arch_subdivision_automatisation.ipynb

{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Importing libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 522,
   "metadata": {},
   "outputs": [],
   "source": [
    "import math\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import csv\n",
    "import os"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Unit of measurement"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Unit of measurement are kN, m, s.\n",
    "Therefore, forces are in kN, pressures in KPa, moments in kN x m, time in seconds, distances in metres.\n",
    "Angles are in 360-degree format in output."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For coordinates of points related to the centre of the circle,\\\n",
    "go to \"Origin of coordinates in the centre of the circle\""
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For coordinates of points related to the left extreme of the circle,\\\n",
    "go to \"Change of origins of coordinates\\\n",
    "Origin of coordinates on the left extreme of the circle\""
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Input section"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Circle data input"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 523,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Input of arch attributes\n",
    "rise_int = 1.95\n",
    "span_length = 6.00\n",
    "arch_thickness = 0.25\n",
    "elements = 4"
   ]
  },
  {
   "attachments": {
    "image-3.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image-3.png](attachment:image-3.png)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Constitutive law data input"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 524,
   "metadata": {},
   "outputs": [],
   "source": [
    "young_modulus = 4.690e6\n",
    "poisson_coefficient = 0.25\n",
    "# Eulero-Bernoulli beam model"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Failure criteria data input"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 525,
   "metadata": {},
   "outputs": [],
   "source": [
    "ultimate_compression_strength = 4.690e3\n",
    "ultimate_tension_strength = 4.69e2"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculations of circle attributes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 526,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "centre_angle =  132.0955\n",
      "springing_angle =  23.9523\n"
     ]
    }
   ],
   "source": [
    "# Arch angle attributes\n",
    "centre_angle = 4 * math.atan((2 * rise_int)/span_length)\n",
    "springing_angle = (math.pi - centre_angle)/2\n",
    "\n",
    "print(\"centre_angle = \", round(math.degrees(centre_angle),4))\n",
    "print(\"springing_angle = \", round(math.degrees(springing_angle),4))"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 527,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Stored 'springing_angle' (float)\n"
     ]
    }
   ],
   "source": [
    "%store springing_angle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 528,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "radius_int =  3.283\n",
      "radius_centre =  3.408\n",
      "radius_ext =  3.533\n"
     ]
    }
   ],
   "source": [
    "# Arch radius attributes\n",
    "radius_int = span_length/(2*math.cos(springing_angle))\n",
    "radius_centre = radius_int + arch_thickness/2\n",
    "radius_ext = radius_int + arch_thickness\n",
    "\n",
    "print(\"radius_int = \", round(radius_int,3))\n",
    "print(\"radius_centre = \", round(radius_centre,3))\n",
    "print(\"radius_ext = \", round(radius_ext,3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 529,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "span_length_centre =  6.228\n",
      "span_length_ext =  6.457\n"
     ]
    }
   ],
   "source": [
    "# Arch span length attributes\n",
    "span_length_centre = span_length + 2 * ((arch_thickness/2) * math.cos(springing_angle))\n",
    "span_length_ext = span_length + 2 * (arch_thickness * math.cos(springing_angle))\n",
    "\n",
    "print(\"span_length_centre = \", round(span_length_centre,3))\n",
    "print(\"span_length_ext = \", round(span_length_ext,3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 530,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "rise_centre =  2.024\n",
      "rise_ext =  2.099\n"
     ]
    }
   ],
   "source": [
    "# Arch rise attributes\n",
    "rise_centre = (span_length_centre/2) * math.tan(centre_angle/4)\n",
    "rise_ext = (span_length_ext/2) * math.tan(centre_angle/4)\n",
    "\n",
    "print(\"rise_centre = \", round(rise_centre,3))\n",
    "print(\"rise_ext = \", round(rise_ext,3))"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Geometry for the structural model\\\n",
    "Arch centre-line"
   ]
  },
  {
   "attachments": {
    "image-2.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image-2.png](attachment:image-2.png)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Input of load attributes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 531,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Input of parapet attributes\n",
    "parapet_thickness = 0.20\n",
    "parapet_height = 0.90\n",
    "parapet_unit_weight = 22"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 532,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spandrel wall springing height: 3.953\n"
     ]
    }
   ],
   "source": [
    "# Input of spandrel wall attributes\n",
    "spandrel_wall_thickness = 0.20\n",
    "spandrel_wall_arch_height = 0.42\n",
    "spandrel_wall_unit_weight = 22\n",
    "\n",
    "spandrel_wall_springing_height = spandrel_wall_arch_height + rise_ext + radius_ext * math.sin(springing_angle)\n",
    "\n",
    "print(\"Spandrel wall springing height:\", round(spandrel_wall_springing_height, 3))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 533,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Input of backfill attributes\n",
    "backfill_width = 1.00\n",
    "backfill_unit_weight = 19"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 534,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Input of arch barrell attributes\n",
    "arch_barrell_width = 1.00\n",
    "arch_barrell_height = arch_thickness\n",
    "arch_barrell_unit_weight = 22"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Point coordinates output"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Origin of coordinates in the centre of the circle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 535,
   "metadata": {},
   "outputs": [],
   "source": [
    "def divide_half_circle(radius, span_length, elements):\n",
    "\n",
    "    angle_per_point = centre_angle/elements\n",
    "    coordinates = []\n",
    "\n",
    "    for i in range(elements+1):\n",
    "        current_angle = springing_angle + (i * angle_per_point)\n",
    "        x_O = round(radius * math.cos(current_angle), 3)\n",
    "        y_O = round(radius * math.sin(current_angle), 3)\n",
    "        coordinates.append((i+1, round(math.degrees(current_angle), 4), x_O, y_O))\n",
    "\n",
    "    for i, coordinate in enumerate(coordinates):\n",
    "        print(\"Point ID: \", coordinate[0], \"; Point angle: \", coordinate[1], \"; x_O: \", coordinate[2], \"; y_O: \", coordinate[3])\n",
    "    \n",
    "    return coordinates"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Output variable"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 536,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Point ID:  1 ; Point angle:  23.9523 ; x_O:  3.114 ; y_O:  1.383\n",
      "Point ID:  2 ; Point angle:  56.9761 ; x_O:  1.857 ; y_O:  2.857\n",
      "Point ID:  3 ; Point angle:  90.0 ; x_O:  0.0 ; y_O:  3.408\n",
      "Point ID:  4 ; Point angle:  123.0239 ; x_O:  -1.857 ; y_O:  2.857\n",
      "Point ID:  5 ; Point angle:  156.0477 ; x_O:  -3.114 ; y_O:  1.383\n"
     ]
    }
   ],
   "source": [
    "point_coordinates = divide_half_circle(radius_centre, span_length_centre, elements)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 537,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(1, 23.9523, 3.114, 1.383)\n"
     ]
    }
   ],
   "source": [
    "print(point_coordinates[0]) # to understand data structure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 538,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_elements_and_half_circle(coordinates, radius, span_length):\n",
    "    x_points = [coordinate[2] for coordinate in coordinates]\n",
    "    y_points = [coordinate[3] for coordinate in coordinates]\n",
    "\n",
    "    springing_angle = math.acos(span_length/(2*radius))\n",
    "    theta = np.linspace(springing_angle, math.pi - springing_angle, 100)\n",
    "    x_circle = radius * np.cos(theta)\n",
    "    y_circle = radius * np.sin(theta)\n",
    "    \n",
    "    fig, ax = plt.subplots()\n",
    "    ax.scatter(x_points, y_points, color = 'red')\n",
    "    ax.plot(x_circle, y_circle, color = 'blue')\n",
    "    ax.set_aspect('equal')\n",
    "    ax.set_xlabel('X')\n",
    "    ax.set_ylabel('Y')\n",
    "    ax.axhline(0, color='black', linewidth=0.5)\n",
    "    ax.axvline(0, color='black', linewidth=0.5)\n",
    "    plt.grid(True)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 539,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plots = plot_elements_and_half_circle(point_coordinates, radius_centre, span_length_centre)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 540,
   "metadata": {},
   "outputs": [],
   "source": [
    "def export_to_csv(coordinates, filename):\n",
    "    headers = ['Point ID', 'Point angle', 'X', 'Y']\n",
    "\n",
    "    current_dir = os.getcwd()\n",
    "    filepath = os.path.join(current_dir, filename)\n",
    "\n",
    "    with open(filepath, 'w', newline = '') as file:\n",
    "        writer = csv.writer(file)\n",
    "        writer.writerow(headers)\n",
    "        writer.writerows(coordinates)\n",
    "\n",
    "    print(f\"Data has been exported to {filepath} successfully.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 541,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Data has been exported to /Users/fn20944/Library/CloudStorage/OneDrive-UniversityofBristol/YEAR 3_2022-23/RIVER_SCOUR/panici_bridge_assessment/AFTER-THE-IALCEE-PAPER/circle_points_coordinates.csv successfully.\n"
     ]
    }
   ],
   "source": [
    "filename = 'circle_points_coordinates.csv'\n",
    "export_to_csv(point_coordinates, filename)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Change of origins of coordinates\\\n",
    "Origin of coordinates on the left extreme of the circle"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 542,
   "metadata": {},
   "outputs": [],
   "source": [
    "def divide_half_circle(radius, span_length, elements):\n",
    "\n",
    "    angle_per_point = centre_angle/elements\n",
    "    coordinates = []\n",
    "\n",
    "    for i in range(elements+1): \n",
    "        current_angle = springing_angle + (i * angle_per_point)\n",
    "        x_O = round(radius * math.cos(springing_angle) - radius * math.cos(current_angle),3)\n",
    "        y_O = round(radius * math.sin(current_angle), 3)\n",
    "        coordinates.append((i+1, round(math.degrees(current_angle), 4), x_O, y_O))\n",
    "\n",
    "    for i, coordinate in enumerate(coordinates):\n",
    "        print(\"Point ID: \", coordinate[0], \"; Point angle: \", coordinate[1], \"; x_O: \", coordinate[2], \"; y_O: \", coordinate[3])\n",
    "    \n",
    "    return coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 543,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_elements_and_half_circle(coordinates, radius, span_length):\n",
    "    x_points = [coordinate[2] for coordinate in coordinates]\n",
    "    y_points = [coordinate[3] for coordinate in coordinates]\n",
    "\n",
    "    springing_angle = math.acos(span_length/(2*radius))\n",
    "    theta = np.linspace(springing_angle, math.pi - springing_angle, 100)\n",
    "    x_circle = radius * np.cos(theta)\n",
    "    y_circle = radius * np.sin(theta)\n",
    "    \n",
    "    fig, ax = plt.subplots()\n",
    "    ax.scatter(x_points, y_points, color = 'red')\n",
    "    ax.plot(x_circle, y_circle, color = 'blue')\n",
    "    ax.set_aspect('equal')\n",
    "    ax.set_xlabel('X')\n",
    "    ax.set_ylabel('Y')\n",
    "    ax.axhline(radius * math.sin(springing_angle), color='black', linewidth=1)\n",
    "    ax.axvline(-radius * math.cos(springing_angle), color='black', linewidth=1)\n",
    "    plt.grid(True)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 544,
   "metadata": {},
   "outputs": [],
   "source": [
    "def export_to_csv(coordinates, filename):\n",
    "    headers = ['Point ID', 'Point angle', 'X', 'Y']\n",
    "\n",
    "    current_dir = os.getcwd()\n",
    "    filepath = os.path.join(current_dir, filename)\n",
    "\n",
    "    with open(filepath, 'w', newline = '') as file:\n",
    "        writer = csv.writer(file)\n",
    "        writer.writerow(headers)\n",
    "        writer.writerows(coordinates)\n",
    "\n",
    "    print(f\"Data has been exported to {filepath} successfully.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 545,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Point ID:  1 ; Point angle:  23.9523 ; x_O:  0.0 ; y_O:  1.383\n",
      "Point ID:  2 ; Point angle:  56.9761 ; x_O:  1.257 ; y_O:  2.857\n",
      "Point ID:  3 ; Point angle:  90.0 ; x_O:  3.114 ; y_O:  3.408\n",
      "Point ID:  4 ; Point angle:  123.0239 ; x_O:  4.971 ; y_O:  2.857\n",
      "Point ID:  5 ; Point angle:  156.0477 ; x_O:  6.228 ; y_O:  1.383\n"
     ]
    }
   ],
   "source": [
    "point_coordinates_prime = divide_half_circle(radius_centre, span_length_centre, elements)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 546,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Ay5bZ7dhFi8KOqOKJVkB3OxFJByYDrVV1fYHXOwPjgOXASqCfqs4t4vezgWyABg0aZOTk5MQVR2ZmJrm5uTu9np+fT2pqalz7LKu1a1O46aY25OXVYsCAeWRmxjc4SphlKC9ehvBFPX6IvwwLFqTSv/9hiMDdd8+mRYv8AKIrmSA+h8zMzBmq2qHIlaoa6AKkAjOAM4tYVwdIjT3uDiza3f4yMjI0XlbcneXm5sa9z7L4+mvVli1Va9VSnTChbPsKqwzlycsQvqjHr1q2Msyfr9qsmepee6l+8km5hVRqQXwOwHQt5rgaaKshEUnBzvjHqOpLRSSh9aqaH3v8JpAiIvsGGVOiWLrUmrBt7yPQtWvYETnnWrWyzmb77gsnnQSTJ4cdUcUoNhGIyJuxWzpxEREBngLmqep9xWzTMLYdItIxFs+aeN8zKr76ypLADz/ApEl2X9I5lxiaNbME0KQJdOtm/6OV3a6uCJ4B3hGRgbEz+9I6GrgQ6FKgeWh3EektIr1j25wFzBGRWcCDwLmxS5hKa8kSyMy0VkK5uTa/sHMusey3nw1jvf/+0LOnPa7Mim0+qqovish4YBAwXUSeA7YVWF/kWX6B9R8Cu2z7oqoPAw+XKuIIW7rUksDGjXaW0bZt2BE554rToIH9n2ZmwqmnWie0444LO6pg7K6OYDOwEZsNrnahxZXCihU2TMSGDTBxoicB56LgD3+A996zod+7d4dPPgk7omAUe0UgIt2A+4DXgPaq6iN5x2n1ajjxRPj+e/tStW8fdkTOuZJq0MD+b4891pLB++9DmzZhR1W+dnVFMBA4W1Vv9iQQv+2dxZYutQ5jHYpuxeucS2ANG8K770Lt2tbCb8GCsCMqX8UmAlU9Vovo3OVK7qef4LTTYM4cmxzj2GPDjsg5F6+0NLutq2pNS1esCDui8uOjjwZk61Yb1XDKFJtM5pRTwo7IOVdWrVrZcBTr1lnT0nXrwo6ofHgiCIAqXH21TS5///1w7rlhR+ScKy/t2tn/9oIFcPrp8PPPYUdUdp4IAnDXXTBypI1s2Henwbedc1F3wgl2pT95Mlx8cfQntwlyGOqk9O9/26xH550Hd94ZdjTOuaCcey58/TXcdBMccAAMHRp2RPHzRFCOpk61CWWOPhpGjfKhpJ2r7Pr1g8WLYdgw64V86aVhRxQfTwTlZNkyu1/YpAm88grUqBF2RM65oInAww9b8/C//tWuDKLY+9jrCMrBpk1wxhlWafTGGzZyoXMuOaSkwIsv2hXBn/8MeXlhR1R6ngjKSBV69YKZM2HsWDjwwLAjcs5VtL32gtdeg82bre9Qfnhz2sTFE0EZ3XOPnQ3cead1P3fOJaeWLeGFF6wD6eWX20liVHgiKIP33rMWQmefbS0HnHPJ7eSTrfXQCy/Agw+GHU3JeSKI0/Ll1nysVSt46ilvIeScM/37W51hv37w4YdhR1MygSUCEWkqIrkiMk9E5orITl2rxDwoIotFZLaIRGJczs2bLQn89JONIVTbB+V2zsWIwDPPQPPm8Je/wKpVYUe0e0FeEWwBblDVg4AjgD4icnChbU4BWsSWbODRAOMpN4MGwUcfwRNPeOWwc25ne+0F//kPrF0LF12U+D2PA0sEqvqNqn4ee7wBmAc0LrTZ6cBoNVOBuiLSKKiYysOECTB8OGRn+xhCzrniHXYYPPCAHTPuuSfsaHatQuoIRCQdaAdMK7SqMfB1gefL2TlZJIzvvrOew61b22Byzjm3K9nZdnto4EAbeSBRSdBzxYtIKvABMFRVXyq0bjxwZ2x+Y0RkEnCTqs4otF02duuIBg0aZOTk5MQVS2ZmJrm5uTu9np+fT2pq6i5/VxVuueVQ/vvfuowcOYPmzRNrrp6SlCHReRnCF/X4IfHKkJ9flcsvP5yqVZUnnphOrVpbS/A75V+GzMzMGapa9NRYqhrYAqQAE4Dri1n/GHBegecLgEa72mdGRobGy4q7s9zc3N3+7sMPq4LqQw/F/faBKkkZEp2XIXxRj181McswebJqlSqql15asu2DKAMwXYs5rgbZakiAp4B5qnpfMZu9BlwUaz10BPCjqn4TVEzxmj/fmoKdcgr06RN2NM65qDn2WLj5ZhuM8uWXw45mZ0HWERwNXAh0EZGZsaW7iPQWkd6xbd4ElgCLgSeAqwKMJy5btth447Vq+Yiizrn43X47tG9vg9OtXh12NL8X2Oijavf9d3nYjF2uJPQ59r33wqefQk6OTWDtnHPxSEmBZ5+1ZNCnjw1Nkyi8Z/EuzJ0Lt90GZ51lNf/OOVcWrVvD4ME2gZUnggjYuhUuuwzq1IERI/yWkHOufNx4I3ToYPOar1kTdjTGE0ExRoyAadOsv0D9+mFH45yrLPbYA558En74wRqhJAJPBEVYtsxGFe3WDc4/P+xonHOVTZs2NmLxM8/AxIlhR+OJoEjXXGMdyB591G8JOeeC8be/QYsWcNVVNrthmDwRFPL66/Dqq1ZJnJ4edjTOucqqRg145BFYvBjuvjvcWDwRFLBpk10NHHQQXHtt2NE45yq7k06yFonDhsFXX4UXhyeCAu66C5YutYriatXCjsY5lwzuu8/6GPTdacaWiuOJICYvzy7PzjkHOncOOxrnXLJo3NjqC8aPtyGrw+CJIKZ/f/sZ9r0651zy6dsX9t8frrvOZkCsaJ4IgC++2IsXXrBk0KxZ2NE455JN9ep2i2jePGutWNGSPhFYM9H92W8/a9frnHNh6NkTTjgB7rjD5jCoSEmfCMaNg3nz6jBkiI0w6pxzYRCxW9Nr1sDYsRV7ayKpE8HmzdaDOD19IxdfHHY0zrlk1749ZGXBf/7ThOXLK+59kzoRjBplnTmys5dQtWKvxJxzrkh//zuoCoMHV9x7Jm0i+PlnGDIEjjoKjjgiQYYAdM4lvfR06NFjJU8/bSeqFSHIqSpHicgqEZlTzPrOIvJjgdnLBgUVS1EeewxWrLDs6+MJOecSSVbWMlJSrOK4IgR5RfAM0G0320xR1baxpYKKbENJDBsGXbpAZmZFvatzzpXMPvv8ytVXw7/+ZXOmBy2wRKCqk4G1Qe2/LB5/HFatokLvwTnnXGncdBPUrGknrUETmzY4oJ2LpANvqGrrItZ1BsYBy4GVQD9VnVvMfrKBbIAGDRpk5OTkxBVPZmYmEyZ8wPnnd6Jp003885+zAMjPzyc1NTWufSYKL0NiiHoZoh4/VK4yjBixP+PGNWH06Gk0bly2saozMzNnqGqHIleqamALkA7MKWZdHSA19rg7sKgk+8zIyNB4ATpihCqoTpq04/Xc3Ny495kovAyJIepliHr8qpWrDCtXqlavrnrZZWXfJzBdizmuhtZqSFXXq2p+7PGbQIqI7Bv0+959NxxxhNcNOOcSX6NGcPnlMHq0NW4JSmiJQEQailh7HRHpGIslmHacY8b8NsvM0qVw85EfeEsh51wk3HADbN2yjQcOHglVqtixbMyYcn2PIJuPjgU+AVqJyHIRuUxEeotI79gmZwFzRGQW8CBwbuzypXyNGQPZ2WheHgCtmE/PkaeW+x/SOeeC0PzjMZxdZRyPrT+PH7W2jZmfnV2ux7AgWw2dp6qNVDVFVZuo6lOqOlJVR8bWP6yqh6hqG1U9QlU/DiSQgQNh0yZysXtBN/APqvy00V53zrlEN3AgN24dznr24nFrM2Nt4MvxGBZoq6EgiEi0AnbOucRQbKuhyA0xkZGRUbrWS2lpKLA9e2x/rGlpv22Tm5sbaOupili8DImxRL0MUY+/UpahwDFMizmGlWTZlcglglIbOnTn8aVr1bLXnXMu0VXAMazyJ4KsLOtKnJZmz9PS7HlWVrhxOedcSRQ8hokEcgzbo9z2lMiysmwRsfajzjkXJduPYQGJYmXxaiCvnHe7L/B9Oe+zonkZEkPUyxD1+MHLUJw0Va1f1IrIJYIgiMh0LW4MjojwMiSGqJch6vGDlyEelb+OwDnn3C55InDOuSTnicA8HnYA5cDLkBiiXoaoxw9ehlLzOgLnnEtyfkXgnHNJzhOBc84lOU8EMSIyRERmi8hMEXlHRPYLO6bSEpF7RGR+rBwvi0jdsGMqDRE5W0Tmisg2EYlU8z8R6SYiC0RksYjcHHY8pSUio0RklYjMCTuWeIlIUxHJFZF5se9R37BjKi0RqSEin4rIrFgZKmRmda8jiBGROqq6Pvb4GuBgVe29m19LKCLSFXhPVbeIyF0Aqto/5LBKTEQOArYBj2FzWE8POaQSEZGqwELgJGwO7s+A81T1y1ADKwUROQ7IB0ZrEXOMR4GINAIaqernIlIbmAGcEbHPQYA9VTVfRFKAD4G+qjo1yPf1K4KY7UkgZk92DFgaGar6jqpuiT2dCjQJM57SUtV5qrog7Dji0BFYrKpLVPVXIAc4PeSYSkVVJwNrw46jLFT1G1X9PPZ4AzAPaBxuVKWjJj/2NCW2BH4s8kRQgIgMFZGvgSxgUNjxlNGlwFthB5EkGgNfF3i+nIgdgCobEUkH2gHTQg6l1ESkqojMBFYBE1U18DIkVSIQkXdFZE4Ry+kAqjpQVZsCY4Crw422aLsrQ2ybgcAWrBwJpSTxR1BRM2BH7oqyshCRVGAccG2hK/1IUNWtqtoWu6LvKCKB36pLjtFHY1T1xBJu+jwwHrgtwHDisrsyiMjFQA/gBE3ACqBSfAZRshxoWuB5E2BlSLEktdh99XHAGFV9Kex4ykJV14nI+0A3INBK/KS6ItgVEWlR4OlpwPywYomXiHQD+gOnqeqmsONJIp8BLUSkuYhUA84FXgs5pqQTq2h9CpinqveFHU88RKT+9tZ+IlITOJEKOBZ5q6EYERkHtMJareQBvVV1RbhRlY6ILAaqA2tiL02NUssnEfkT8BBQH1gHzFTVk0MNqoREpDtwP1AVGKWqkZoCT0TGAp2x4Y+/A25T1adCDaqUROQYYArwBfZ/DDBAVd8ML6rSEZHDgGex71EV4EVVvSPw9/VE4Jxzyc1vDTnnXJLzROCcc0nOE4FzziU5TwTOOZfkPBE451yS80TgXBnERrz8n4jUiz3fO/Y8LezYnCspTwTOlYGqfg08CgyPvTQceFxV88KLyrnS8X4EzpVRbFiDGcAo4AqgXWwUUuciIanGGnIuCKq6WURuBN4GunoScFHjt4acKx+nAN8AkZzUxSU3TwTOlZGItMVmJzsCuC42U5ZzkeGJwLkyiI14+Sg29v0y4B7g3nCjcq50PBE4VzZXAMtUdWLs+QjgQBE5PsSYnCsVbzXknHNJzq8InHMuyXkicM65JOeJwDnnkpwnAuecS3KeCJxzLsl5InDOuSTnicA555Lc/wNHTn3jjqqzPwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plots = plot_elements_and_half_circle(point_coordinates, radius_centre, span_length_centre)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 547,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Data has been exported to /Users/fn20944/Library/CloudStorage/OneDrive-UniversityofBristol/YEAR 3_2022-23/RIVER_SCOUR/open_sees_application/points.csv successfully.\n"
     ]
    }
   ],
   "source": [
    "filename = '/Users/fn20944/Library/CloudStorage/OneDrive-UniversityofBristol/YEAR 3_2022-23/RIVER_SCOUR/open_sees_application/points.csv'\n",
    "export_to_csv(point_coordinates_prime, filename)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Functions of loads"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculation of nodal loads"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Load per unit length"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 548,
   "metadata": {},
   "outputs": [],
   "source": [
    "def load_per_length(coordinates, thickness, height, unit_weight):\n",
    "    load = thickness * height * unit_weight\n",
    "    return load"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 549,
   "metadata": {},
   "outputs": [],
   "source": [
    "def points_distance(coordinates):\n",
    "    for i, coordinate in enumerate(coordinates):\n",
    "        if i ==0:\n",
    "            elements_length = 0\n",
    "        else:\n",
    "            elements_length = abs(coordinates[i][2] - coordinates[i-1][2])\n",
    "        coordinates[i] = coordinate + (elements_length,)\n",
    "    return coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 550,
   "metadata": {},
   "outputs": [],
   "source": [
    "points_coordinates_prime_distances = points_distance(point_coordinates_prime)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Uniform loads"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 551,
   "metadata": {},
   "outputs": [],
   "source": [
    "def calculate_nodal_loads(coordinates, thickness, height, unit_weight, load_name):\n",
    "    nodal_load_list = []\n",
    "    target_tuple=[]\n",
    "    for i, coordinate in enumerate(coordinates):\n",
    "        load = load_per_length(coordinates, thickness, height, unit_weight)\n",
    "        if i == 0:\n",
    "            nodal_load = 1/2 * load * points_coordinates_prime_distances[1][4]\n",
    "        elif 0 < i < len(coordinates)-1:\n",
    "            nodal_load =  1/2 * load * (points_coordinates_prime_distances[i][4]+points_coordinates_prime_distances[i+1][4])\n",
    "        elif i == len(coordinates)-1:\n",
    "            nodal_load =  1/2 * load * points_coordinates_prime_distances[len(coordinates)-1][4]\n",
    "        nodal_load_list.append(nodal_load)\n",
    "\n",
    "        target_tuple = list(points_coordinates_prime_distances[i])\n",
    "        target_tuple.append(nodal_load_list[i])\n",
    "        target_tuple = tuple(target_tuple)\n",
    "        coordinates[i] = target_tuple\n",
    "\n",
    "    # Print column headers\n",
    "    headers = [\"Point ID\", \"Point angle\", \"X\", \"Y\", \"Point mutual distance\", load_name]\n",
    "    header_format = \"{:<10s} {:<15s} {:<10s} {:<10s} {:<20s} {:<15s}\"\n",
    "    print(header_format.format(*headers))\n",
    "\n",
    "    # Print coordinate values\n",
    "    for coordinate in coordinates:\n",
    "        print(\"{:<10d} {:<15f} {:<10f} {:<10f} {:<20f} {:<15f}\".format(*coordinate))\n",
    "    \n",
    "    return coordinates, headers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 552,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Point ID   Point angle     X          Y          Point mutual distance Parapet load   \n",
      "1          23.952300       0.000000   1.383000   0.000000             2.488860       \n",
      "2          56.976100       1.257000   2.857000   1.257000             6.165720       \n",
      "3          90.000000       3.114000   3.408000   1.857000             7.353720       \n",
      "4          123.023900      4.971000   2.857000   1.857000             6.165720       \n",
      "5          156.047700      6.228000   1.383000   1.257000             2.488860       \n"
     ]
    }
   ],
   "source": [
    "coordinates_centre = []\n",
    "\n",
    "nodal_loads_1, headers = calculate_nodal_loads(point_coordinates_prime, parapet_thickness, parapet_height, parapet_unit_weight, \"Parapet load\")\n",
    "coordinates_centre.extend(nodal_loads_1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 553,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Point ID   Point angle     X          Y          Point mutual distance Arch self-weight\n",
      "1          23.952300       0.000000   1.383000   0.000000             2.488860       \n",
      "2          56.976100       1.257000   2.857000   1.257000             6.165720       \n",
      "3          90.000000       3.114000   3.408000   1.857000             7.353720       \n",
      "4          123.023900      4.971000   2.857000   1.857000             6.165720       \n",
      "5          156.047700      6.228000   1.383000   1.257000             2.488860       \n"
     ]
    }
   ],
   "source": [
    "nodal_loads_2, headers_2 = calculate_nodal_loads(point_coordinates_prime, arch_barrell_width, arch_barrell_height, arch_barrell_unit_weight, \"Arch self-weight\")\n",
    "\n",
    "for i in range(len(coordinates_centre)):\n",
    "    coordinate_list = list(coordinates_centre[i])\n",
    "    coordinate_list.append(nodal_loads_2[i][-1])\n",
    "    coordinates_centre[i] = tuple(coordinate_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 554,
   "metadata": {},
   "outputs": [],
   "source": [
    "headers.append(headers_2[-1])"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Circular loads"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 555,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Point ID:  1 ; Point angle:  23.9523 ; x_O:  0.0 ; y_O:  1.434\n",
      "Point ID:  2 ; Point angle:  56.9761 ; x_O:  1.303 ; y_O:  2.962\n",
      "Point ID:  3 ; Point angle:  90.0 ; x_O:  3.228 ; y_O:  3.533\n",
      "Point ID:  4 ; Point angle:  123.0239 ; x_O:  5.154 ; y_O:  2.962\n",
      "Point ID:  5 ; Point angle:  156.0477 ; x_O:  6.457 ; y_O:  1.434\n"
     ]
    }
   ],
   "source": [
    "point_coordinates_prime_ext = divide_half_circle(radius_ext, span_length_ext, elements)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 556,
   "metadata": {},
   "outputs": [],
   "source": [
    "def circular_load_height(coordinates_ext, springing_height):\n",
    "    new_coordinates = []\n",
    "    height_column = []\n",
    "    for coordinate in coordinates_ext:\n",
    "        updated_coordinate = list(coordinate)\n",
    "        updated_coordinate[3] = springing_height - updated_coordinate[3]\n",
    "        new_coordinates.append(tuple(updated_coordinate))\n",
    "        height_column.append(updated_coordinate[3])\n",
    "    return height_column"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 557,
   "metadata": {},
   "outputs": [],
   "source": [
    "def calculate_nodal_loads_circular(coordinates, thickness, height, unit_weight, load_name):\n",
    "    nodal_load_list = []\n",
    "    target_tuple=[]\n",
    "    for i, coordinate in enumerate(coordinates):\n",
    "        load = load_per_length(coordinates, thickness, height[i], unit_weight)\n",
    "        if i == 0:\n",
    "            nodal_load = 1/2 * load * points_coordinates_prime_distances[1][4]\n",
    "        elif 0 < i < len(coordinates)-1:\n",
    "            nodal_load =  1/2 * load * (points_coordinates_prime_distances[i][4]+points_coordinates_prime_distances[i+1][4])\n",
    "        elif i == len(coordinates)-1:\n",
    "            nodal_load =  1/2 * load * points_coordinates_prime_distances[len(coordinates)-1][4]\n",
    "        nodal_load_list.append(nodal_load)\n",
    "\n",
    "        target_tuple = list(points_coordinates_prime_distances[i])\n",
    "        target_tuple.append(nodal_load_list[i])\n",
    "        target_tuple = tuple(target_tuple)\n",
    "        coordinates[i] = target_tuple\n",
    "\n",
    "    # Print column headers\n",
    "    headers = [\"Point ID\", \"Point angle\", \"X\", \"Y\", \"Point mutual distance\", load_name]\n",
    "    # header_format = \"{:<10s} {:<15s} {:<10s} {:<10s} {:<20s} {:<15s}\"\n",
    "    # print(header_format.format(*headers))\n",
    "\n",
    "    # Print coordinate values\n",
    "    # for coordinate in coordinates:\n",
    "    #     print(\"{:<10d} {:<15f} {:<10f} {:<10f} {:<20f} {:<15f}\".format(*coordinate))\n",
    "    \n",
    "    return coordinates, headers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 558,
   "metadata": {},
   "outputs": [],
   "source": [
    "spandrel_wall_height = circular_load_height(point_coordinates_prime_ext, spandrel_wall_springing_height)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 559,
   "metadata": {},
   "outputs": [],
   "source": [
    "nodal_loads_3, headers_3 = calculate_nodal_loads_circular(point_coordinates_prime, spandrel_wall_thickness, spandrel_wall_height, spandrel_wall_unit_weight, \"Spandrel wall load\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 560,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i in range(len(coordinates_centre)):\n",
    "    coordinate_list = list(coordinates_centre[i])\n",
    "    coordinate_list.append(nodal_loads_3[i][-1])\n",
    "    coordinates_centre[i] = tuple(coordinate_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 561,
   "metadata": {},
   "outputs": [],
   "source": [
    "headers.append(headers_3[-1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 562,
   "metadata": {},
   "outputs": [],
   "source": [
    "nodal_loads_4, headers_4 = calculate_nodal_loads_circular(point_coordinates_prime, backfill_width, spandrel_wall_height, backfill_unit_weight, \"Backfill load\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 563,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i in range(len(coordinates_centre)):\n",
    "    coordinate_list = list(coordinates_centre[i])\n",
    "    coordinate_list.append(nodal_loads_3[i][-1])\n",
    "    coordinates_centre[i] = tuple(coordinate_list)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 564,
   "metadata": {},
   "outputs": [],
   "source": [
    "headers.append(headers_4[-1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 565,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Point ID   Point angle     X          Y          Point mutual distance Parapet load    Arch self-weight Spandrel wall load Backfill load  \n",
      "1          23.952300       0.000000   1.383000   0.000000             2.488860        3.456750        6.965192        30.076964      \n",
      "2          56.976100       1.257000   2.857000   1.257000             6.165720        8.563500        6.787035        29.307651      \n",
      "3          90.000000       3.114000   3.408000   1.857000             7.353720        10.213500       3.429222        14.808004      \n",
      "4          123.023900      4.971000   2.857000   1.857000             6.165720        8.563500        6.787035        29.307651      \n",
      "5          156.047700      6.228000   1.383000   1.257000             2.488860        3.456750        6.965192        30.076964      \n"
     ]
    }
   ],
   "source": [
    "# Print column headers\n",
    "header_format = \"{:<10s} {:<15s} {:<10s} {:<10s} {:<20s} {:<15s} {:<15s} {:<15s} {:<15s}\"\n",
    "print(header_format.format(*headers))\n",
    "\n",
    "# Print coordinate values\n",
    "for coordinate in coordinates_centre:\n",
    "    print(\"{:<10d} {:<15f} {:<10f} {:<10f} {:<20f} {:<15f} {:<15f} {:<15f} {:<15f}\".format(*coordinate))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 566,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1,\n",
       " 23.9523,\n",
       " 0.0,\n",
       " 1.383,\n",
       " 0,\n",
       " 2.48886,\n",
       " 3.4567499999999995,\n",
       " 6.965191707692308,\n",
       " 30.076964192307692)"
      ]
     },
     "execution_count": 566,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "coordinates_centre[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 567,
   "metadata": {},
   "outputs": [],
   "source": [
    "def export_coordinates_to_csv(coordinates, headers, filename):\n",
    "    with open(filename, 'w', newline='') as csvfile:\n",
    "        writer = csv.writer(csvfile)\n",
    "        writer.writerow(headers)  # Write the column headers\n",
    "        writer.writerows(coordinates)  # Write the coordinate values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 568,
   "metadata": {},
   "outputs": [],
   "source": [
    "export_coordinates_to_csv(coordinates_centre, headers, 'points_coordinates_nodal_loads_all.csv')"
   ]
  }
 ],
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