH9SxsXq1/3EZR48Gpk/XniRfEskzp0+PPjZuvdV4HWv7pyJuxo5NznxTFV/pNGOG\n7ON41nPmzPiXmy3liVfXXmv/udPxYbd9kpGP6IxvuzTHOv7jyR+WLgUefjj+NCUiaxuyRHbYR5ZS\n4fbbS+L+bab3X6HUY59r0ol9ZEknnX1ks/0kBcXGPrJERERZihU9Ih4H6cBtTpmIDVmisEwcRzZZ\neNUvuQ4eDKQ7CZRFMq2PLA1vHEeWdBqufWQpM43IPrKslBMRjRy8MiBY9hERkR/ZVm5kRUOWUi8b\nK5LDsY9stmVI2SKRPrI0/Ok+LtlHlnRiH1nSiePI6hVP/dqpzBmOdfXh0Ee2HMC28N8vASwEsAvA\nDgD/CEDtjucA7AewB8CjqU8mERERERERZaJUN2TVQC2fC/99F8DfAfgRgPsgjdgnAMwC8AMAawA8\nBOBvAeTFu1DrmYrBocy6jKVz4ONMde5c5CO3vQ5ADdiPB3v5MtDWJq+vXo0eZDkee/cGMvrsVWOj\njKnrZM8eY7B68zhdqdbVJeN/NjdHfh7vVarWVhnQG5B1tI6td+pU9G+qq4Hz5+Nbnlfl5c7jQHrp\nI9vaKtupvT3ycz/bScVDvONRUvLU1Mg45HauXJHxC70y9xky51HxHlN79hivdY+TrktlpYw5mIg9\ne1JbvqZyHOPTp+X4b2mR9yrv9/bbAACgvl7ya6vOztjz2LtXz3isra1ARUXkZ0NDic/XzK3cBKR+\nEo9Dh5zHVM4EXV1GHmQe+1T3mKKJ9JFV5XR7O9DQoCc9w521TqDG942HXZ22qyu+OuLFi8CuXUb8\nxDpugkF/dX3F2kf2Qu0YNDXnOk6f6obsMgDjAHwIYCuAVQBWQK7GAsAHAB4AsBLAbgADANoBnAWw\nVFciuroyqyHb2prY71ev1pOOeHgZr3faNKCuLrLC1NAAXHONvJ4yxd8y58yRMUfVwV1UJA3bVEvF\neMDK6NFArs1xnKxbixMZVL25GTh+XCpJZitXehsD2Grq1MiKiPV40XESw82sWfafHzgAnDwZ/3wH\nB2U7Xb0a3+/NY8yqhv5IlYm32Le3R1YezWprE5//ffcBEybE91tzQ8VcaRo/PvZvFyyIb5l+NTQk\n3pAFjIaeG/P4zImI1WAyy88H7r9fysd4qEqkqvzHUwYGg/b5p8pP3MaC7e+3bwRbjRoFfO5zUm7b\nsebneXFfsohfvHnw/v2pbXytWuVveuvJZEVdBEgnu7i3NuAy1d13G6+TUQ+0Hste8jCdxo8HHnoo\n+rOeHqnzNDbK+LkXLsSel92Fhni0tzs3V1PdkO0C8N8hV1n/GMBvLN93AJgEoBBAm83nWqhKj7US\nEG+lIFGJXgVcuFBPOuKhGqNupk+XhpjTbydP9rfMceOMhlZurjR0dPDbR7a4WM9yvRg/HphkOgLy\n852n1cHvyQUviouB66/3/7tE9u+YMfH/VjHHuLXwdTp2U9FHNh351cyZif0+Jyc5seUlHxrOzH2G\nVMzddJP+BryX7ThxYuT7ZOdFqXDDDdLgSrVFi6R8TDXVR9a6L628nNjw4oYbvOcdupaZaqk4Dqwn\nXAoK/M8jkZPUTvz2kR0zRmJiuLr1VuP1cCt7vJ44mzcv8v2kSVL3VmbMsL+4okOm95GthNF4PQOg\nGYA5eysE0Aq5CmvOYicCsD0n8cLv/gR/+w//H/7mf/wPXGpsjBhCpaIiEHGJ+g4hlgwAAB+PSURB\nVNy5XThXvfuz9ydPRn5vfR8IBHDqlPG+tKwMB44ccZy/l/cHDvibPpH3hw9Hvj9+PIBAwPvvjx+P\nfF9WFj292/a2vj96NPL9wYOBiGEAKioCKC/3Pr99+6J/H2v7mPen9fu9ewM4dsw9PeZbRnftcl/e\nsWP+9591/5jXz7o/KyoCOHHC+/xLS0sj5n/+/J6Y+9+8vl7mb07P/v2R6Q8EAtizx/n3p0/735+x\n3uue3/Hj7u+t62Pe3kePuq+/9f3OnYGIW7as8bdzZ3LzDy/r7+f3paX+8quKigCOHDHeHzwYe3kn\nT7p/7yf/8/LeT37l932s9Y11PMXKf+2mP3zYeH/gQGLHm93+9JOfWN/v2xf5/siRxLavtXyzmz6R\n9O7fH/n+wIEASksj18ctHq376/Rp9+WdOhV7/az1D/PxZbc+scqX/fuN99by0JoeL/HkJ57Ly/XG\nQ6z52x1/butr/T7W+lmP96NHAygri5x++/bI99b6jLU+tm+f8/IOHQpg167I72Pl7+b9bU2vXX7l\ntnzr8RFrfxw5Elk/s6uP+n1v3Z7W4818vASDwZjlS6Lvz53b5fi9XX3TvP/37ImuLySSHmv8HjsW\nuf3LyyOXX14ewO7dxvsTJxLb34cPB/Dyy/8Lr732N/j40/+O//vP/xZOUn1D1vcgtwj/KYBiyO3F\nVQB+BmA7gP8b/mwHgI8htxjnA9gLuS3Zeld3aONPW7D+iR4UTgzhzrVr8eob5Xj++fN45JF5OH5c\nJlq9GliyBPjZz1qBvj5MKhxCTkExJkyQW6zmzJF7v9V7QM6uffObwIsvytmXvj5g/rRKNFZX47Gv\nbceXv/IAltz++c/mP2kSsGWL84pff73cCnT77XKr4ubNxneLF+OztMbjG98AXnrJeL9qlfQrve66\nyHvYp00DnnoK2LTJ23ynT4+8ZfHznwc+/VRuLevpkVtqvvAFYPduoLfXeT433yy32E2ZIrcYKytW\nyHpfe62RzltvBU6ckO3kdFvZY48BFRVyhre0VLaf6fwCvvENOVP5i19EXzHLz49O6913yzpMnBjA\nuHElaGyUq4DNzcDSpfIb1U93xQrpG7l4sZxNf/11+fyaa6JvMZo1K7o/p7JmjaTdasMG4KOPjFsS\nR48GvvIVia3p042+CWo9pkzxdlvUihVAcXE9iouLsWmTXM356KPzmDt3nu30CxbIbT5z5gCHDwNf\n/Srwyivy3SOPAO+/Hzn9U08B/f312L27GDfeKP1yVq+W7TY0JFdj166V4+zoUTnbt3t35DzULWUr\nVkj/K2X5cumLFI8xY2T/muqLyM2Vfed0W/DYsZG3wZuXP22a3Ip3112yjtOnA1/+snxnPq5CoQDy\n8krw7W8bn8+ZI/G0a5f7LVQqH1q/XraVOZ0q/oDIfeJm6VI5jr3eAjdnjtwiaRdXTjFdUBC7L+La\ntZLvTZ4cOe+cHOC552QfWfv6zp8PPPigvD5wwFh3q+JiuZW9sFDOFK9cab9tNmzwnv+ZOcXg0qWy\nj6yc8q9Ro+R2zjvukPVR8vKi+yzddpsce4AU8taz1Bs2yPH0/vvSxcPtNvdp0+Rsut2tYJMmGbca\nLlxo5DHWNCrf/jbwwgvGe3OeOnq0bJPGRrmyZt2fKn5VnuvFhg3y/9QpYOdOKXNyc2XeNTWSz5SV\nRT6DYcYM4/a8z30O2LbN+O4LXwC2b5c4VOXb448D770XOQ9A9vuyZcCvfmV8Zhfr994raTNbvVr6\n6I4ZAwwMSEzMng288458f/fdUt7t3CnllLmv5Z13SllpLi/VfACZj/pObX/zfliyRI4H662lK1fK\n7bDnzgVw/fUlmDdPyoIPP4ycbvJkuZ1RlS/f/S7wy18iilrH1aulHH/1VeM7lY+OHg185ztyPMS6\nVfxLX5J9ab6VcsoUyQfKyyWvWL5cttXChcaxt3Sp5JlVVcAf/iHw61/LtE53zDgdt4D8btEi2d5O\nfZ7XrZMrm+a8RG3/wkKJz2eeic5rHnooeluvWAFUVTVh/vxpnx3vM2bI8hculFhVrMeeikV1XH3h\nC1LXVMu1i8uiIrmde9EiiW3zPjMfN2arVkmZrP4DkXliX18Aq1eXoLxcrrQODMixqZZ/333Ajh3G\n/MaMkfzF3FdfWbIkersXFkoc9PRI3nLddcDcuZHbRrnxRimXveQv1u2pzPv/2zv3J7mK645/Zx96\nrHbR7mpf2tWuHkhaWTKSEDJIhRADBQIJMFhO+CEGJEJBhX/AqcT5IfkhTjkPV0jlVRXsmEolLpcT\nJ1BFBezibZsCuxbswiZI4EUgrZBRjNiKjdBqd/NDz+H27em+t++dOzN3Zr6fqq3ZuY/uc7tPn37c\n6XPWqv5y+3ZpW1PYu3cvHnnkY8zOhvsRWxr6+Z6e8v3rup3VOXfuHHp7e9HRUb7//POfD8abQlcX\ncNddKq9Dh5RvkL6+8Nhy3brwFhcZwwg9Papev/e94JiMa+QZdu9W9mRhIej/t21TzyBjpe3ble49\n9JAaV4oNWb1ajdlfey2QK2rc2tamFoVuvbWInh41Nzhx7AzGVs/hrvvHAcu81fKDz6ryNQD/jGBP\n7L1Qb2X/CcqZ088B/DuARQB/A+AFqLfGf4jySWxq8rifihBCSHPAPqa+NGP559kRIWlOnSONQ5bh\nd7LQ5Vraq1pPZC8CuNtyvGg59nDpr+lhB1U7osp6z55i6M1uI8DOM59ccUWxph5MawX1rT4wjizJ\nki1bip+83SWkUpLukWU/QqLI+x5ZQgghhBBCCCFNSC1f0HEimwP4RjYf6I4SCKkEnziyjQhX0uuD\n7gSDkErRnXIRUimVxJFtJBpxrN6IMtv6u6ixR61/WpwLCgW1CVeQ0DC2Cj9/Xjko2LkzfHx+PlgD\nePFFtdE5CsljetodlzIrdEc5OpXG23z6afV54kQQsFx3x52UU6eUg5Pp6fJzcY5jjh0rdyTig60x\nSN34uBKXTfuvvRYfE9Xl6AmwO3oCyp1DXLwY7SAj7cTCFg4pCj2MjenoSdK7cEHJIwHYbY4c5ueV\ngxozxiygNvlfuODW3zTMzYUdPYkMSeK/2srKx/nU/Ly7ntOStN4At1MTFydPJs/Dh2efje5Ubefe\nflsFVI8L1WC2gzTlFEVW6YkzIZsTJV+GhwMHGxK3NE6+KNuvl53eLn1ltDn6050U6YhN9HX0JMzO\nBk5rnnoq2b0mL7xQ7tTJxSuvlLd1W99kOtQBlFMlE905jThissVZfOON8lifw8NBuabVR1OmEyfU\nn0lc/2vy4ot2e6/jI/MTT4TDzMl9upO39nalc7pd0//XHV+mQRxvXXZZZen4cv48cOpUeyie7i9/\nqRx62ZwZ2ZCyPX06HOLOppfiVC6JDoktcPXN7e12R3ySv60tuLA5m+rqKo/J7ZI/7djQ5MIF9dyf\n/nRl6ZiOnrLEFrfaHHOY5dTdXd4fZNW/6elUuuh9/Lj69AlrxTeyUJ7eoli+XHn709EnskB8IHQJ\nBu4TQDzvSNzaW25xx9DavDnw5upCGrhtUKF78JQGceRIMjlt2AbLk5Mq7TvvLMber3uzteET89TV\nMM2JtMSME0/aPsTFBRTWrw9/v/xy97X332+XWbwMHz0axKa78cbofGUBZGFBecu85ZbgXEeH8oyd\nFJEjinXrgv+TLr5s3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Sns3bsX589/HMrDtw6i5NLvnZmZwerVo870fe12mnrzkdUnnamp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\nYII=\n",
+ "text/plain": [
+ "<matplotlib.figure.Figure at 0x7fe4f92c3810>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "trace.analysis.frequency.plotClusterFrequencies()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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6G82YMYNjjz2Ws846i9dee41jjz2Wnj17smfPngNeZkO8//77/PCHP6zXPBs3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\nRERERERERERERERERERERERE0tD/B60y3vRl3yqSAAAAAElFTkSuQmCC\n",
+ "text/plain": [
+ "<matplotlib.figure.Figure at 0x7fe4f9100710>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "trace.analysis.frequency.plotPeripheralClock(title=\"vsync clock\", clk=\"vsync_clk_src\")\n"
+ ]
}
],
"metadata": {
@@ -527,5 +588,5 @@
}
},
"nbformat": 4,
- "nbformat_minor": 0
+ "nbformat_minor": 1
}
diff --git a/libs/utils/analysis/frequency_analysis.py b/libs/utils/analysis/frequency_analysis.py
index e9fce89..7d9aaf1 100644
--- a/libs/utils/analysis/frequency_analysis.py
+++ b/libs/utils/analysis/frequency_analysis.py
@@ -29,6 +29,7 @@ from analysis_module import AnalysisModule
from trace import ResidencyTime, ResidencyData
from bart.common.Utils import area_under_curve
+import numpy as np
class FrequencyAnalysis(AnalysisModule):
"""
@@ -115,6 +116,126 @@ class FrequencyAnalysis(AnalysisModule):
# Plotting Methods
###############################################################################
+ def plotPeripheralClock(self, title='Peripheral Frequency', clk='unknown'):
+ """
+ Produce graph plotting the frequency of a particular peripheral clock
+
+ :param title: The title for the chart
+ :type title: str
+
+ :param clk: The clk name to chart
+ :type clk: str
+
+ :raises: KeyError
+ """
+ if not self._trace.hasEvents('clock_set_rate'):
+ self._log.warning('Events [clock_set_rate] not found, plot DISABLED!')
+ return
+ rate_df = self._dfg_trace_event('clock_set_rate')
+ enable_df = self._dfg_trace_event('clock_enable')
+ disable_df = self._dfg_trace_event('clock_disable')
+ pd.options.mode.chained_assignment = None
+
+ rate_df = rate_df[rate_df.clk_name == clk]
+ rate_df['clock_setting'] = rate_df['rate']/1e6
+ rate_df['state'] = -1
+
+ pd.set_option('display.expand_frame_repr', False)
+
+ if not enable_df.empty:
+ enable_df = enable_df[enable_df.clk_name == clk]
+ enable_df['clock_setting'] = 1;
+ if not disable_df.empty:
+ disable_df = disable_df[disable_df.clk_name == clk]
+ disable_df['clock_setting'] = 0;
+
+ freq = pd.concat([rate_df, enable_df, disable_df])
+ freq.sort_index(inplace=True)
+
+ if freq.empty:
+ self._log.warning('No events for clock ' + clk + ' found in trace')
+ return
+
+ last = freq.tail(n=1)
+ last.index = { self._trace.x_max }
+ freq = pd.concat([freq, last])
+ freq['timestamp'] = freq.index
+ freq['frequency'] = 0;
+
+ max_freq = 0
+ last_state = 1
+ last_freq = rate_df.iloc[0]['clock_setting']
+ for index, row in freq.iterrows():
+ if row.state == -1 :
+ last_freq = row.clock_setting
+ if max_freq < last_freq: max_freq = last_freq
+ if last_state == 0:
+ freq.loc[index, 'frequency'] = 0
+ else:
+ freq.loc[index, 'frequency'] = last_freq
+
+ if row.state == 1:
+ freq.loc[index, 'frequency'] = last_freq
+ last_state = row.state
+
+ if row.state == 0:
+ freq.loc[index, 'frequency'] = 0
+ last_state = row.state
+
+ gs = gridspec.GridSpec(5,1)
+ freq_axis = plt.subplot(gs[:4, 0])
+ state_axis = plt.subplot(gs[4:, 0])
+ plt.suptitle(title, y=.97, fontsize=16, horizontalalignment='center')
+
+ gs.update(hspace=1.7)
+
+ #plot frequency information
+ freq_axis.set_title("Clock frequency for " + clk)
+ freq_axis.set_ylim(0, max_freq * 1.1)
+ if len(freq) > 0:
+ freq['frequency'].plot(style=['b-'], ax=freq_axis, drawstyle='steps-post', alpha=0.4)
+ else:
+ self._log.warning('NO frequency events to plot')
+
+ freq_axis.set_xlim(self._trace.x_min, self._trace.x_max)
+ freq_axis.set_ylabel('MHz')
+ freq_axis.set_xlabel('')
+ freq_axis.grid(True)
+
+ #figure out when clocks are on and off
+ onoff = freq.loc[freq.state != -1, :]
+ first_onoff = self._trace.x_max
+ if len(onoff):
+ #edge detect when the state changes
+ onoff['statechange'] = onoff['state'].diff()
+ onoff = onoff[onoff.statechange != 0]
+
+ #compute delta as the time period between state changes
+ onoff['delta'] = (onoff['timestamp'] - onoff['timestamp'].shift()).fillna(0).shift(-1)
+ onoff.iloc[-1, onoff.columns.get_loc('delta')] = self._trace.x_max - onoff.iloc[-1].timestamp
+
+ #plot state on as green and off as red
+ enable_events = onoff[onoff.state == 1]
+ disable_events = onoff[onoff.state == 0]
+ state_axis.hlines([0] * len(enable_events),
+ enable_events['timestamp'], enable_events['timestamp'] + enable_events['delta'],
+ linewidth = 10.0, label='clock on', color='green')
+ state_axis.hlines([0] * len(disable_events),
+ disable_events['timestamp'], disable_events['timestamp'] + disable_events['delta'],
+ linewidth = 10.0, label='clock off', color='red')
+ first_onoff = onoff.iloc[0].timestamp
+
+ #plot time period that the clock state was unknown from the trace
+ state_axis.hlines(0, 0, first_onoff, linewidth = 1.0, label='indeterminate clock state', linestyle='--')
+ state_axis.set_yticks([])
+ state_axis.set_xlabel('seconds')
+ state_axis.set_xlim(self._trace.x_min, self._trace.x_max)
+ state_axis.legend(bbox_to_anchor=(0., 1.02, 1., 0.102), loc=3, ncol=3, mode='expand')
+
+ figname = '{}/{}{}.png'\
+ .format(self._trace.plots_dir, self._trace.plots_prefix, clk)
+ pl.savefig(figname, bbox_inches='tight')
+
def plotClusterFrequencies(self, title='Clusters Frequencies'):
"""
Plot frequency trend for all clusters. If sched_overutilized events are