{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# RC Rectangular Section" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-05-06T12:26:02.159401Z", "iopub.status.busy": "2023-05-06T12:26:02.159401Z", "iopub.status.idle": "2023-05-06T12:26:02.560980Z", "shell.execute_reply": "2023-05-06T12:26:02.560980Z", "shell.execute_reply.started": "2023-05-06T12:26:02.159401Z" }, "tags": [ "nbsphinx-gallery" ] }, "outputs": [ { "data": { "text/html": [ "
                              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        3.333E+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        4.441E-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[35m3.333E+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[35m4.441E-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": 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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", "coverlines = opst.offset(outlines, d=0.1)\n", "cover = opst.add_polygon(outlines, holes=[coverlines])\n", "core = opst.add_polygon(coverlines)\n", "sec = opst.SecMesh()\n", "sec.assign_group(dict(cover=cover, core=core))\n", "sec.assign_mesh_size(dict(cover=0.02, core=0.05))\n", "sec.assign_group_color(dict(cover=\"gray\", core=\"green\"))\n", "sec.mesh()\n", "sec.get_sec_props(display_results=True, plot_centroids=False)\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 }