examples/stress-strain.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "405a6261-2cb4-49cd-b14d-0518b18946b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import requests\n",
    "import h5py"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7d10e47-ef40-47ba-8b6b-c543107e7d38",
   "metadata": {},
   "source": [
    "## Dataset\n",
    "https://doi.org/10.18126/6h74-leb4\n",
    "\n",
    "## Direct Globus Link\n",
    "https://app.globus.org/file-manager?origin_id=82f1b5c6-6e9b-11e5-ba47-22000b92c6ec&origin_path=/mdf_open/foam_db_v1.1/"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "57bd0353-c924-4784-8585-efea6960654c",
   "metadata": {
    "tags": []
   },
   "source": [
    "# Fetch Stress-Strain and Other DIC Data\n",
    "To fetch other files, navigate to the MDF dataset, click the file and then the \"Get Link\" button."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "id": "ef844638-4e5b-412d-b6b5-0488609b1901",
   "metadata": {},
   "outputs": [],
   "source": [
    "data_location = 'https://data.materialsdatafacility.org/mdf_open/foam_db_v1.1/quasistatic_rate_data/VN01/VN01_001_003_QS06_00/VN01_001_003_QS06_00_dic.mat'\n",
    "dest = \"./VN01_001_003_QS06_00_dic.mat\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "44967f27-546b-49aa-8f73-891748450207",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "258170946"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "r = requests.get(data_location)\n",
    "open(dest , 'wb+').write(r.content)\n",
    "data = h5py.File(dest)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4dedc0b-86ef-4492-aa16-ef2f8a972cb9",
   "metadata": {},
   "source": [
    "# Show Dataset Items"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "ebf3f4d6-6f4d-4710-ad36-fc84570614ad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[('E', <HDF5 dataset \"E\": shape (2, 435), type \"<f8\">),\n",
       " ('F', <HDF5 dataset \"F\": shape (435, 1), type \"|O\">),\n",
       " ('area', <HDF5 dataset \"area\": shape (2, 1), type \"<f8\">),\n",
       " ('disp', <HDF5 dataset \"disp\": shape (435, 1), type \"<f8\">),\n",
       " ('dm', <HDF5 dataset \"dm\": shape (1, 1), type \"<f8\">),\n",
       " ('e', <HDF5 dataset \"e\": shape (2, 435), type \"<f8\">),\n",
       " ('eng_strain', <HDF5 dataset \"eng_strain\": shape (435, 1), type \"<f8\">),\n",
       " ('eng_stress', <HDF5 dataset \"eng_stress\": shape (435, 1), type \"<f8\">),\n",
       " ('force', <HDF5 dataset \"force\": shape (435, 1), type \"<f8\">),\n",
       " ('gridPoints', <HDF5 dataset \"gridPoints\": shape (2, 1), type \"|O\">),\n",
       " ('height', <HDF5 dataset \"height\": shape (2, 1), type \"<f8\">),\n",
       " ('px2m', <HDF5 dataset \"px2m\": shape (1, 1), type \"<f8\">),\n",
       " ('reporting_table',\n",
       "  <HDF5 group \"/complete_data/reporting_table\" (17 members)>),\n",
       " ('save_loc', <HDF5 dataset \"save_loc\": shape (180, 1), type \"<u2\">),\n",
       " ('time', <HDF5 dataset \"time\": shape (435, 1), type \"<f8\">),\n",
       " ('u_inc', <HDF5 dataset \"u_inc\": shape (1, 435), type \"|O\">),\n",
       " ('u_total', <HDF5 dataset \"u_total\": shape (435, 1), type \"|O\">)]"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "list(data['complete_data'].items())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "52da61d3-9c4d-45b7-a6a9-e03db8f1081a",
   "metadata": {},
   "source": [
    "# Load the Engineering Stress and Axial Strain"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "ed99ce72-604b-443c-b604-d2150d8361e3",
   "metadata": {},
   "outputs": [],
   "source": [
    "eng_stress = data['complete_data']['eng_stress']\n",
    "strain = data['complete_data']['E'][1, :]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "e3b66a36-7ee7-4ec3-bc08-67721ad3a911",
   "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": [
    "fig = plt.figure()\n",
    "\n",
    "ax = plt.scatter(strain, eng_stress, s=10, alpha=0.5)\n",
    "\n",
    "plt.xlabel(\"Axial Strain\")\n",
    "plt.ylabel(\"Axial Stress\")\n",
    "sns.despine()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5fdd9f9f-7325-42de-ae1a-f1231b0b9294",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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