analysis.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a9bc1ec6",
   "metadata": {},
   "source": [
    "# Analysis of Dask vs Spark\n",
    "The following notebook will be used to print various graphs in order to get the differences between Spark & Dask. It is important to note that we ran two versions of Spark, namely, 2.4.5 & 3.1.1."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2da1788c",
   "metadata": {},
   "outputs": [],
   "source": [
    "import json, os, multiprocessing\n",
    "from os import path\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "NUMBER_OF_CPU = multiprocessing.cpu_count()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f1f3b4de",
   "metadata": {},
   "source": [
    "### SystemInfo vs ProcessInfo\n",
    "\n",
    "SystemInfo object will be used to get information from the system such as CPU usage, execution time, memory usage & more. The ProcessInfo will be used to look at the processes during the execution of the program."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0de8c8f5",
   "metadata": {},
   "outputs": [],
   "source": [
    "class SystemInfo:\n",
    "    def __init__(self, name, before, after, time):\n",
    "        self.name = name\n",
    "        self.before = before\n",
    "        self.after = after\n",
    "        self.time = time\n",
    "\n",
    "class ProcessInfo:\n",
    "    def __init__(self, cpuUsage, memoryUsage, createdTime):\n",
    "        self.cpuUsage = cpuUsage\n",
    "        self.memoryUsage = memoryUsage\n",
    "        self.createdTime = createdTime"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4186c5a8",
   "metadata": {},
   "source": [
    "### Helper Methods"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4177dbc5",
   "metadata": {},
   "outputs": [],
   "source": [
    "def loadFileInDict(filename):\n",
    "    assert path.exists(filename), \"The file you have inputted was not found!\"\n",
    "    info = dict()\n",
    "    with open(filename) as r:\n",
    "        data = r.read()\n",
    "    info = json.loads(data)\n",
    "    return info\n",
    "\n",
    "def getSystemInfo(filename):\n",
    "    systemDict = loadFileInDict(filename)\n",
    "    infoList = []\n",
    "    for data in systemDict:\n",
    "        systemInfo = SystemInfo(data, systemDict[data][0], systemDict[data][1], systemDict[data][2])\n",
    "        infoList.append(systemInfo)\n",
    "    return infoList, systemDict\n",
    "\n",
    "def getProcessInfo(filename):\n",
    "    processDict = loadFileInDict(filename)\n",
    "    processList = []\n",
    "    for process in processDict[\"processes\"]:\n",
    "        processInfo = ProcessInfo(process[\"CPU in use\"], process[\"Memory_usage\"], process[\"Create time\"])\n",
    "        processList.append(processInfo)\n",
    "    return processList, processDict"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ec00bbc2",
   "metadata": {},
   "source": [
    "### Plot methods"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "47a62976",
   "metadata": {},
   "outputs": [],
   "source": [
    "def plt_comparison(x, y, xlabel, ylabel, title):\n",
    "    plt.plot(x, y)\n",
    "    plt.xticks(rotation=45)\n",
    "    plt.ylabel(ylabel)\n",
    "    plt.xlabel(xlabel)\n",
    "    plt.title(title)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9df37f4d",
   "metadata": {},
   "source": [
    "### Import data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f3d481e2",
   "metadata": {},
   "outputs": [],
   "source": [
    "SPARK_PROCESS_INFO_OLDER_VERSION = \"pyspark/processes_metrics/processes_infopy36_spark245_called1timeinmiddle.json\"\n",
    "SPARK_PROCESS_INFO = \"pyspark/processes_metrics/processes_infopy36_spark311_called1timeinmiddle.json\"\n",
    "SPARK_SYSTEM_INFO = \"pyspark/system_metrics/system_info_py36_spark311.json\"\n",
    "SPARK_SYSTEM_INFO_OLDER_VERSION =\"pyspark/system_metrics/system_info_py36_spark245.json\"\n",
    "DASK_PROCESS_INFO = \"dask/processes_metrics/processes_info.json\"\n",
    "DASK_SYSTEM_INFO = \"dask/system_metrics/system_info.json\"\n",
    "\n",
    "# Spark System Info\n",
    "SPARK_SYS_311, SPARK_SYS_311_DICT = getSystemInfo(SPARK_SYSTEM_INFO)\n",
    "SPARK_SYS_245, SPARK_SYS_245_DICT = getSystemInfo(SPARK_SYSTEM_INFO_OLDER_VERSION)\n",
    "\n",
    "# Spark Process Info\n",
    "SPARK_PROCESS_311, SPARK_PROCESS_311_DICT = getProcessInfo(SPARK_PROCESS_INFO)\n",
    "SPARK_PROCESS_245, SPARK_PROCESS_245_DICT = getProcessInfo(SPARK_PROCESS_INFO_OLDER_VERSION)\n",
    "\n",
    "# Dask Process Info\n",
    "DASK_PROCESS, DASK_PROCESS_DICT = getProcessInfo(DASK_PROCESS_INFO)\n",
    "DASK_SYSTEM, DASK_SYSTEM_DICT = getSystemInfo(DASK_SYSTEM_INFO)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "98202426",
   "metadata": {},
   "source": [
    "# Part I - System Information"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f18bd6d0",
   "metadata": {},
   "source": [
    "### 1.1 Compare time of execution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "4f16edfd",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_time_stats(sysDict, sysList):\n",
    "    times = []\n",
    "    process_names = list(sysDict.keys())\n",
    "    for process in sysList:\n",
    "        times.append(process.time)\n",
    "    return process_names, times"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "b68fc738",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# new version of spark\n",
    "process_names_spark, times_spark = get_time_stats(SPARK_SYS_311_DICT, SPARK_SYS_311)\n",
    "plt_comparison(process_names_spark, times_spark, \"Process\", \"Time (s)\", f\"Time of execution - Spark 3.1.1 - Total time = {'{:.2f}'.format(sum(times_spark))}s\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "90dd3923",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# old version of spark\n",
    "process_names_spark, times_spark = get_time_stats(SPARK_SYS_245_DICT, SPARK_SYS_245)\n",
    "plt_comparison(process_names_spark, times_spark, \"Process\", \"Time (s)\", f\"Time of execution - Spark 2.4.5 - Total time = {'{:.2f}'.format(sum(times_spark))}s\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "8d2aa650",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "process_names_dask, times_dask = get_time_stats(DASK_SYSTEM_DICT, DASK_SYSTEM)\n",
    "plt_comparison(process_names_dask, times_dask, \"Process\", \"Time (s)\", f\"Time of execution - Dask - Total time = {'{:.2f}'.format(sum(times_dask))}s\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b209fb84",
   "metadata": {},
   "source": [
    "### 1.2 Compare CPU usage"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "c5d686b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_CPU_usage(systemList):\n",
    "    cpuUsage = []\n",
    "    for process in systemList:\n",
    "        cpu = float(process.after['CPU in use'][:-1])\n",
    "        cpuUsage.append(cpu)\n",
    "    return cpuUsage"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "a92fe6d1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cpuUsageSpark = get_CPU_usage(SPARK_SYS_311)\n",
    "plt_comparison(process_names_spark, cpuUsageSpark, \"Process Name\", \"CPU Usage (%)\", \"CPU Usage - Spark 3.1.1\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "5f8cddde",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cpuUsageSpark = get_CPU_usage(SPARK_SYS_245)\n",
    "plt_comparison(process_names_spark, cpuUsageSpark, \"Process Name\", \"CPU Usage (%)\", \"CPU Usage - Spark 2.4.5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "df47839b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "cpuUsageDask = get_CPU_usage(DASK_SYSTEM)\n",
    "plt_comparison(process_names_dask, cpuUsageDask, \"Process Name\", \"CPU Usage (%)\", \"CPU Usage - Dask\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eddbdd7f",
   "metadata": {},
   "source": [
    "### 1.3 Compare Memory Usage"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "59b8eb98",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_Memory_usage(systemList):\n",
    "    memoryUsage = []\n",
    "    for process in systemList:\n",
    "        memory = float(process.after['Memory in use'][:-3])\n",
    "        memoryUsage.append(memory)\n",
    "    return memoryUsage"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a141b94f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "memoryUsageSpark = get_Memory_usage(SPARK_SYS_311)\n",
    "plt_comparison(process_names_spark, memoryUsageSpark, \"Process Name\", \"Memory Usage (%)\", \"Memory Usage - Spark 3.1.1\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "e75679bb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "memoryUsageSpark = get_Memory_usage(SPARK_SYS_245)\n",
    "plt_comparison(process_names_spark, memoryUsageSpark, \"Process Name\", \"Memory Usage (%)\", \"Memory Usage - Spark 2.4.5\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "6d876d36",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "memoryUsageDask = get_Memory_usage(DASK_SYSTEM)\n",
    "plt_comparison(process_names_dask, memoryUsageDask, \"Process Name\", \"Memory Usage (%)\", \"Memory Usage - Dask\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cb5591e8",
   "metadata": {},
   "source": [
    "# 2. Processes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "2deeb153",
   "metadata": {},
   "outputs": [],
   "source": [
    "import plotly.express as px\n",
    "import pandas as pd\n",
    "\n",
    "def plot_gantt(processDict, title):\n",
    "    df = pd.DataFrame()\n",
    "    index = 0\n",
    "    for process in processDict[\"processes\"]:\n",
    "        process_name = process[\"Process name\"]\n",
    "        if process_name == \"python3.6\":\n",
    "            process_name += f'-{index}'\n",
    "            index +=1\n",
    "            \n",
    "        df = df.append(dict(Task=process_name, Start=process[\"Create time\"], Finish=process[\"Current time\"]), ignore_index=True)\n",
    "    \n",
    "    fig = px.timeline(df, x_start=\"Start\", x_end=\"Finish\", y=\"Task\", title=title)\n",
    "    fig.update_yaxes(autorange=\"reversed\")\n",
    "    fig.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "af372f3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.plotly.v1+json": {
       "config": {
        "plotlyServerURL": "https://plot.ly"
       },
       "data": [
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         "base": [
          "2021-04-15 19:33:16",
          "2021-04-15 19:33:17",
          "2021-04-15 19:33:30",
          "2021-04-15 19:33:33"
         ],
         "hovertemplate": "Start=%{base}<br>Finish=%{x}<br>Task=%{y}<extra></extra>",
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         "offsetgroup": "",
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          "python3.6-1",
          "python3.6-2"
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         "yaxis": "y"
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       ],
       "layout": {
        "barmode": "overlay",
        "legend": {
         "tracegroupgap": 0
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        "template": {
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