doc/00 - Quick start.ipynb - platform/external/trappy - Git at Google

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    "cells": [
     {
      "cell_type": "heading",
      "level": 1,
      "metadata": {},
      "source": [
       "Quick Start"
      ]
     },
     {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
       "To analyze a `trace.txt` that you have as the result of a run, you need to know the cpu mask of the clusters and the order of the actors as seen by the power allocator governor. This is platform specific information that can't be automatically guessed by `trappy`, so we need to tell it about them. For the cpumasks, look at the trace to know the masks, for example:\n",
       "    \n",
       "    $ grep -o '\\Wcpus=[0-9a-f,]\\+' trace.txt | sort -u\n",
       "     cpus=00000000,00000006\n",
       "     cpus=00000000,00000039\n",
       "     \n",
       "For this system we know that cpus 1-2 are the A57 cluster and cpus 0,3,4,5 are the A53 cluster. We call this the `map_label` and for this system that is:"
      ]
     },
     {
      "cell_type": "code",
      "collapsed": false,
      "input": [
       "map_label = {\"00000000,00000006\": \"A57\", \"00000000,00000039\": \"A53\"}"
      ],
      "language": "python",
      "metadata": {},
      "outputs": [],
      "prompt_number": 1
     },
     {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
       "We will need this later. We also need to know how many actors are in the system and their order. We can get the number of actors from the trace:\n",
       "\n",
       "    $ grep -m 1 -o 'req_power={[0-9 ]\\+}' trace.txt\n",
       "    req_power={0 1581 4112}\n",
       "\n",
       "This tells us that there are three actors. We need to guess which one they are and their order, you can usually do that by looking at the data. For this example, we'll assume the first one is the GPU and the others the A57 and A53 cluster:"
      ]
     },
     {
      "cell_type": "code",
      "collapsed": false,
      "input": [
       "actor_order = [\"GPU\", \"A57\", \"A53\"]"
      ],
      "language": "python",
      "metadata": {},
      "outputs": [],
      "prompt_number": 2
     },
     {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
       "To analyze the example `trace.txt` that is in the current folder add the following to a cell in an ipython notebook. Substitute `map_label` and `actor_order` with the ones you calculated before:"
      ]
     },
     {
      "cell_type": "code",
      "collapsed": false,
      "input": [
       "%matplotlib inline\n",
       "import sys\n",
       "sys.path.append(\"..\")\n",
       "import trappy\n",
       "\n",
       "map_label = {\"00000000,00000006\": \"A57\", \"00000000,00000039\": \"A53\"}\n",
       "actor_order = [\"GPU\", \"A57\", \"A53\"]\n",
       "\n",
       "trappy.summary_plots(actor_order, map_label, path=\"./trace.txt\")"
      ],
      "language": "python",
      "metadata": {},
      "outputs": [
       {
        "output_type": "stream",
        "stream": "stdout",
        "text": [
         "Populating the interactive namespace from numpy and matplotlib\n"
        ]
       },
       {
        "metadata": {},
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G8Hn79rLKeLiQuHd/ItzIsLu7fA/ZurXMvt66tW//xz/uf2zPnmTp0uFD6N5j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\nrAf20nhfj1o92erPfOYz/v2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        "text": [
         "<matplotlib.figure.Figure at 0x7f24f2a28c10>"
        ]
       },
       {
        "metadata": {},
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        "png": 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1S/rHP6yIPHu2fRu9/34rBB06jEtpql7dCsgDBtgwBtOn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\nEBAMOQQEQw4BwRSWQ9OWT1OTmk10RpMzvN/nGz++oXlr51F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PaUKeHw2WdHJtulSy8Nh997z23myy+Hw7fe6jbTRkGvh668Mhx+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\nbs632z/2n1uUxuzkjrx5hnL9QMOjB6Ner+fmlTdn+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GX8P7UIvVpWmHDeAAAAAElFTkSu\nQmCC\n",
        "text": [
         "<matplotlib.figure.Figure at 0x7f24cd7c2590>"
        ]
       },
       {
        "metadata": {},
        "output_type": "display_data",
        "png": 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CAAAg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\n2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        "text": [
         "<matplotlib.figure.Figure at 0x7f24cd39b350>"
        ]
       },
       {
        "metadata": {},
        "output_type": "display_data",
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        "text": [
         "<matplotlib.figure.Figure at 0x7f24ccc5af90>"
        ]
       },
       {
        "metadata": {},
        "output_type": "display_data",
        "png": 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+9Nf51/Tp0uuvWxFf+/aWy8oOf42hgwetF/JHH9n5c+/eVoVdpIjz505JsedP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\n262Q85JLrHvBBRfkskTzgQO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KGO4SEhISEhKZAUlolpDIIkixlCTE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hSgj/EKiMefPvFEvEQJIgeHzLVQ7+fHYUBmzSIqVUr0BbIsz/v3LDAVKcJexSLvAFxzfQ212NdC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\n",
        "text": [
         "<matplotlib.figure.Figure at 0x7f24cc445790>"
        ]
       },
       {
        "metadata": {},
        "output_type": "display_data",
        "png": 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+33Gs59ioQvfIAvfg3OkzpzN/3vxxC9HjFqfntWRe/bzMq5+XxobGoeuSo72p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\n8gN7H8iD+x7M0tal2bByQ56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        "text": [
         "<matplotlib.figure.Figure at 0x7f24cc07a450>"
        ]
       },
       {
        "metadata": {},
        "output_type": "display_data",
        "png": 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rfyi5fOj+y1MK7ST5RpJbDj12i2bdLrZu3ZqlpaUkyaZN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mq8b++uJ8klSV7d/fnGlPNam5obNX2Eg8OTdW6HtW6DdW6DdZ60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\n3Xbbbbfddrud7XAi9XNhjDKWfqxM7wmcAewLPA6cClxLnMXjA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zbdftoYl8+nvmq/Anhr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\n",
        "text": [
         "<matplotlib.figure.Figure at 0x7f24cbda5dd0>"
        ]
       },
       {
        "metadata": {},
        "output_type": "display_data",
        "png": 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        "text": [
         "<matplotlib.figure.Figure at 0x7f24cb820990>"
        ]
       }
      ],
      "prompt_number": 3
     }
    ],
    "metadata": {}
   }
  ]
 }