{ "cells": [ { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "\n", "*This notebook contains course material from [CBE40455](https://jckantor.github.io/CBE40455) by\n", "Jeffrey Kantor (jeff at nd.edu); the content is available [on Github](https://github.com/jckantor/CBE40455.git).\n", "The text is released under the [CC-BY-NC-ND-4.0 license](https://creativecommons.org/licenses/by-nc-nd/4.0/legalcode),\n", "and code is released under the [MIT license](https://opensource.org/licenses/MIT).*" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "\n", "< [Spankys Pizzeria](http://nbviewer.jupyter.org/github/jckantor/CBE40455/blob/master/notebooks/02.06-Spankys-Pizzeria.ipynb) | [Contents](toc.ipynb) | [Geometric Brownian Price Process](http://nbviewer.jupyter.org/github/jckantor/CBE40455/blob/master/notebooks/02.08-Geometric-Brownian-Price-Process.ipynb) >

\"Open

\"Download\"" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "# Warehouse Fulfullment Operations" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "This notebook demonstrates use of the [SimPy](http://simpy.readthedocs.org/en/latest/) to simulate the order fulfillment operations of a hypothetical warehouse." ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "## Order Fulfillment Model" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "http://kevingue.wordpress.com/2012/02/13/discrete-time-modeling-for-order-picking/" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Order Processing" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "The order fulfillment operation is a sequence of eight events\n", "\n", "1. Order sent to the fulfillment center.\n", "1. Picker requested for the order.\n", "1. Order picked from the warehouse.\n", "1. Picker released.\n", "1. Inspector requested to review the order prior to shipping.\n", "1. Order reviewed.\n", "1. Reviewer released.\n", "1. Order shipped." ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Order Generator" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "`orderGenerator` creates a sequence of orders following a Poisson distribution at an average rate 1/T_ORDER. Each order is tagged with a unique name using `itertools.count()`." ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Event Logging" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "Events are logged and stored in a dictionary attached to an instance of the fulfillment class. The keys are an (orderId,event) tuple with the time stamp stored as the value. The raw data trace can be accessed as the `._data` field, or as a pandas Dataframe in the `.log` field." ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Fulfillment Class" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", "import random\n", "import simpy\n", "import itertools\n", "import pandas as pd\n", "from IPython.core.display import display, HTML\n", "\n", "# Global variables\n", "T_ORDER = 10 # average time between orders (Poisson)\n", "T_PICK = 15 # mean time to pick order from warehouse (beta)\n", "T_REVIEW = 2 # mean time to review order prior to shipment (beta)\n", "T_SHIP_MIN = 8; T_SHIP_MAX = 12 # mean time to ship order (uniform)\n", "ALPHA = 2.0; BETA = 5.0 # beta distribution parameters\n", "\n", "# Global defaults\n", "T_SIM = 1440 # simulation period\n", "N_PICKER = 2 # number of product pickers\n", "N_REVIEWER = 1 # number of product reviewers\n", "\n", "\n", "\n", "class fulfillment(object):\n", " def __init__(self, n_picker=N_PICKER, n_reviewer=N_REVIEWER):\n", " self.env = simpy.Environment()\n", " self._data = dict()\n", " self.picker = simpy.Resource(self.env,n_picker)\n", " self.reviewer = simpy.Resource(self.env,n_reviewer)\n", " self.env.process(self.orderGenerator())\n", " \n", " def writeLog(self,orderId,event):\n", " self._data[orderId,event] = self.env.now\n", " \n", " @property\n", " def log(self):\n", " df = pd.DataFrame([[a,b,self._data[a,b]] for (a,b) in self._data.keys()]) \n", " df = df.pivot(index=0,columns=1,values=2).reset_index()\n", " return df[list(df.columns)[1:]] \n", " \n", " @property\n", " def stats(self):\n", " tdelta = pd.DataFrame()\n", " for c in self.log.columns:\n", " tdelta[c] = self.log[c] - self.log['Ordered']\n", " return pd.DataFrame([tdelta.mean(),tdelta.std()],index=['mean','std'])\n", " \n", " def order(self,orderId):\n", " self.writeLog(orderId,'Ordered')\n", " with self.picker.request() as preq:\n", " yield preq\n", " self.writeLog(orderId,'Pick Assigned')\n", " yield self.env.timeout(T_PICK*((ALPHA+BETA)/ALPHA)*random.betavariate(ALPHA,BETA))\n", " self.writeLog(orderId,'Picked')\n", " self.picker.release(preq)\n", " with self.reviewer.request() as rreq:\n", " yield rreq\n", " self.writeLog(orderId,'Review Assigned')\n", " yield self.env.timeout(T_REVIEW*((ALPHA+BETA)/ALPHA)*random.betavariate(ALPHA,BETA))\n", " self.writeLog(orderId,'Reviewed')\n", " self.reviewer.release(rreq)\n", " \n", " yield self.env.timeout(random.uniform(T_SHIP_MIN,T_SHIP_MAX))\n", " self.writeLog(orderId,'Shipped')\n", " \n", " def orderGenerator(self):\n", " for orderId in itertools.count():\n", " yield self.env.timeout(random.expovariate(1.0/T_ORDER))\n", " self.env.process(self.order(orderId))\n", " \n", " def run(self,t_sim = T_SIM):\n", " self.env.run(until=t_sim)" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Simulation" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/html": [ "

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" ], "text/plain": [ " Ordered Pick Assigned Picked Review Assigned Reviewed Shipped\n", "mean 0.0 14.006331 29.228007 29.405602 31.449083 41.502859\n", "std 0.0 18.272545 20.163448 20.145527 20.217277 20.208458" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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I7uyyIUAMUAWYCngDM4BGrgtNKZWfGLud/bt3MufVoaTbHMnFyxJGcJGjTA2J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\nIoOdz58XkSigK1ANKA18JyK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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# create an order fulfillment instance\n", "w = fulfillment(n_picker = 2, n_reviewer = 1)\n", "\n", "# run a simulation for a specified period\n", "w.run(10000)\n", "\n", "# verify simulation log\n", "display(w.log.head())\n", "\n", "print(\"Elapsed Time from Order Placement\")\n", "display(w.stats)\n", "\n", "# plot log results\n", "w.log.plot()\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "## Analyzing Results" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Total Processing Time" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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50i2VRkv+57V98+jIqi99dbrAeWEGKYf8URP5+JvN7NfJcUxfM7wP2e4IqaSs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\nGIGYgjAMwzACMQVhGIZhBPL/KoWBYUvZhfUAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "torder = w.log['Shipped'] - w.log['Ordered']\n", "plt.subplot(3,1,1)\n", "plt.plot(torder)\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')\n", "plt.title('Time from Order to Shipment')\n", "\n", "plt.subplot(2,1,2)\n", "torder.hist(bins=30)\n", "plt.xlabel('Time [minutes]')\n", "plt.ylabel('Count')" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Time to Assign Picker" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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iN5stMv1nlAMficjzPRzmOgbw9w/XuNviiMilIjJHROZs2tRxSywV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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "twait = w.log['Pick Assigned'] - w.log['Ordered']\n", "plt.subplot(3,1,1)\n", "plt.plot(twait)\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')\n", "plt.title('Time to Assign Picker')\n", "\n", "plt.subplot(2,1,2)\n", "twait.hist(bins=30)\n", "plt.xlabel('Time [minutes]')\n", "plt.ylabel('Count')" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Time to Pick Order" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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7Y2zSrGUgZbuhTPVNXLrplak5RVEN4hdW5z0yngNucTQPr+f/+EffJkwHS1ev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\n6WJKtYoYI7j00G0Zd/XBPH7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fuXUwnTx5GTTRvQ+l3muoaO8XGASMd//j54EuRX6/NwDT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\n6lDtbla6H8XqBhHpCxwN3O/b3aLrpVgFQR9gjm9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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tpick = w.log['Picked'] - w.log['Pick Assigned']\n", "plt.subplot(3,1,1)\n", "plt.plot(tpick)\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')\n", "plt.title('Time to Pick Order')\n", "\n", "plt.subplot(2,1,2)\n", "tpick.hist(bins=30)\n", "plt.xlabel('Time [minutes]')\n", "plt.ylabel('Count')" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Time to Assign Reviewer" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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jslq/dRvPvrKWWTkzf/LN6rr56QWdv9ds7tqvopCJKWLBmi18/45pZdmkzYwf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\ncBzHcRL5//tCq/HC72quAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "twait = w.log['Review Assigned'] - w.log['Picked']\n", "plt.subplot(3,1,1)\n", "plt.plot(twait)\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')\n", "plt.title('Time to Assign Inspector')\n", "\n", "plt.subplot(2,1,2)\n", "twait.hist(bins=30)\n", "plt.xlabel('Time [minutes]')\n", "plt.ylabel('Count')" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Time to Review Order" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Dry9rEl0JBQ0A86J6lJrUCwDjZq9K2cJZWVHjMsiGV8BrEBdLcpU0ZXHiijAd1m5yLKkP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\nB+68Bryuqj2AXXGmkL01YNtU08+GOV/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IDAQqgKdVdc98y5MNRKQT0ElVvxaRFsAE4JQG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\nwv8DtZmkyJ+kw24AAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "treview = w.log['Reviewed'] - w.log['Review Assigned']\n", "plt.subplot(3,1,1)\n", "plt.plot(treview)\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')\n", "plt.title('Time to Review Order')\n", "\n", "plt.subplot(2,1,2)\n", "treview.hist(bins=30)\n", "plt.xlabel('Time [minutes]')\n", "plt.ylabel('Count')" ] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "### Time to Ship" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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uKoPFHo+IyA/zMKFsqYj0AnD/xw/YnwMPTZhfyOwbTDbjAofv0r2Akjhk2yOI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\nlnrmMff/spA0jXHf4sjl9VBR1WXAszgmhqZAkw0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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "tship = w.log['Shipped'] - w.log['Reviewed']\n", "plt.subplot(3,1,1)\n", "plt.plot(tship)\n", "plt.xlabel('Order Number')\n", "plt.ylabel('Time [minutes]')\n", "plt.title('Time to Ship')\n", "\n", "plt.subplot(2,1,2)\n", "tship.hist(bins=30)\n", "plt.xlabel('Time [minutes]')\n", "plt.ylabel('Count')" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false, "pycharm": {} }, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "pycharm": {} }, "source": [ "\n", "< [Spankys Pizzeria](http://nbviewer.jupyter.org/github/jckantor/CBE40455/blob/master/notebooks/02.06-Spankys-Pizzeria.ipynb) | [Contents](toc.ipynb) | [Geometric Brownian Price Process](http://nbviewer.jupyter.org/github/jckantor/CBE40455/blob/master/notebooks/02.08-Geometric-Brownian-Price-Process.ipynb) >

\"Open

\"Download\"" ] } ], "metadata": { "kernelspec": { "display_name": "Python [conda root]", "language": "python", "name": "conda-root-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 0 }