{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Connection elements\n", "\n", "# Kolommen\n", "\n", "Uitgangspunten: kolom gelamineerd hout GL24h, stramien 6 m x 6 m, houten vloer $G = 2.0 kN/m^2$ en CC2\n", "\n", "| Q = 2 kN/m², max 3 bouwlagen | Q = 2 kN/m², max 5 bouwlagen |Q = 5 kN/m², max 3 bouwlagen |\n", "|-----------------------|-----------------------|-----------------------|\n", "| Q = 2 kN/m² |Q = 2 kN/m² |Q = 5 kN/m² |\n", "| $P_{d}$ = 5.4 kN/m² | $P_{d}$ = 5.4 kN/m² | $P_{d}$ = 9.9 kN/m² |\n", "| n = 2 verdiepingen | n = 4 verdiepingen | n = 2 verdiepingen |\n", "| $F_{Gk}$ = 144 kN | $F_{Gk}$ = 288 kN | $F_{Gk}$ = 144 kN |\n", "| $F_{Qk}$ = 144 kN | $F_{Qk}$ = 288 kN | $F_{Qk}$ = 360 kN |\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "L_buc23 = [2.5, 3.5, 5, 6.5]\n", "hb_23 = [169, 186, 216, 244]\n", "\n", "L_buc25 = [2.5, 3.5, 5, 6.5]\n", "hb_25 = [230, 238, 264, 294]\n", "\n", "L_buc53 = [2.5, 3.5, 5, 6.5]\n", "hb_53 = [221, 230, 257, 287]\n", "\n", "plt.figure()\n", "plt.title('Houten kolom')\n", "plt.plot(L_buc23, hb_23, c= 'b', label='Q = 2 kN /m^2, max 3 bouwlagen')\n", "plt.plot(L_buc25, hb_25, c= 'g', label='Q = 2 kN /m^2, max 5 bouwlagen')\n", "plt.plot(L_buc53, hb_53, c= 'r', label='Q = 5 kN /m^2, max 3 bouwlagen')\n", "plt.xlabel('Kniklengte [m]')\n", "plt.ylabel('h=b [mm]')\n", "plt.legend(loc='best');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.7.3" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 4 }