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                              Section Properties                               \n",
       "┏━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
       "┃ Symbol     Value                   Definition                             ┃\n",
       "┡━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
       "│ A          4.000E+00               Cross-sectional area                   │\n",
       "│ Asy        3.333E+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          2.250E+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[35m3.333E+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[35m1.776E-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[35m2.250E+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          2.250E+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[35m1.776E-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[35m2.250E+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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", "text/plain": [ "
" ] }, "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=0.05))\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 }