{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Plain Section" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [ "nbsphinx-gallery" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "D:\\AcademicSoft\\Anaconda3\\lib\\site-packages\\sectionproperties\\analysis\\section.py:358: UserWarning: \n", "The section geometry contains disjoint regions which is invalid for warping analysis.\n", "Please revise your geometry to ensure there is connectivity between all regions.\n", "Please see https://sectionproperties.readthedocs.io/en/latest/rst/analysis.html#warping-analysis for more information.\n", " warnings.warn(\n" ] }, { "data": { "text/html": [ "
                              Section Properties                               \n",
       "┏━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃ Symbol     Value                   Definition                             ┃\n",
       "┡━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ A          4.000E+00               Cross-sectional area                   │\n",
       "│ Asy        3.334E+00               Shear area y-axis                      │\n",
       "│ Asz        3.334E+00               Shear area z-axis                      │\n",
       "│ centroid   (1.000E+00, 1.000E+00)  Elastic centroid                       │\n",
       "│ Iy         1.333E+00               Moment of inertia y-axis               │\n",
       "│ Iz         1.333E+00               Moment of inertia z-axis               │\n",
       "│ Iyz        -1.776E-15              Product of inertia                     │\n",
       "│ Wyt        1.333E+00               Section moduli of top fibres y-axis    │\n",
       "│ Wyb        1.333E+00               Section moduli of bottom fibres y-axis │\n",
       "│ Wzt        1.333E+00               Section moduli of top fibres z-axis    │\n",
       "│ Wzb        1.333E+00               Section moduli of bottom fibres z-axis │\n",
       "│ J          2.253E+00               Torsion constant                       │\n",
       "│ phi        0.000E+00               Principal axis angle                   │\n",
       "│ mass       4.000E+00               Section mass                           │\n",
       "│ rho_rebar  0.000E+00               Ratio of reinforcement                 │\n",
       "└───────────┴────────────────────────┴────────────────────────────────────────┘\n",
       "
\n" ], "text/plain": [ "\u001b[3m Section Properties \u001b[0m\n", "┏━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mSymbol \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mValue \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mDefinition \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[36m \u001b[0m\u001b[36mA \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m4.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mCross-sectional area \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mAsy \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m3.334E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mShear area y-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mAsz \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m3.334E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mShear area z-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mcentroid \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m(1.000E+00, 1.000E+00)\u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mElastic centroid \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mIy \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mMoment of inertia y-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mIz \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mMoment of inertia z-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mIyz \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m-1.776E-15 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mProduct of inertia \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWyt \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of top fibres y-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWyb \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of bottom fibres y-axis\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWzt \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of top fibres z-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWzb \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of bottom fibres z-axis\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mJ \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m2.253E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mTorsion constant \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mphi \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mPrincipal axis angle \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mmass \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m4.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection mass \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mrho_rebar\u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mRatio of reinforcement \u001b[0m\u001b[32m \u001b[0m│\n", "└───────────┴────────────────────────┴────────────────────────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
                           Frame Section Properties                            \n",
       "┏━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃ Symbol     Value                   Definition                             ┃\n",
       "┡━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ A          4.000E+00               Cross-sectional area                   │\n",
       "│ centroid   (1.000E+00, 1.000E+00)  Elastic centroid                       │\n",
       "│ Iy         1.333E+00               Moment of inertia y-axis               │\n",
       "│ Iz         1.333E+00               Moment of inertia z-axis               │\n",
       "│ Iyz        -1.776E-15              Product of inertia                     │\n",
       "│ Wyt        1.333E+00               Section moduli of top fibres y-axis    │\n",
       "│ Wyb        1.333E+00               Section moduli of bottom fibres y-axis │\n",
       "│ Wzt        1.333E+00               Section moduli of top fibres z-axis    │\n",
       "│ Wzb        1.333E+00               Section moduli of bottom fibres z-axis │\n",
       "│ J          2.253E+00               Torsion constant                       │\n",
       "│ phi        0.000E+00               Principal axis angle                   │\n",
       "│ mass       4.000E+00               Section mass                           │\n",
       "│ rho_rebar  0.000E+00               Ratio of reinforcement                 │\n",
       "└───────────┴────────────────────────┴────────────────────────────────────────┘\n",
       "
\n" ], "text/plain": [ "\u001b[3m Frame Section Properties \u001b[0m\n", "┏━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n", "┃\u001b[1m \u001b[0m\u001b[1mSymbol \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mValue \u001b[0m\u001b[1m \u001b[0m┃\u001b[1m \u001b[0m\u001b[1mDefinition \u001b[0m\u001b[1m \u001b[0m┃\n", "┡━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n", "│\u001b[36m \u001b[0m\u001b[36mA \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m4.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mCross-sectional area \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mcentroid \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m(1.000E+00, 1.000E+00)\u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mElastic centroid \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mIy \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mMoment of inertia y-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mIz \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mMoment of inertia z-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mIyz \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m-1.776E-15 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mProduct of inertia \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWyt \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of top fibres y-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWyb \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of bottom fibres y-axis\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWzt \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of top fibres z-axis \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mWzb \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m1.333E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection moduli of bottom fibres z-axis\u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mJ \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m2.253E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mTorsion constant \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mphi \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mPrincipal axis angle \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mmass \u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m4.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mSection mass \u001b[0m\u001b[32m \u001b[0m│\n", "│\u001b[36m \u001b[0m\u001b[36mrho_rebar\u001b[0m\u001b[36m \u001b[0m│\u001b[35m \u001b[0m\u001b[35m0.000E+00 \u001b[0m\u001b[35m \u001b[0m│\u001b[32m \u001b[0m\u001b[32mRatio of reinforcement \u001b[0m\u001b[32m \u001b[0m│\n", "└───────────┴────────────────────────┴────────────────────────────────────────┘\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import opstool as opst\n", "\n", "outlines = [[0, 0], [2, 0], [2, 2], [0, 2]]\n", "obj = opst.add_polygon(outlines)\n", "sec = opst.SecMesh(sec_name='plain section')\n", "sec.assign_group(dict(sec=obj))\n", "sec.assign_mesh_size(dict(sec=0.1))\n", "sec.mesh()\n", "sec_props = sec.get_sec_props(display_results=True, plot_centroids=False)\n", "sec_props2 = sec.get_frame_props(display_results=True)\n", "sec.centring()\n", "# sec.rotate(45)\n", "sec.view(fill=True, engine='mpl', save_html=None, on_notebook=True)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.16" }, "vscode": { "interpreter": { "hash": "f7a9b8f8690f520d36b7cd58879dbcd97545c5eb0452dadad5bd7e9f8ca42860" } } }, "nbformat": 4, "nbformat_minor": 4 }