{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "f1a1bfcd",
   "metadata": {},
   "source": [
    "# Sif Beplankungsverlauf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2d2cd6ee",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "from tabulate import tabulate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "e14ec5e7",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Radien [mm]\n",
    "r_nase = 900\n",
    "r_bepl = 950\n",
    "r_ende = 1200\n",
    "\n",
    "# Rippenabstand und Spannweite[mm]\n",
    "delta = 50\n",
    "delta_end = 60\n",
    "span = 760\n",
    "\n",
    "# Wurzeltiefe\n",
    "t_wurzel = 280\n",
    "t_bepl_wurzel = 70\n",
    "t_endl = 38\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "44a692d9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f6f2ce7ea90>]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1280x1280 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "deg = np.arange(0,60,1)\n",
    "\n",
    "x_nase = r_nase - r_nase*np.cos(np.radians(deg))\n",
    "y_nase = r_nase*np.sin(np.radians(deg))\n",
    "\n",
    "x_bepl = t_bepl_wurzel + r_bepl - r_bepl*np.cos(np.radians(deg))\n",
    "y_bepl = r_bepl*np.sin(np.radians(deg))\n",
    "\n",
    "x_max = t_wurzel + r_ende - r_ende*np.cos(np.radians(deg))\n",
    "y_max = r_ende*np.sin(np.radians(deg));\n",
    "\n",
    "x_endl = x_max - t_endl\n",
    "y_endl = y_max\n",
    "\n",
    "plt.figure(figsize=(16, 16), dpi=80)\n",
    "plt.xlim([0,800])\n",
    "plt.ylim([0,800])\n",
    "plt.plot(x_nase, y_nase, color='blue')\n",
    "plt.plot(x_bepl, y_bepl, color='blue')\n",
    "plt.plot(x_max, y_max, color='blue')\n",
    "plt.plot(x_endl, y_endl, color='blue')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a1966f86",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f6f2ae18220>]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1280x1280 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "y_rippen = np.arange(0,750,50)\n",
    "y_rippen = np.append(y_rippen,760)\n",
    "\n",
    "rad_nase = np.arcsin(y_rippen/r_nase)\n",
    "x_rippe_nase = r_nase - r_nase*np.cos(rad_nase)\n",
    "y_rippe_nase = r_nase*np.sin(rad_nase)\n",
    "\n",
    "rad_bepl = np.arcsin(y_rippen/r_bepl)\n",
    "x_rippe_bepl = t_bepl_wurzel + r_bepl - r_bepl*np.cos(rad_bepl)\n",
    "y_rippe_bepl = r_bepl*np.sin(rad_bepl)\n",
    "\n",
    "breite = x_rippe_bepl - x_rippe_nase\n",
    "\n",
    "rad_ende = np.arcsin(y_rippen/r_ende)\n",
    "x_rippe_ende = t_wurzel + r_ende - r_ende*np.cos(rad_ende)\n",
    "y_rippe_ende = r_ende*np.sin(rad_ende)\n",
    "\n",
    "tiefe = x_rippe_ende - x_rippe_nase\n",
    "\n",
    "x_QR = x_rippe_ende+32\n",
    "y_QR = y_rippe_ende\n",
    "\n",
    "tiefe_QR = x_QR - x_rippe_nase\n",
    "\n",
    "plt.figure(figsize=(16, 16), dpi=80)\n",
    "plt.xlim([0,800])\n",
    "plt.ylim([0,800])\n",
    "plt.plot(x_rippe_nase, y_rippe_nase, 'go-')\n",
    "plt.plot(x_rippe_bepl, y_rippe_bepl, 'go-')\n",
    "plt.plot(x_rippe_ende, y_rippe_ende, 'go-')\n",
    "plt.plot(x_rippe_ende-t_endl, y_rippe_ende, 'go-')\n",
    "plt.plot(x_QR, y_QR, 'bo-')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "2a5351ee",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+-----+-----------------+-------------+---------+------------+---------------------+\n",
      "|   y | Profil          |   x-Versatz |   Tiefe |   Tiefe QR |   Beplankungsbreite |\n",
      "|-----+-----------------+-------------+---------+------------+---------------------|\n",
      "|   0 | ['pw-res-main'] |     0       | 280     |      0     |             70      |\n",
      "|  50 | ['pw-res-main'] |     1.38996 | 279.652 |      0     |             69.9267 |\n",
      "| 100 | ['pw-res-main'] |     5.57281 | 278.601 |      0     |             69.705  |\n",
      "| 150 | ['pw-res-main'] |    12.588   | 276.824 |      0     |             69.3288 |\n",
      "| 200 | ['pw-res-main'] |    22.5036  | 274.28  |      0     |             68.7877 |\n",
      "| 250 | ['pw-res-main'] |    35.4192  | 270.911 |      0     |             68.0657 |\n",
      "| 300 | ['pw-res-main'] |    51.4719  | 266.633 |      0     |             67.1403 |\n",
      "| 350 | ['pw-res-main'] |    70.8438  | 261.332 |      0     |             65.9801 |\n",
      "| 400 | ['pw-res-main'] |    93.7742  | 254.855 |      0     |             64.5414 |\n",
      "| 450 | ['pw-res-main'] |   120.577   | 246.993 |      0     |             62.7628 |\n",
      "| 500 | ['pw-res-main'] |   151.669   | 237.46  |      0     |             60.5568 |\n",
      "| 550 | ['pw_res-tip']  |   187.61    |   0     |    257.854 |             57.7937 |\n",
      "| 600 | ['pw_res-tip']  |   229.18    |   0     |    243.59  |             54.2744 |\n",
      "| 650 | ['pw_res-tip']  |   277.505   |   0     |    225.783 |             49.6747 |\n",
      "| 700 | ['pw_res-tip']  |   334.315   |   0     |    203.006 |             43.4238 |\n",
      "| 760 | ['pw_res-tip']  |   417.921   |   0     |    165.424 |             32.0788 |\n",
      "+-----+-----------------+-------------+---------+------------+---------------------+\n"
     ]
    }
   ],
   "source": [
    "profil = [0]*16\n",
    "\n",
    "for i in range(len(tiefe)):\n",
    "        if (y_rippen[i]<550):\n",
    "            tiefe_QR[i] = 0\n",
    "            profil[i] = 'pw-res-main'\n",
    "        else:\n",
    "            tiefe[i]=0\n",
    "            profil[i]='pw_res-tip'\n",
    "\n",
    "data = [y_rippen, profil, x_rippe_nase, tiefe, tiefe_QR, breite]\n",
    "a = np.array([data])\n",
    "\n",
    "print(tabulate(a.transpose(),headers=['y','Profil','x-Versatz','Tiefe','Tiefe QR','Beplankungsbreite'],tablefmt='psql'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "819df8fb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-0.76 , 0.4179211682722421 , 0 , 0.16542389042824568 , 0 , 75 , pw_res-tip\n",
      "-0.7 , 0.33431457505076206 , 0 , 0.20300599046834134 , 0 , 75 , pw_res-tip\n",
      "-0.65 , 0.2775050201005632 , 0 , 0.2257829298078359 , 0 , 75 , pw_res-tip\n",
      "-0.6 , 0.22917960675006305 , 0 , 0.24358990870861078 , 0 , 75 , pw_res-tip\n",
      "-0.55 , 0.18760965756124962 , 0 , 0.2578538920536735 , 0 , 75 , pw_res-tip\n",
      "-0.5 , 0.15166852264521163 , 0 , 0.23746026589121697 , 0 , 75 , pw-res-main\n",
      "-0.45 , 0.1205771365940053 , 0 , 0.24699309034164538 , 0 , 75 , pw-res-main\n",
      "-0.4 , 0.0937742251701452 , 0 , 0.25485492493137873 , 0 , 75 , pw-res-main\n",
      "-0.35 , 0.07084380241115014 , 0 , 0.26133216926395014 , 0 , 75 , pw-res-main\n",
      "-0.3 , 0.05147186257614283 , 0 , 0.266633133561632 , 0 , 75 , pw-res-main\n",
      "-0.25 , 0.03541917671047076 , 0 , 0.270911363858979 , 0 , 75 , pw-res-main\n",
      "-0.2 , 0.022503561260787706 , 0 , 0.2742804821192891 , 0 , 75 , pw-res-main\n",
      "-0.15 , 0.012588032535057664 , 0 , 0.27682387748587667 , 0 , 75 , pw-res-main\n",
      "-0.1 , 0.005572809000084248 , 0 , 0.27860111668977616 , 0 , 75 , pw-res-main\n",
      "-0.05 , 0.0013899622194286393 , 0 , 0.27965215695239126 , 0 , 75 , pw-res-main\n",
      "0.0 , 0.0 , 0 , 0.28 , 0 , 75 , pw-res-main\n",
      "0.05 , 0.0013899622194286393 , 0 , 0.27965215695239126 , 0 , 75 , pw-res-main\n",
      "0.1 , 0.005572809000084248 , 0 , 0.27860111668977616 , 0 , 75 , pw-res-main\n",
      "0.15 , 0.012588032535057664 , 0 , 0.27682387748587667 , 0 , 75 , pw-res-main\n",
      "0.2 , 0.022503561260787706 , 0 , 0.2742804821192891 , 0 , 75 , pw-res-main\n",
      "0.25 , 0.03541917671047076 , 0 , 0.270911363858979 , 0 , 75 , pw-res-main\n",
      "0.3 , 0.05147186257614283 , 0 , 0.266633133561632 , 0 , 75 , pw-res-main\n",
      "0.35 , 0.07084380241115014 , 0 , 0.26133216926395014 , 0 , 75 , pw-res-main\n",
      "0.4 , 0.0937742251701452 , 0 , 0.25485492493137873 , 0 , 75 , pw-res-main\n",
      "0.45 , 0.1205771365940053 , 0 , 0.24699309034164538 , 0 , 75 , pw-res-main\n",
      "0.5 , 0.15166852264521163 , 0 , 0.23746026589121697 , 0 , 75 , pw-res-main\n",
      "0.55 , 0.18760965756124962 , 0 , 0.2578538920536735 , 0 , 75 , pw_res-tip\n",
      "0.6 , 0.22917960675006305 , 0 , 0.24358990870861078 , 0 , 75 , pw_res-tip\n",
      "0.65 , 0.2775050201005632 , 0 , 0.2257829298078359 , 0 , 75 , pw_res-tip\n",
      "0.7 , 0.33431457505076206 , 0 , 0.20300599046834134 , 0 , 75 , pw_res-tip\n",
      "0.76 , 0.4179211682722421 , 0 , 0.16542389042824568 , 0 , 75 , pw_res-tip\n"
     ]
    }
   ],
   "source": [
    "max = len(tiefe)\n",
    "for i in range(max-1,0,-1):\n",
    "    print(data[0][i]/-1000, ',', data[2][i]/1000,',',0,',',data[3][i]/1000+data[4][i]/1000,',',0,',',75,',',data[1][i])\n",
    "for i in range(max):\n",
    "    print(data[0][i]/1000, ',', data[2][i]/1000,',',0,',',data[3][i]/1000+data[4][i]/1000,',',0,',',75,',',data[1][i])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6c8b8fc1",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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