H_Profiles_Neumann.ipynb

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   "source": [
    "# Design of H-Profiles acc. to Neumann Regarding Lateral Flow"
   ]
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   "source": [
    "import ezdxf  # for DXF import\n",
    "import shapely  # for planar geometric operations\n",
    "import shapely.geometry as sg  # geometric objects\n",
    "import ezdxf_shapely  # for conversion from DXF to shapely geometry\n",
    "import numpy as np  # array computations\n",
    "import math  # mathematical constants\n",
    "from ipywidgets import interact  # interactive plots\n",
    "from plot_helper import plot_geom, plot_geoms # module in local directory with helpers to plot geometries\n",
    "from dataclasses import dataclass\n",
    "import pandas as pd\n",
    "import plotly.express as px"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f20b9da4-cb95-48ba-a75f-a8d5a15e55c9",
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   "source": [
    "## Construct Parametrized H-Beam Cross-Sections"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "39eafd3e-2ecb-4360-9061-67a269541627",
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   "source": [
    "Define a class representing a H or I beam profile constructed by size parameters.\n",
    "\n",
    "![](dxf/h_beam.png)"
   ]
  },
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    "@dataclass()\n",
    "class HBeam:\n",
    "    w:float \n",
    "    s:float\n",
    "    au:float\n",
    "    al:float\n",
    "    bu:float\n",
    "    bl:float\n",
    "    hu:float\n",
    "    hl:float\n",
    "    \n",
    "    def __post_init__(self):\n",
    "        self.coordinates = np.array([\n",
    "            (self.w / 2, -self.s / 2 - self.hl),\n",
    "            (self.w / 2, self.s / 2 + self.hu),\n",
    "            (self.w / 2 - self.au, self.s / 2 + self.hu),\n",
    "            (self.w / 2 - self.bu, self.s / 2),\n",
    "            (-self.w / 2 + self.bu, self.s / 2),\n",
    "            (-self.w / 2 + self.au, self.s / 2 + self.hu),\n",
    "            (-self.w / 2, self.s / 2 + self.hu),\n",
    "            (-self.w / 2, -self.s / 2 - self.hl),\n",
    "            (-self.w / 2 + self.al, -self.s / 2 - self.hl),\n",
    "            (-self.w / 2 + self.bl, -self.s / 2),\n",
    "            (self.w / 2 - self.bl, -self.s / 2),\n",
    "            (self.w / 2 - self.al, -self.s / 2 - self.hl),\n",
    "        ])\n",
    "        \n",
    "        self.cross_section = sg.Polygon(self.coordinates).simplify(0)"
   ]
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   "id": "2068991a-9979-4db3-aaef-5dd981c0f7fd",
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   "source": [
    "Plot a beam with interactive parameters to play around with the measures."
   ]
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    "beam = None\n",
    "\n",
    "@interact\n",
    "def draw_h_beam_interactively(w=100, s=20, au=10, al=10, bu=20, bl=20, hu=30, hl=30):\n",
    "    global beam\n",
    "    beam = HBeam(w,s,au,al,bu,bl,hu,hl)\n",
    "    line = sg.LineString([(0, -50), (0, 50)])\n",
    "    return plot_geoms([beam.cross_section])"
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   "source": [
    "## Division in Partial Cross-Sections acc. to Neumann\n",
    "\n",
    "Define a class cutting the beam cross-section into devisions by the method of Neumann."
   ]
  },
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    "class NeumannDivision:\n",
    "    def __init__(self, beam: HBeam):\n",
    "        self.full = beam.cross_section\n",
    "        self.upper_flange = shapely.clip_by_rect(self.full, -np.inf, beam.s / 2, np.inf, np.inf)\n",
    "        self.lower_flange = shapely.clip_by_rect(self.full, -np.inf, -np.inf, np.inf, -beam.s / 2)\n",
    "        left_split_line = sg.LineString([beam.coordinates[4], beam.coordinates[9]])\n",
    "        right_split_line = sg.LineString([beam.coordinates[3], beam.coordinates[10]])\n",
    "\n",
    "        if not self.upper_flange.is_empty and not self.lower_flange.is_empty:\n",
    "            web = shapely.clip_by_rect(self.full, -np.inf, -beam.s / 2, np.inf, beam.s / 2)\n",
    "            left_gore, web = shapely.ops.split(web, left_split_line).geoms\n",
    "            web, right_gore = shapely.ops.split(web, right_split_line).geoms\n",
    "    \n",
    "            self.gore = shapely.unary_union([left_gore, right_gore])\n",
    "            self.web = web\n",
    "        else:\n",
    "            self.gore = sg.Polygon()\n",
    "            self.web = self.full\n",
    "\n",
    "        self.parts = [self.upper_flange, self.lower_flange, self.web, self.gore]\n",
    "        self.part_areas = np.array([p.area for p in self.parts])"
   ]
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   "source": [
    "division = NeumannDivision(beam)\n",
    "plot_geoms([division.upper_flange, division.lower_flange, division.web, division.gore], names=[\"upper flange\", \"lower flange\", \"web\", \"gore\"])"
   ]
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  {
   "cell_type": "markdown",
   "id": "a5ccfa8b-09fa-46be-a67a-5328703e2d23",
   "metadata": {},
   "source": [
    "## Calculate Theoretical Lateral Flows"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "fbf1fd39-39bd-4394-ab48-cc7d1d89fdd8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-27T20:12:38.336920Z",
     "start_time": "2024-08-27T20:12:38.306890Z"
    }
   },
   "outputs": [
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       "      <th>4</th>\n",
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       "      <td>469.0</td>\n",
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       "      <td>53.0</td>\n",
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       "      <td>95.50</td>\n",
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       "      <th>7</th>\n",
       "      <td>lower</td>\n",
       "      <td>479.0</td>\n",
       "      <td>20.2</td>\n",
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       "      <td>488.0</td>\n",
       "      <td>18.4</td>\n",
       "      <td>24.1</td>\n",
       "      <td>25.0</td>\n",
       "      <td>37.4</td>\n",
       "      <td>39.2</td>\n",
       "      <td>90.10</td>\n",
       "      <td>90.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>lower</td>\n",
       "      <td>496.0</td>\n",
       "      <td>17.3</td>\n",
       "      <td>22.7</td>\n",
       "      <td>20.0</td>\n",
       "      <td>34.6</td>\n",
       "      <td>32.2</td>\n",
       "      <td>85.05</td>\n",
       "      <td>90.15</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>upper</td>\n",
       "      <td>502.5</td>\n",
       "      <td>17.0</td>\n",
       "      <td>19.9</td>\n",
       "      <td>19.9</td>\n",
       "      <td>31.2</td>\n",
       "      <td>31.2</td>\n",
       "      <td>85.20</td>\n",
       "      <td>85.20</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     open      w      s     au     al     bu     bl      hu      hl\n",
       "0   upper  388.0  100.0  101.0  105.0  154.0  160.0   95.00   93.50\n",
       "1   lower  404.0   73.0   88.6   78.5  132.0  123.0   95.50  103.50\n",
       "2   upper  419.0   54.5   67.1   69.5  102.5  107.0  101.75  100.75\n",
       "3   lower  433.0   42.0   60.0   53.0   90.0   83.6   97.50  105.00\n",
       "4   upper  440.0   33.2   46.1   47.8   70.7   74.0   99.40   99.40\n",
       "5   lower  458.0   27.2   42.0   37.0   63.1   58.8   94.40  101.40\n",
       "6   upper  469.0   23.0   32.8   34.0   50.5   53.0   95.50   95.50\n",
       "7   lower  479.0   20.2   30.3   26.8   46.0   42.8   89.90   95.70\n",
       "8   upper  488.0   18.4   24.1   25.0   37.4   39.2   90.10   90.00\n",
       "9   lower  496.0   17.3   22.7   20.0   34.6   32.2   85.05   90.15\n",
       "10  upper  502.5   17.0   19.9   19.9   31.2   31.2   85.20   85.20"
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     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "calibration = pd.read_csv(\"I50_calibration_Neumann.csv\")\n",
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     "metadata": {},
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   ],
   "source": [
    "beams = [HBeam(c.w, c.s, c.au,c.al,c.bu,c.bl,c.hu,c.hl) for c in calibration.itertuples(index=False)]\n",
    "plot_geoms([b.cross_section for b in beams])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "37f74ec7-0995-4acf-b665-bdf2ea0e25bb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-27T20:12:41.021538Z",
     "start_time": "2024-08-27T20:12:40.995735Z"
    }
   },
   "outputs": [],
   "source": [
    "divisions = [NeumannDivision(b) for b in beams]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7e742641-51a7-4052-9eff-f9a2d61d98b7",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-27T20:12:41.943663Z",
     "start_time": "2024-08-27T20:12:41.920740Z"
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   },
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>full</th>\n",
       "      <th>upper_flange</th>\n",
       "      <th>lower_flange</th>\n",
       "      <th>gore</th>\n",
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       "      <th>0</th>\n",
       "      <td>87802.500</td>\n",
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       "      <td>24777.500</td>\n",
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       "      <th>1</th>\n",
       "      <td>71414.550</td>\n",
       "      <td>21067.300</td>\n",
       "      <td>20855.250</td>\n",
       "      <td>18615.00</td>\n",
       "      <td>10877.00</td>\n",
       "      <td>20855.25</td>\n",
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       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>57874.675</td>\n",
       "      <td>17256.800</td>\n",
       "      <td>17782.375</td>\n",
       "      <td>11417.75</td>\n",
       "      <td>11417.75</td>\n",
       "      <td>17256.80</td>\n",
       "      <td>17782.375</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>47154.000</td>\n",
       "      <td>14625.000</td>\n",
       "      <td>14343.000</td>\n",
       "      <td>7291.20</td>\n",
       "      <td>10894.80</td>\n",
       "      <td>14343.00</td>\n",
       "      <td>14625.000</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>38324.840</td>\n",
       "      <td>11609.920</td>\n",
       "      <td>12106.920</td>\n",
       "      <td>4804.04</td>\n",
       "      <td>9803.96</td>\n",
       "      <td>11609.92</td>\n",
       "      <td>12106.920</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>32093.160</td>\n",
       "      <td>9921.440</td>\n",
       "      <td>9714.120</td>\n",
       "      <td>3315.68</td>\n",
       "      <td>9141.92</td>\n",
       "      <td>9714.12</td>\n",
       "      <td>9921.440</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>27050.650</td>\n",
       "      <td>7955.150</td>\n",
       "      <td>8308.500</td>\n",
       "      <td>2380.50</td>\n",
       "      <td>8406.50</td>\n",
       "      <td>7955.15</td>\n",
       "      <td>8308.500</td>\n",
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       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>23195.890</td>\n",
       "      <td>6859.370</td>\n",
       "      <td>6660.720</td>\n",
       "      <td>1793.76</td>\n",
       "      <td>7882.04</td>\n",
       "      <td>6660.72</td>\n",
       "      <td>6859.370</td>\n",
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       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>20298.350</td>\n",
       "      <td>5541.150</td>\n",
       "      <td>5778.000</td>\n",
       "      <td>1409.44</td>\n",
       "      <td>7569.76</td>\n",
       "      <td>5541.15</td>\n",
       "      <td>5778.000</td>\n",
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       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>18159.995</td>\n",
       "      <td>4873.365</td>\n",
       "      <td>4705.830</td>\n",
       "      <td>1155.64</td>\n",
       "      <td>7425.16</td>\n",
       "      <td>4705.83</td>\n",
       "      <td>4873.365</td>\n",
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       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>17249.940</td>\n",
       "      <td>4353.720</td>\n",
       "      <td>4353.720</td>\n",
       "      <td>1060.80</td>\n",
       "      <td>7481.70</td>\n",
       "      <td>4353.72</td>\n",
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       "1   71414.550     21067.300     20855.250  18615.00  10877.00  20855.25   \n",
       "2   57874.675     17256.800     17782.375  11417.75  11417.75  17256.80   \n",
       "3   47154.000     14625.000     14343.000   7291.20  10894.80  14343.00   \n",
       "4   38324.840     11609.920     12106.920   4804.04   9803.96  11609.92   \n",
       "5   32093.160      9921.440      9714.120   3315.68   9141.92   9714.12   \n",
       "6   27050.650      7955.150      8308.500   2380.50   8406.50   7955.15   \n",
       "7   23195.890      6859.370      6660.720   1793.76   7882.04   6660.72   \n",
       "8   20298.350      5541.150      5778.000   1409.44   7569.76   5541.15   \n",
       "9   18159.995      4873.365      4705.830   1155.64   7425.16   4705.83   \n",
       "10  17249.940      4353.720      4353.720   1060.80   7481.70   4353.72   \n",
       "\n",
       "       closed  \n",
       "0   24777.500  \n",
       "1   21067.300  \n",
       "2   17782.375  \n",
       "3   14625.000  \n",
       "4   12106.920  \n",
       "5    9921.440  \n",
       "6    8308.500  \n",
       "7    6859.370  \n",
       "8    5778.000  \n",
       "9    4873.365  \n",
       "10   4353.720  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "areas = pd.DataFrame([dict(\n",
    "    full=d.full.area,\n",
    "    upper_flange=d.upper_flange.area,\n",
    "    lower_flange=d.lower_flange.area,\n",
    "    gore=d.gore.area,\n",
    "    web=d.web.area,\n",
    ") for d in divisions])\n",
    "areas[\"open\"] = areas.upper_flange.where(calibration.open == \"upper\", areas.lower_flange)\n",
    "areas[\"closed\"] = areas.upper_flange.where(calibration.open == \"lower\", areas.lower_flange)\n",
    "areas"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "1770f529-9490-43a8-a0a3-4936ef44dc11",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-27T20:12:44.433085Z",
     "start_time": "2024-08-27T20:12:44.408874Z"
    }
   },
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>full</th>\n",
       "      <th>upper_flange</th>\n",
       "      <th>lower_flange</th>\n",
       "      <th>gore</th>\n",
       "      <th>web</th>\n",
       "      <th>open</th>\n",
       "      <th>closed</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1.229476</td>\n",
       "      <td>1.149886</td>\n",
       "      <td>1.188070</td>\n",
       "      <td>1.686812</td>\n",
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       "      <td>1.220812</td>\n",
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       "      <td>1.630356</td>\n",
       "      <td>0.952640</td>\n",
       "      <td>1.220812</td>\n",
       "      <td>1.172805</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.227355</td>\n",
       "      <td>1.179952</td>\n",
       "      <td>1.239795</td>\n",
       "      <td>1.565963</td>\n",
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       "      <td>1.239795</td>\n",
       "      <td>1.179952</td>\n",
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       "      <th>4</th>\n",
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       "      <td>1.259699</td>\n",
       "      <td>1.184694</td>\n",
       "      <td>1.517723</td>\n",
       "      <td>1.111265</td>\n",
       "      <td>1.259699</td>\n",
       "      <td>1.184694</td>\n",
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       "      <th>5</th>\n",
       "      <td>1.194175</td>\n",
       "      <td>1.170185</td>\n",
       "      <td>1.246322</td>\n",
       "      <td>1.448885</td>\n",
       "      <td>1.072418</td>\n",
       "      <td>1.246322</td>\n",
       "      <td>1.170185</td>\n",
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       "      <td>1.247172</td>\n",
       "      <td>1.169179</td>\n",
       "      <td>1.392850</td>\n",
       "      <td>1.087482</td>\n",
       "      <td>1.247172</td>\n",
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       "      <td>1.166183</td>\n",
       "      <td>1.159749</td>\n",
       "      <td>1.247388</td>\n",
       "      <td>1.327101</td>\n",
       "      <td>1.066539</td>\n",
       "      <td>1.247388</td>\n",
       "      <td>1.159749</td>\n",
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       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1.142748</td>\n",
       "      <td>1.237896</td>\n",
       "      <td>1.152773</td>\n",
       "      <td>1.272676</td>\n",
       "      <td>1.041254</td>\n",
       "      <td>1.237896</td>\n",
       "      <td>1.152773</td>\n",
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       "      <th>9</th>\n",
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       "      <td>1.137027</td>\n",
       "      <td>1.227839</td>\n",
       "      <td>1.219619</td>\n",
       "      <td>1.019474</td>\n",
       "      <td>1.227839</td>\n",
       "      <td>1.137027</td>\n",
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       "      <th>10</th>\n",
       "      <td>1.052757</td>\n",
       "      <td>1.119357</td>\n",
       "      <td>1.080876</td>\n",
       "      <td>1.089404</td>\n",
       "      <td>0.992443</td>\n",
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       "        full  upper_flange  lower_flange      gore       web      open  \\\n",
       "0        NaN           NaN           NaN       NaN       NaN       NaN   \n",
       "1   1.229476      1.149886      1.188070  1.686812  0.680335  1.188070   \n",
       "2   1.233952      1.220812      1.172805  1.630356  0.952640  1.220812   \n",
       "3   1.227355      1.179952      1.239795  1.565963  1.048000  1.239795   \n",
       "4   1.230377      1.259699      1.184694  1.517723  1.111265  1.259699   \n",
       "5   1.194175      1.170185      1.246322  1.448885  1.072418  1.246322   \n",
       "6   1.186410      1.247172      1.169179  1.392850  1.087482  1.247172   \n",
       "7   1.166183      1.159749      1.247388  1.327101  1.066539  1.247388   \n",
       "8   1.142748      1.237896      1.152773  1.272676  1.041254  1.237896   \n",
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       "10  1.052757      1.119357      1.080876  1.089404  0.992443  1.119357   \n",
       "\n",
       "      closed  \n",
       "0        NaN  \n",
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       "2   1.172805  \n",
       "3   1.179952  \n",
       "4   1.184694  \n",
       "5   1.170185  \n",
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       "7   1.159749  \n",
       "8   1.152773  \n",
       "9   1.137027  \n",
       "10  1.080876  "
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     "execution_count": 10,
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   "source": [
    "elongations = areas.rolling(2).apply(lambda pair: pair.iloc[0] / pair.iloc[1])\n",
    "elongations[\"open\"] = elongations.upper_flange.where(calibration.open == \"upper\", elongations.lower_flange)\n",
    "elongations[\"closed\"] = elongations.upper_flange.where(calibration.open == \"lower\", elongations.lower_flange)\n",
    "elongations"
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     },
     "metadata": {},
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    }
   ],
   "source": [
    "px.line(elongations, y=[\"open\", \"closed\", \"gore\", \"web\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "9a187f8e-2a34-4c53-a3f9-9a89048298a3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-27T20:14:17.489158Z",
     "start_time": "2024-08-27T20:14:17.478487Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0     False\n",
       "1      True\n",
       "2      True\n",
       "3      True\n",
       "4      True\n",
       "5      True\n",
       "6      True\n",
       "7      True\n",
       "8      True\n",
       "9      True\n",
       "10     True\n",
       "dtype: bool"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "elongations.open > elongations.closed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "d1d32ea6-d8b0-46a3-807a-3c7ee256d0bc",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-08-27T20:14:18.496045Z",
     "start_time": "2024-08-27T20:14:18.487534Z"
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   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0     False\n",
       "1      True\n",
       "2      True\n",
       "3      True\n",
       "4      True\n",
       "5      True\n",
       "6      True\n",
       "7      True\n",
       "8     False\n",
       "9     False\n",
       "10    False\n",
       "dtype: bool"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "elongations.closed < elongations.full"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "68aea3e8-3a1b-435a-8e8d-819f232fbbbd",
   "metadata": {
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     "end_time": "2024-08-27T20:14:21.113002Z",
     "start_time": "2024-08-27T20:14:21.094798Z"
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   },
   "outputs": [
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       "      <td>-247.515021</td>\n",
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       "      <td>-463.805735</td>\n",
       "      <td>37.841337</td>\n",
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       "      <td>-50.688867</td>\n",
       "      <td>-160.250505</td>\n",
       "      <td>672.313658</td>\n",
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       "    full  upper_flange  lower_flange         gore          web        open  \\\n",
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       "\n",
       "         closed  \n",
       "0           NaN  \n",
       "1   1363.789579  \n",
       "2    881.185875  \n",
       "3    564.840747  \n",
       "4    449.517020  \n",
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       "7     37.841337  \n",
       "8    -50.688867  \n",
       "9    -84.045641  \n",
       "10  -116.285920  "
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     },
     "execution_count": 14,
     "metadata": {},
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   ],
   "source": [
    "lateral_flows = areas * (1 - elongations.div(elongations[\"full\"], axis=0))\n",
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     "start_time": "2024-08-27T20:14:24.813840Z"
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           "zerolinecolor": "white",
           "zerolinewidth": 2
          }
         }
        },
        "xaxis": {
         "anchor": "y",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "range": [
          0,
          10
         ],
         "title": {
          "text": "index"
         },
         "type": "linear"
        },
        "yaxis": {
         "anchor": "x",
         "autorange": true,
         "domain": [
          0,
          1
         ],
         "range": [
          -7578.911914049523,
          5512.761064130672
         ],
         "title": {
          "text": "value"
         },
         "type": "linear"
        }
       }
      },
      "image/png": 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