{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Creating a concrete section"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "(5578126977.5534725,\n",
       " 173057854009309.12,\n",
       " 41930694232035.7,\n",
       " 0.03125,\n",
       " 112167196141418.69,\n",
       " 0)"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from sectionproperties.pre.pre import Material\n",
    "from sectionproperties.pre.library.concrete_sections import concrete_rectangular_section\n",
    "from sectionproperties.analysis.section import Section\n",
    "\n",
    "concrete = Material(\n",
    "    name=\"Concrete\",\n",
    "    elastic_modulus=30.1e3,\n",
    "    poissons_ratio=0.2,\n",
    "    yield_strength=32,\n",
    "    density=2.4e-6,\n",
    "    color=\"lightgrey\",\n",
    ")\n",
    "steel = Material(\n",
    "    name=\"Steel\",\n",
    "    elastic_modulus=200e3,\n",
    "    poissons_ratio=0.3,\n",
    "    yield_strength=500,\n",
    "    density=7.85e-6,\n",
    "    color=\"grey\",\n",
    ")\n",
    "\n",
    "\n",
    "geom = concrete_rectangular_section(\n",
    "    b=300,\n",
    "    d=600,\n",
    "    dia_top=20,\n",
    "    n_top=0,\n",
    "    dia_bot=20,\n",
    "    n_bot=3,\n",
    "    n_circle=24,\n",
    "    cover=30,\n",
    "    conc_mat=concrete,\n",
    "    steel_mat=steel,\n",
    ")\n",
    "\n",
    "geom.create_mesh(mesh_sizes=2500)\n",
    "sec = Section(geometry=geom)\n",
    "sec.plot_mesh()\n",
    "\n",
    "(area, ixx, iyy, ixy, j, phi) = sec.calculate_frame_properties()\n",
    "area, ixx, iyy, ixy, j, phi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<sectionproperties.pre.geometry.Geometry at 0x232449fddc0>,\n",
       " <sectionproperties.pre.geometry.Geometry at 0x232449fdd90>,\n",
       " <sectionproperties.pre.geometry.Geometry at 0x23244a11160>,\n",
       " <sectionproperties.pre.geometry.Geometry at 0x2322e2c6a00>]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geom.geoms"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['__and__',\n",
       " '__bool__',\n",
       " '__class__',\n",
       " '__delattr__',\n",
       " '__dir__',\n",
       " '__doc__',\n",
       " '__eq__',\n",
       " '__format__',\n",
       " '__ge__',\n",
       " '__geo_interface__',\n",
       " '__getattribute__',\n",
       " '__gt__',\n",
       " '__hash__',\n",
       " '__init__',\n",
       " '__init_subclass__',\n",
       " '__le__',\n",
       " '__lt__',\n",
       " '__module__',\n",
       " '__ne__',\n",
       " '__new__',\n",
       " '__nonzero__',\n",
       " '__or__',\n",
       " '__reduce__',\n",
       " '__reduce_ex__',\n",
       " '__repr__',\n",
       " '__setattr__',\n",
       " '__setstate__',\n",
       " '__sizeof__',\n",
       " '__slots__',\n",
       " '__str__',\n",
       " '__sub__',\n",
       " '__subclasshook__',\n",
       " '__xor__',\n",
       " '_geom',\n",
       " '_geom_prepared',\n",
       " '_ndim',\n",
       " '_repr_svg_',\n",
       " 'almost_equals',\n",
       " 'area',\n",
       " 'boundary',\n",
       " 'bounds',\n",
       " 'buffer',\n",
       " 'centroid',\n",
       " 'contains',\n",
       " 'contains_properly',\n",
       " 'convex_hull',\n",
       " 'coords',\n",
       " 'covered_by',\n",
       " 'covers',\n",
       " 'crosses',\n",
       " 'difference',\n",
       " 'disjoint',\n",
       " 'distance',\n",
       " 'dwithin',\n",
       " 'envelope',\n",
       " 'equals',\n",
       " 'equals_exact',\n",
       " 'exterior',\n",
       " 'from_bounds',\n",
       " 'geom_type',\n",
       " 'geometryType',\n",
       " 'has_z',\n",
       " 'hausdorff_distance',\n",
       " 'interiors',\n",
       " 'interpolate',\n",
       " 'intersection',\n",
       " 'intersects',\n",
       " 'is_closed',\n",
       " 'is_empty',\n",
       " 'is_ring',\n",
       " 'is_simple',\n",
       " 'is_valid',\n",
       " 'length',\n",
       " 'line_interpolate_point',\n",
       " 'line_locate_point',\n",
       " 'minimum_clearance',\n",
       " 'minimum_rotated_rectangle',\n",
       " 'normalize',\n",
       " 'oriented_envelope',\n",
       " 'overlaps',\n",
       " 'point_on_surface',\n",
       " 'project',\n",
       " 'relate',\n",
       " 'relate_pattern',\n",
       " 'representative_point',\n",
       " 'reverse',\n",
       " 'segmentize',\n",
       " 'simplify',\n",
       " 'svg',\n",
       " 'symmetric_difference',\n",
       " 'touches',\n",
       " 'type',\n",
       " 'union',\n",
       " 'within',\n",
       " 'wkb',\n",
       " 'wkb_hex',\n",
       " 'wkt',\n",
       " 'xy']"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dir(geom.geoms[1].geom)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "shapely.geometry.polygon.Polygon"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "type(geom.geoms[1].geom)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Material(name='Steel', elastic_modulus=200000.0, poissons_ratio=0.3, yield_strength=500, density=7.85e-06, color='grey')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geom.geoms[1].material"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from shapely.geometry import Point\n",
    "\n",
    "point=Point(0.5, 0.5)\n",
    "\n",
    "geom.geoms[0].geom.contains(point)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "geom.geoms[0].create_facets_and_control_points()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[[0, 1],\n",
       " [1, 2],\n",
       " [2, 3],\n",
       " [3, 4],\n",
       " [4, 5],\n",
       " [5, 6],\n",
       " [6, 7],\n",
       " [7, 8],\n",
       " [8, 9],\n",
       " [9, 10],\n",
       " [10, 11],\n",
       " [11, 12],\n",
       " [12, 13],\n",
       " [13, 14],\n",
       " [14, 15],\n",
       " [15, 16],\n",
       " [16, 17],\n",
       " [17, 18],\n",
       " [18, 19],\n",
       " [19, 20],\n",
       " [20, 21],\n",
       " [21, 22],\n",
       " [22, 23],\n",
       " [23, 0]]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geom.geoms[3].facets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['__add__',\n",
       " '__and__',\n",
       " '__class__',\n",
       " '__delattr__',\n",
       " '__dict__',\n",
       " '__dir__',\n",
       " '__doc__',\n",
       " '__eq__',\n",
       " '__format__',\n",
       " '__ge__',\n",
       " '__getattribute__',\n",
       " '__gt__',\n",
       " '__hash__',\n",
       " '__init__',\n",
       " '__init_subclass__',\n",
       " '__le__',\n",
       " '__lt__',\n",
       " '__module__',\n",
       " '__ne__',\n",
       " '__new__',\n",
       " '__or__',\n",
       " '__reduce__',\n",
       " '__reduce_ex__',\n",
       " '__repr__',\n",
       " '__setattr__',\n",
       " '__sizeof__',\n",
       " '__str__',\n",
       " '__sub__',\n",
       " '__subclasshook__',\n",
       " '__weakref__',\n",
       " '__xor__',\n",
       " '_recovery_points',\n",
       " '_repr_svg_',\n",
       " 'align_center',\n",
       " 'align_to',\n",
       " 'assign_control_point',\n",
       " 'assigned_control_point',\n",
       " 'calculate_area',\n",
       " 'calculate_centroid',\n",
       " 'calculate_extents',\n",
       " 'calculate_perimeter',\n",
       " 'compile_geometry',\n",
       " 'control_points',\n",
       " 'create_facets_and_control_points',\n",
       " 'create_mesh',\n",
       " 'facets',\n",
       " 'from_3dm',\n",
       " 'from_dxf',\n",
       " 'from_points',\n",
       " 'from_rhino_encoding',\n",
       " 'geom',\n",
       " 'holes',\n",
       " 'material',\n",
       " 'mirror_section',\n",
       " 'offset_perimeter',\n",
       " 'perimeter',\n",
       " 'plot_geometry',\n",
       " 'points',\n",
       " 'recovery_points',\n",
       " 'rotate_section',\n",
       " 'shift',\n",
       " 'shift_points',\n",
       " 'shift_section',\n",
       " 'split_section',\n",
       " 'tol']"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dir(geom.geoms[0])"
   ]
  }
 ],
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