From 10eaf6cf003404f7b56638161ef7c7f7aa38af37 Mon Sep 17 00:00:00 2001 From: Tom van Woudenberg Date: Wed, 17 Apr 2024 08:08:35 +0200 Subject: [PATCH] Revert "Merge branch 'main' into main" This reverts commit 04ac830da1994e4296cc4f46eaa30753c4de8af4, reversing changes made to 0e9c28b93755d1293921cb55603c045f7c825715. --- book/_config.yml | 47 +- book/_toc.yml | 125 +- .../Images/construction_types_spans.png | Bin 129891 -> 0 bytes .../concrete/Images/2nd_Sticht_bridge.png | Bin 150833 -> 0 bytes .../concrete/Images/Oosterscheldekering.png | Bin 335363 -> 0 bytes .../concrete/Images/prefab_hsc_beams.png | Bin 312857 -> 0 bytes .../product1_floors_combination_floors.png | Bin 6313 -> 0 bytes .../product1_floors_composite_plank_floor.png | Bin 5879 -> 0 bytes ..._floors_composite_steelconcrete_floors.png | Bin 3711 -> 0 bytes .../Images/product1_floors_double_Tslabs.png | Bin 2199 -> 0 bytes .../product1_floors_hollow_core_slabs.png | Bin 8190 -> 0 bytes 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latex output file for PDF builds -latex: - latex_documents: - targetname: book.tex +launch_buttons: + thebe: true +only_build_toc_files: true -# Add a bibtex file so that we can create citations -bibtex_bibfiles: +sphinx: + config: + html_show_copyright: true + html_js_files: + - https://cdnjs.cloudflare.com/ajax/libs/require.js/2.3.4/require.min.js + thebe_config: + use_thebe_lite: true + exclude_patterns: ["**/_*.yml", "**/*.md", "**/*.ipynb"] + extra_extensions: + - sphinx.ext.imgconverter + - download_link_replacer + - jupyterbook_patches + +bibtex_bibfiles: - references.bib - -# Information about where the book exists on the web -repository: - url: https://github.com/executablebooks/jupyter-book # Online location of your book - path_to_book: docs # Optional path to your book, relative to the repository root - branch: master # Which branch of the repository should be used when creating links (optional) - -# Add GitHub buttons to your book -# See https://jupyterbook.org/customize/config.html#add-a-link-to-your-repository -html: - use_issues_button: true - use_repository_button: true diff --git a/book/_toc.yml b/book/_toc.yml index 39a6e74..8a2321d 100644 --- a/book/_toc.yml +++ b/book/_toc.yml @@ -1,124 +1,11 @@ -# Table of contents -# Learn more at https://jupyterbook.org/customize/toc.html - format: jb-book -root: intro -options: - numbered: 2 +root: intro.md parts: - - caption: Practical information - numbered: 2 + - caption: Contents chapters: - - file: schedules/schedule + - file: some_content/overview.md sections: - - file: schedules/phase1 - - file: schedules/phase2 - - file: schedules/phase3 - - file: schedules/phase4 - - file: schedules/phase5 - - file: schedules/promotion - - - caption: Design Workflow - numbered: 2 - chapters: - - file: design_workflow/general_design_guide - - file: design_workflow/general_loads/general_loads - sections: - - file: design_workflow/general_loads/loads_limit_states - - file: design_workflow/general_loads/permanent_loads - - file: design_workflow/general_loads/variable_loads_1_buildings - - file: design_workflow/general_loads/variable_loads_2_wind - - file: design_workflow/general_loads/variable_loads_3_rain_snow - - file: design_workflow/general_loads/variable_loads_4_special - - file: design_workflow/general_loads/deformation limits - - file: design_workflow/general_mechanics/general_mechanics - sections: - - file: design_workflow/general_mechanics/symbols - - file: design_workflow/general_mechanics/cross_sectional_quantities - - file: design_workflow/general_mechanics/mechanic_formulas - - file: design_workflow/general_mechanics/forget_me_nots - - file: design_workflow/general_mechanics/beams_with_multiple_supports - - file: design_workflow/general_drawing/general_drawing - sections: - - file: design_workflow/general_drawing/technical_drawings - - file: design_workflow/general_drawing/cross_section_indications - - - caption: Basic properties - numbered: 2 - chapters: - - file: basics/general_materials - - file: basics/concrete/concrete - sections: - - file: basics/concrete/information - - file: basics/concrete/material_characteristics_concrete - - file: basics/concrete/material_characteristics_concrete_steel - - file: basics/concrete/reinforcement - - file: basics/concrete/products_1_floors - - file: basics/concrete/products_2_beams - - file: basics/concrete/products_3_columns - - file: basics/concrete/concrete_construction_applications - - file: basics/steel/steel - sections: - - file: basics/steel/information - - file: basics/steel/material_characteristics - - file: basics/steel/products_1_hot_rolled_sections - - file: basics/steel/products_2_cold_rolled_sections - - file: basics/steel/products_3_welded_sections - - file: basics/steel/explanation_cross_sectional_quantities - - file: basics/steel/section_tables - - file: basics/steel/castellated_beams - - file: basics/steel/integrated_beams - - file: basics/steel/hollow_sections - - file: basics/steel/hollow_sections_trusses - - file: basics/timber/timber - sections: - - file: basics/timber/information - - file: basics/timber/material_characteristics - - file: basics/timber/products - - file: basics/timber/dimension_tables - - - caption: Design guidelines - numbered: 2 - chapters: - - file: design/concrete/concrete - sections: - - file: design/concrete/spans_in_concrete - - file: design/concrete/reinforcement_tables - - file: design/concrete/bubbledeck_floors - - file: design/concrete/composite_floors - - file: design/concrete/hollow_core_slabs - - file: design/concrete/precast_concrete_planks - - file: design/concrete/prefab_prestressed_beams - - file: design/concrete/bridge_beams - - file: design/steel/steel - sections: - - file: design/steel/spans_in_steel - - file: design/steel/steel_structures - - file: design/steel/connections_matrix - - file: design/steel/connections - - file: design/steel/buckling - - file: design/timber/timber - sections: - - file: design/timber/spans_in_timber - - file: design/timber/timber_structures_and_details - - file: design/timber/connection_elements - - file: design/timber/trusses_and_joints - - file: design/foundations/foundations - sections: - - file: design/foundations/information - - file: design/foundations/design_guide - - file: design/foundations/foundation_methods_1 - - file: design/foundations/foundation_methods_2 - - file: design/foundations/tables - - - caption: Examples - numbered: 2 - chapters: - - file: examples/timber/timber - sections: - - file: examples/timber/voorontwerp_houten_hal - - file: examples/steel/steel - sections: - - file: examples/steel/3d - + - file: some_content/text_and_code.ipynb + - file: references.md + - file: credits.md \ No newline at end of file diff --git a/book/basics/Images/construction_types_spans.png b/book/basics/Images/construction_types_spans.png deleted file mode 100644 index 2446615400db96dabf195b2595de16e6931ec62d..0000000000000000000000000000000000000000 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Delft University of Technology has developed a mixture which reached a strength of 75 N/mm2 after 12 hours. This early high strength makes this mixture very interesting for the prefabrication industry.\n", - "\n", - "In cooporation with a prefabricator sheet piles were constructed out of this material in B120 (now a fictitious ‘C120’). The price of this self compacting concrete is about four times the price of the regular B65 (now C55/67) but the cross section can be reduced by 75%. Further cost reduction arises from easier transport and handling on site." - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/information.ipynb b/book/basics/concrete/information.ipynb deleted file mode 100644 index 0ca2469..0000000 --- a/book/basics/concrete/information.ipynb +++ /dev/null @@ -1,56 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Information\n", - "\n", - "## Different sources\n", - "\n", - " - **Internet**\n", - " - [VBI.nl](https://www.vbi.nl/): Hollow core slabs and system floors (only in Dutch)\n", - " - [Spanbeton.nl](https://www.spanbeton.nl/): Large prefab elements used in road- and railway construction, hydraulic engineering, industrial buildings, and concrete sheet piling (only in Dutch)\n", - " - [Dycore.nl](https://www.dycore.nl/): Different floor systems. CAD drawings and details can be downloaded. Design graphs are available (only in Dutch)\n", - " - [Bubbledeck.nl](https://www.bubbledeck.nl/): The new bubble-deck system to construct lighter floors (only in Dutch)\n", - " - [Haitsma.nl](https://www.haitsma.nl/): Bridges, foundations, offices, parking lots. CAD details and design graphs (only in Dutch)\n", - " - [Koraton.be](https://www.koraton.be/): Different system floors (in Dutch or French)\n", - " - [Heidelbergcement.com](https://www.heidelbergcement.com/): General information on cement and concrete (most languages available)\n", - " - **Magazines**: Cement projects, elements, and materials\n" - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/material_characteristics_concrete.ipynb b/book/basics/concrete/material_characteristics_concrete.ipynb deleted file mode 100644 index b1cd174..0000000 --- a/book/basics/concrete/material_characteristics_concrete.ipynb +++ /dev/null @@ -1,347 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Material characteristics concrete\n", - "\n", - "This paragraph contains tables containing the different material properties of the defined concrete introduction strength classes.\n", - "\n", - "## Strenght and stiffness\n", - "\n", - "| Material Property | C12/15 | C20/25 | C30/37 | C35/45 | C45/55 | C50/60 |\n", - "|-----------------------------------------------|----------------|--------|--------|--------|--------|--------|\n", - "| Density $ρ_{rep}$ (kg/m³) | 2500 | 2500 | 2500 | 2500 | 2500 | 2500 |\n", - "| Modulus of Elasticity (uncracked) $E_{cm}$ (N/mm²) | 27000 | 30000 | 33000 | 34000 | 36000 | 37000 |\n", - "| Mean Compressive Strength $f_{cm}$ (N/mm²) | 20 | 28 | 38 | 43 | 53 | 58 |\n", - "| Characteristic Cylinder Strength $f_{ck}$ (N/mm²) | 12 | 20 | 30 | 35 | 45 | 50 |\n", - "| Characteristic Cube Strength $f_{ck;cube}$ (N/mm²) | 15 | 25 | 37 | 45 | 55 | 60 |\n", - "| Mean Value Tensile Strength $f_{ctm}$ (N/mm²) | 1.6 | 2.2 | 2.9 | 3.2 | 3.8 | 4.1 |\n", - "| Characteristic Tensile Strength $f_{ctk;0,05}$ (N/mm²) | 1.1 | 1.5 | 2.0 | 2.2 | 2.7 | 2.9 |\n", - "\n", - "\n", - "## Strength\n", - "\n", - "Design compressive strength: $ \\frac{f_{ck}}{\\gamma} = \\frac{f_{ck}}{1.5} $\n", - "\n", - "Design shear strength: $ b \\cdot d \\cdot 0.035 \\cdot k^{\\frac{3}{2}} \\cdot \\sqrt{f_{ck}} $ (lower bound, for exact value, see EC2). Shear resistance can be increased using shear reinforcement.\n", - "\n", - "$ k = 1 + \\sqrt{\\frac{200}{d}} \\leq 2 $; d in mm\n", - "\n", - "## Stress-strain diagram\n", - "- $σ_{c}$ : concrete compressive stress\n", - "- $ε_c$ : concrete compressive strain\n", - "- $f_{cd}$ : design compressive strength\n", - "- $ε_{c3}$ : strain at the start of plastic deformation\n", - "- $ε’_{bu}$ : limit strain\n", - "- $ε_{c3}$ : 1,75 ‰\n", - "- $ε_{cu3}$ : 3,50 ‰" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "tags": [ - "remove-input" - ] - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "

" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "%matplotlib inline\n", - "\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "\n", - "eps_array = np.array([[0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.8, 3.1],\n", - " [0, 1.9, 2.9],\n", - " [0, 2.0, 2.7],\n", - " [0, 2.2, 2.6],\n", - " [0, 2.3, 2.6]])\n", - "\n", - "f_ck_array = np.array([12, 20, 30, 35, 45, 50, 55, 60, 70, 80, 90])\n", - "\n", - "\n", - "plt.figure(figsize=(12,6))\n", - "i=4\n", - "\n", - "f_ck = np.array([0, f_ck_array[i], f_ck_array[i]])\n", - "f_cd = f_ck/1.5\n", - "eps = eps_array[i,:]\n", - " \n", - "plt.plot(eps, f_ck, c='r', linestyle='--', label=f'f_ck = {f_ck[-1]:.2f} N/mm^2')\n", - "plt.plot(eps, f_cd, c='r', label=f'f_cd = {f_cd[-1]:.2f} N/mm^2')\n", - "plt.axhline(f_ck[-1], linewidth=0.5, linestyle='--')\n", - "plt.axhline(f_cd[-1], linewidth=0.5, linestyle='--')\n", - "plt.axvline(eps[-1], linewidth=0.5, linestyle='--')\n", - "plt.axvline(eps[-2], linewidth=0.5, linestyle='--')\n", - "plt.text(0.01, f_ck[-1], 'f_ck', rotation='horizontal', va='bottom')\n", - "plt.text(0.01, f_cd[-1], 'f_cd', rotation='horizontal', va='bottom')\n", - "plt.text(eps[-1], 0.01, 'ε_cu3', rotation='horizontal', va='bottom')\n", - "plt.text(eps[-2], 0.01, 'ε_c3', rotation='horizontal', va='bottom')\n", - "\n", - "\n", - "plt.title('Stress-strain diagram')\n", - "plt.xlabel('ε_c [‰]')\n", - "plt.xlim(0,4)\n", - "plt.ylabel('σ_c [N/mm²]')\n", - "plt.ylim(0,50)\n", - "plt.legend(loc='best');" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "`````{Note}\n", - "This diagram changes when higher strength classes are chosen. For the strength classes shown in the table in this paragraph these values are valid.\n", - "`````" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "tags": [ - "remove-cell" - ] - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "24886687986840b380c7491b14661990", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import plotly.graph_objects as go\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "\n", - "# Colors\n", - "grey = '#eeeeee' # light grey fill\n", - "\n", - "## Prepare all the graphs that are to be plotted\n", - "# Define the range of densities to plot\n", - "range_elements = np.arange(0, 11, 1)\n", - "n_element = np.max(range_elements)\n", - "\n", - "## Create plot\n", - "fig = go.Figure()\n", - "\n", - "base_traces = 0 # Number of traces that are always visible\n", - "\n", - "eps_array = np.array([[0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.75, 3.5],\n", - " [0, 1.8, 3.1],\n", - " [0, 1.9, 2.9],\n", - " [0, 2.0, 2.7],\n", - " [0, 2.2, 2.6],\n", - " [0, 2.3, 2.6]])\n", - "\n", - "f_ck_array = np.array([12, 20, 30, 35, 45, 50, 55, 60, 70, 80, 90])\n", - "\n", - "# Add traces, one for each slider step\n", - "for i in range_elements: \n", - " f_ck = np.array([0, f_ck_array[i], f_ck_array[i]])\n", - " f_cd = f_ck/1.5\n", - " eps = eps_array[i,:]\n", - "\n", - " fig.add_trace( \n", - " go.Scatter(\n", - " visible=False,\n", - " x=eps,\n", - " y=f_ck,\n", - " line=dict(color='#00FF00'),\n", - " mode='lines',\n", - " name=f'f_ck = {f_ck[-1]:.2f} N/mm^2'))\n", - "\n", - " fig.add_trace( \n", - " go.Scatter(\n", - " visible=False,\n", - " x=eps,\n", - " y=f_cd,\n", - " line=dict(color='#FF0000'),\n", - " mode='lines',\n", - " name=f'f_cd = {f_cd[-1]:.2f} N/mm^2'))\n", - "\n", - "traces_per_step = 2 # Number of traces per value of i\n", - "\n", - "# Show the traces for one value of a when loading the plot (initial setup)\n", - "active_a_index = 1\n", - "for i in range(traces_per_step):\n", - " curr_idx = int(base_traces + active_a_index*traces_per_step + i)\n", - " fig.data[curr_idx].visible = True\n", - "\n", - "# Create and add slider\n", - "steps = []\n", - "for i in range(0, range_elements.shape[0]):\n", - " visarray = [False] * len(fig.data)\n", - " visarray[0:base_traces] = [True] * base_traces\n", - " curr_idx = int(base_traces + i * traces_per_step)\n", - " next_idx = int(base_traces + (i+1) * traces_per_step)\n", - " visarray[curr_idx:next_idx] = [True] * traces_per_step\n", - " step = dict(\n", - " method=\"update\",\n", - " args=[{\"visible\": visarray}],\n", - " # label=str(round(range_elements[i], 1))\n", - " label=str(round(f_ck_array[i], 1))\n", - " )\n", - " steps.append(step)\n", - "\n", - "sliders = [dict(\n", - " active=active_a_index,\n", - " currentvalue={\"prefix\": r\"Concrete strength class f_ck = \"},\n", - " steps=steps\n", - ")]\n", - "\n", - "fig.update_layout(\n", - " sliders=sliders,\n", - " legend_title=\"Legend\",\n", - ")\n", - "\n", - "fig.update_xaxes(title_text='ε_c [‰]', range=[-0.1, 3.6])\n", - "fig.update_yaxes(title_text='σ_c [N/mm²]', range=[-2, 92])\n", - "\n", - "fig.update_layout(\n", - " title=\"Stress-strain diagram\",\n", - " sliders=sliders,\n", - " legend_title=\"Legend\"\n", - ")\n", - "\n", - "fig" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "geospatial", - "language": "python", - "name": "geospatial" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.13" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/material_characteristics_concrete_steel.ipynb b/book/basics/concrete/material_characteristics_concrete_steel.ipynb deleted file mode 100644 index 64e4d3b..0000000 --- a/book/basics/concrete/material_characteristics_concrete_steel.ipynb +++ /dev/null @@ -1,62 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Material characteristics concrete steel\n", - "\n", - "This paragraph contains information on the material properties of reinforcement steel.\n", - "\n", - "## Strength and stiffness\n", - "\n", - "### Material properties (bars)\n", - "\n", - "| Steel Grade | Tensile Strength $( f_{t;k} )$ (N/mm²) | Yield Stress $( f_{y;k} )$ (N/mm²) | Strain at Maximum Load $\\varepsilon_{su}$ ‰ |\n", - "|---------------------|-----------------------------------------|-------------------------------------|----------------------------------------------------|\n", - "| FeB 400 HWL, HK | 400 | 350 | 4.00 |\n", - "| FeB 500 HWL, HK | 500 | 435 | 3.25 |\n", - "| FeB 500 HKN | 500 | 435 | 2.75 |\n", - "\n", - "### Material properties (nets)\n", - "\n", - "| Steel Grade | Tensile Strength $( f_{t;k} )$ (N/mm²) | Design value tensile strength $( f_{y;k} )$ (N/mm²) | Strain at Maximum Load $\\varepsilon_{su}$ ‰ |\n", - "|----------------------------|-------------------------|--------------------------------------|------------------------------------------------|\n", - "| FeB 500 HKN, HWN | 500 | 435 | 2.175 |\n" - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/products_1_floors.ipynb b/book/basics/concrete/products_1_floors.ipynb deleted file mode 100644 index 31d5eab..0000000 --- a/book/basics/concrete/products_1_floors.ipynb +++ /dev/null @@ -1,119 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Products 1: floors\n", - "\n", - "## Hollow core slabs\n", - "```{figure} Images/product1_floors_hollow_core_slabs.png\n", - "---\n", - "align: right\n", - "---\n", - "Hollow core slabs\n", - "```\n", - "\n", - "Sections of hollow core slabs, prefabricated and prestressed\n", - "\n", - "Applications: In all buildings hollow core slabs can be used as floors and roofs. Room for ducts and slots can be foreseen and provided during fabrication. Hollow core slabs are easily combined with \n", - "hat-beams.\n", - "\n", - "## Inverted U-slabs\n", - "```{figure} Images/product1_floors_inverted_u_slabs.png\n", - "---\n", - "align: right\n", - "---\n", - "Inverted U-slabs\n", - "```\n", - "\n", - "Inverted U-slabs with integrated isolation. The slabs are placed next to each other and the joints are filled with mortar.\n", - "\n", - "Applications: Applicated as ground floor in residential and non residential buildings.\n", - "\n", - "## Combination floors\n", - "```{figure} Images/product1_floors_combination_floors.png\n", - "---\n", - "align: right\n", - "---\n", - "Combination floors\n", - "```\n", - "\n", - "Combination floors. Prefabricated inverted T-beams with EPS isolation and cast in situ concrete \n", - "\n", - "Application: The type of floors is used frequently as ground floor above crawl spaces in residential building because of the simple construction and good isolation properties.\n", - "\n", - "## Composite steel-concrete floors\n", - "```{figure} Images/product1_floors_composite_steelconcrete_floors.png\n", - "---\n", - "align: right\n", - "---\n", - "Composite steel-concrete floors\n", - "```\n", - "\n", - "A trapezoidal metal plate is used as working floor, formwork and reinforcement of the concrete \n", - "compression layer.\n", - "\n", - "Application: Used as floor system in (high rise) steel structures. Can be propped temporarily during casting which can lead to significant spans. The system offers relatively large flexibility for odd shaped floors.\n", - "\n", - "## Composite plank floor\n", - "```{figure} Images/product1_floors_composite_plank_floor.png\n", - "---\n", - "align: right\n", - "---\n", - "Composite plank floor\n", - "```\n", - "\n", - "A thin prefab concrete plate with protruding reinforcement is placed. In situ a compressive concrete layer is placed.\n", - "\n", - "Applications: Floors of concrete structures in residential and non residential buildings.\n", - "\n", - "## Double T-slabs\n", - "```{figure} Images/product1_floors_double_Tslabs.png\n", - "---\n", - "align: right\n", - "---\n", - "Double T-slabs\n", - "```\n", - "\n", - "Prefab, prestressed TT-beam.\n", - "\n", - "Applications: prestressed, prefabricated floor beam system for large spans and/or heavily \n", - "loaded beams. Is used mainly in non-residential buildings like parking garages and offices." - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/products_2_beams.ipynb b/book/basics/concrete/products_2_beams.ipynb deleted file mode 100644 index f637944..0000000 --- a/book/basics/concrete/products_2_beams.ipynb +++ /dev/null @@ -1,80 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Products 2: beams\n", - "\n", - "## Prefab prestressed beams (non-residential buildings)\n", - "```{figure} Images/product2_beams_prefab_prestressed_beams_nonresidential.png\n", - "---\n", - "align: right\n", - "---\n", - "Prefab prestressed beams (non-residential buildings)\n", - "```\n", - "\n", - "Rectangular, I- en T-profiles, prefab prestressed beams.\n", - "\n", - "Applications:the different types of beams are used as main beams in floor and roof structures but also as butresses in masonry structures. Prefab beams can also be used in foundations.\n", - "\n", - "## Prefab prestressed beams (infra)\n", - "```{figure} Images/product2_beams_prefab_prestressed_beams_infra.png\n", - "---\n", - "align: right\n", - "---\n", - "Prefab prestressed beams (infra)\n", - "```\n", - "\n", - "Prestressed inverted T-beams and box-beams\n", - "\n", - "Applications: this type of beam is mainly used in infrastructural constructions like bridges and viaducts. Very large spans and curved beams (in two directions) are possible.\n", - "\n", - "## Cast in situ reinforced beams\n", - "```{figure} Images/product2_beams_cast_in_situ_reinforced_beams.png\n", - "---\n", - "align: right\n", - "---\n", - "Cast in situ reinforced beams\n", - "```\n", - "\n", - "Cast in situ in formwork with reinforcement.\n", - "\n", - "Applications: used frequently as foundation beams and in simple structures with small spans." - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/products_3_columns.ipynb b/book/basics/concrete/products_3_columns.ipynb deleted file mode 100644 index f1909ed..0000000 --- a/book/basics/concrete/products_3_columns.ipynb +++ /dev/null @@ -1,68 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Products 3: columns\n", - "\n", - "## Prefab columns\n", - "```{figure} Images/product3_columns_prefab_columns.png\n", - "---\n", - "align: right\n", - "---\n", - "Prefab columns\n", - "```\n", - "\n", - "Prefab columns, beams are placed on corbels with neoprene bearing pads.\n", - "\n", - "Applications: Part of prefab structural systems. Possible for buildings from 0 to 2 storeys. The prefab columns are usually combined with (prestressed) beams and for example hollow core slabs or precast composite planks.\n", - "\n", - "## Cast in situ columns\n", - "```{figure} Images/product3_columns_cast_in_situ_columns.png\n", - "---\n", - "align: right\n", - "---\n", - "Cast in situ columns\n", - "```\n", - "\n", - "Round and square cast in situ concrete columns.\n", - "\n", - "Applications: Nowadays round cardboard formworks are less expensive because excessive carpentry is avoided. Reusable formworks (square or round) are also used." - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/concrete/reinforcement.ipynb b/book/basics/concrete/reinforcement.ipynb deleted file mode 100644 index 377a8a2..0000000 --- a/book/basics/concrete/reinforcement.ipynb +++ /dev/null @@ -1,150 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Reinforcement\n", - "\n", - "## Reinforcement areas for beams and columns\n", - "\n", - "|Diameter $\\phi$ [mm] |$A_s$ [mm^2] ||||||||||\n", - "|---|------|------|------|------|------|------|------|------|------|------|\n", - "| | 1 bar | 2 bars | 3 bars | 4 bars | 5 bars | 6 bars | 7 bars | 8 bars | 9 bars | 10 bars |\n", - "| 6 | 28 | 57 | 85 | 113 | 141 | 170 | 198 | 226 | 254 | 283 |\n", - "| 8 | 50 | 101 | 151 | 201 | 251 | 302 | 352 | 402 | 452 | 503 |\n", - "| 10| 79 | 157 | 236 | 314 | 393 | 471 | 550 | 628 | 707 | 785 |\n", - "| 12| 113 | 226 | 339 | 452 | 565 | 679 | 792 | 905 | 1018 | 1131 |\n", - "| 16| 201 | 402 | 603 | 804 | 1005 | 1206 | 1407 | 1608 | 1810 | 2011 |\n", - "| 20| 314 | 628 | 942 | 1257 | 1571 | 1885 | 2199 | 2513 | 2827 | 3142 |\n", - "| 25| 491 | 982 | 1473 | 1963 | 2454 | 2945 | 3436 | 3927 | 4418 | 4909 |\n", - "| 32| 804 | 1608 | 2413 | 3217 | 4021 | 4825 | 5630 | 6434 | 7238 | 8042 |\n", - "\n", - "\n", - "## Reinforcement in nets for slabs\n", - "| Spacing (c.t.c.) [m] | Bars/length [1/m]| Total area per meter width [mm²/m]|||||||\n", - "|-----------------------|------------|--------------------------------------|---|---|---|---|---|---|\n", - "| | | $\\phi = 6 [mm]$ | $\\phi = 8 [mm]$ | $\\phi = 10 [mm]$ | $\\phi = 12 [mm]$ | $\\phi = 16 [mm]$ | $\\phi = 20 [mm]$ | $\\phi = 25 [mm]$ |\n", - "| 70 | 14.29 | 404 | 718 | 1122 | 1616 | 2873 | 4489 | 7015 |\n", - "| 75 | 13.33 | 377 | 670 | 1047 | 1508 | 2680 | 4188 | 6543 |\n", - "| 80 | 12.50 | 353 | 628 | 982 | 1414 | 2513 | 3927 | 6136 |\n", - "| 85 | 11.76 | 333 | 591 | 924 | 1330 | 2365 | 3695 | 5773 |\n", - "| 90 | 11.11 | 314 | 558 | 873 | 1257 | 2234 | 3490 | 5454 |\n", - "| 95 | 10.53 | 298 | 529 | 827 | 1191 | 2117 | 3308 | 5169 |\n", - "| 100 | 10.00 | 283 | 503 | 785 | 1131 | 2011 | 3142 | 4909 |\n", - "| 105 | 9.52 | 269 | 479 | 748 | 1077 | 1914 | 2991 | 4673 |\n", - "| 110 | 9.09 | 257 | 457 | 714 | 1028 | 1828 | 2856 | 4462 |\n", - "| 115 | 8.70 | 246 | 437 | 683 | 984 | 1749 | 2733 | 4271 |\n", - "| 120 | 8.33 | 236 | 419 | 654 | 942 | 1675 | 2617 | 4089 |\n", - "| 125 | 8.00 | 226 | 402 | 628 | 905 | 1609 | 2513 | 3927 |\n", - "| 130 | 7.69 | 217 | 387 | 604 | 870 | 1546 | 2416 | 3775 |\n", - "| 135 | 7.41 | 210 | 373 | 582 | 838 | 1490 | 2328 | 3637 |\n", - "| 140 | 7.14 | 202 | 359 | 561 | 808 | 1436 | 2243 | 3505 |\n", - "| 145 | 6.90 | 195 | 347 | 542 | 780 | 1387 | 2168 | 3387 |\n", - "| 150 | 6.67 | 189 | 335 | 524 | 754 | 1341 | 2095 | 3274 |\n", - "| 155 | 6.45 | 182 | 324 | 507 | 730 | 1297 | 2026 | 3166 |\n", - "| 160 | 6.25 | 177 | 314 | 491 | 707 | 1257 | 1964 | 3068 |\n", - "| 165 | 6.06 | 171 | 305 | 476 | 685 | 1218 | 1904 | 2975 |\n", - "| 170 | 5.88 | 166 | 296 | 462 | 665 | 1182 | 1847 | 2886 |\n", - "| 175 | 5.71 | 161 | 287 | 449 | 646 | 1148 | 1794 | 2803 |\n", - "| 180 | 5.56 | 157 | 280 | 437 | 629 | 1118 | 1747 | 2729 |\n", - "| 185 | 5.41 | 153 | 272 | 425 | 612 | 1088 | 1700 | 2656 |\n", - "| 190 | 5.26 | 149 | 264 | 413 | 595 | 1058 | 1653 | 2582 |\n", - "| 195 | 5.13 | 145 | 258 | 403 | 580 | 1031 | 1612 | 2518 |\n", - "| 200 | 5.00 | 141 | 251 | 393 | 566 | 1005 | 1571 | 2454 |\n", - "| 250 | 4.00 | 113 | 201 | 314 | 452 | 804 | 1257 | 1964 |\n", - "\n", - "\n", - "`````{Note}\n", - "In concrete plates (floors and walls) the reinforcement is usually specified as the the type of bar and the spacing (Ø12-200) rather than the number of bars per meter (5 Ø12)\n", - "`````\n", - "\n", - "## Lab splice length\n", - "\n", - "```{figure} Images/reinforcement_lap_splice_length.png\n", - "---\n", - "align: right\n", - "---\n", - "```\n", - "\n", - "In some cases the reinforcement bars need to be coupled because of the limited lengths of the bars or to ease execution. This is done by placing two bars relatively close to each other for a certain lap length. The forces are transmitted by shear and compressive stresses in the concrete. For a first design the lap length can be estimated as: \n", - "\n", - "40 x Ø (diameter smallest bar)\n", - "\n", - "For exact calculations, see EC2\n", - "\n", - "## Cover\n", - "\n", - "| Structural Element | Cover c [mm] per environment | | | Increase [mm] | |\n", - "|--------------------|--------------|---------------|-----------------------|---------------------------|-------------------|\n", - "||dry|wet|salt or aggresive|modified surface|uninspected table surface|\n", - "| Plaat en wand | 15 | 25 | 30 | +5 | +5 |\n", - "| Balk, poer en console | 25 | 30 | 35 | +5 | +5 |\n", - "| Kolom | 30 | 35 | 40 | +5 | +5 |\n", - "\n", - "```{figure} Images/reinforcement_cover.png\n", - "---\n", - "align: right\n", - "---\n", - "```\n", - "`````{Note}\n", - "Further demands: \n", - "c ≥ Ø (for bars ≤ Ø 25 mm) \n", - "c ≥ 1,5Ø (for bars > Ø 25 mm) \n", - "prestressing steel: + 5 mm\n", - "`````\n", - "\n", - "Under certain conditions it is allowed to bundle 2 of three bars together without spacing. These bundles can be regarded as a single bar with the same cross section (mm2\n", - ") as the total bundle.\n", - "\n", - "## Minimal bar distances\n", - "```{figure} Images/reinforcement_minimal_bar_distances.png\n", - "---\n", - "align: right\n", - "---\n", - "```\n", - "\n", - "The spacing between (not c.t.c distance) the bars should be not less than the maximum of:\n", - "- the bar diameter\n", - "- the maximum aggregate size + 5 mm\n", - "- 20 mm\n", - "\n", - "When bars are placed in separate layers, care must be taken that good compaction of the concrete must be possible. In the case of walls there must be enough room to cast concrete in the lower regions of the wall. At laps the distances between the bars may be smaller.\n", - "\n" - ] - }, - { - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/general_materials.ipynb b/book/basics/general_materials.ipynb deleted file mode 100644 index ce919de..0000000 --- a/book/basics/general_materials.ipynb +++ /dev/null @@ -1,73 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# General materials\n", - "\n", - "This chapter offers infomation on the different structural materials. The materials are compared on a few characteristic aspects. More detailed information can be found in the chapters.\n", - "\n", - "## Material and construction types\n", - "\n", - "### Construction types and spans\n", - "\n", - "```{figure} Images/construction_types_spans.png\n", - "---\n", - "scale: 100%\n", - "align: right\n", - "---\n", - "Construction types and spans\n", - "```\n", - "\n", - "## Material properties\n", - "\n", - "| Property | Timber | Steel | Concrete (in situ) | Concrete (prestressed and/or precast) |\n", - "|--------------------|---------------------------------------------------|---------------------------------------------------|--------------------------------------------------|--------------------------------------------------|\n", - "| Self Weight | Small (4 to 10 kN/m³, depending on the species) | Large (78.5 kN/m³) but relatively low self weight, large spans are possible (optimized cross sections); steel use per m² roof area: 0.3 to 1 kN | Large (24 kN/m³), this has consequences for the foundation and maximum span; not economical with low variable load | Large (24 kN/m³), this has consequences for the foundation dimensions; fairly large, but favorable with respect to buckling and deformation limits |\n", - "| Fire Resistance | Small dimensions have low fire resistance; Larger sections have good fire resistance | The structure has low fire resistance, but does not burn itself | Good resistance if the cover is sufficient | Less resistance than in situ concrete due to deterioration of the prestressing steel. Does not collapse easily, but is not reliable after a fire |\n", - "| Water Tightness | Dependent on the application | Not applicable | Good | Good |\n", - "| Thermal Properties | Not susceptible to thermal influences | Sensitive to temperature changes; bad without insulation | Low thermal insulation, beware of thermal bridges | Low thermal insulation, beware of thermal bridges |\n", - "| Acoustic Properties| Acceptable to good; sound reflection is high with corrugated sheet metal in roofs and walls | Air sound insulation is good, contact sound insulation is bad | Air sound insulation is good, contact sound insulation is bad | Adaptability in relation to doors, windows, etc. is good, if the appropriate measures are taken in advance |\n", - "| Adaptability | Good | Good | Good, if the appropriate measures are taken in advance | Standard product; tolerances must be incorporated in the design |\n", - "| Adaptability to ducts | Trusses are especially suitable for carrying trough of ducts; connection can be done fairly easy | Information is needed upfront and must be processed very accurately. After casting, extra measures are difficult to incorporate | Limited possibilities upfront. After casting, adaption is very difficult | Low |\n", - "| Suitability for later adjustments| Good | Good | Difficult | Low |\n", - "| Labour intensity | See steel. A lot of preparation in the factory, resulting in fast and simple assembly on site | The formwork and falsework are very labour intensive. If possible, use standard formwork. Avoid small amounts of concrete at great heights | Factory product with fast assembly on site. Extra stressing on site requires specialized tools and crew | N/A |\n", - "| Necessity of serial production | Not necessary | Not necessary | Preferred, but less necessary than with prefab concrete | Necessary, because of the high costs of moulds |\n", - "| Residual value after demolition | Low positive residual value, but demolition is easy | Positive residual value; demolition is expensive | Negative residual value | N/A |\n", - "| Erection speed | Fairy quick | Short construction time | Low construction speed due to the time needed for hardening, reuse of formwork, and influences of the weather | Fast montage, but delivery and hardening times must be accounted for |\n", - "| Needed construction site | Limited | Small | A lot of space needed for preparation of formwork and reinforcement | Small |\n", - "| Hygiene | When the correct sections are used, almost no dust collection on certain profiles | Dust is easily collected | Very suitable for dust-sensitive structures | Good, partially dependent on cross-section |\n", - "\n" - ] - } - ], - "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": "3.8.0" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": {}, - "version_major": 2, - "version_minor": 0 - } - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/book/basics/steel/Images/L_and_Z_sections.png b/book/basics/steel/Images/L_and_Z_sections.png deleted file mode 100644 index b1fa3b0d04d1fa987a3236de6f01153239af9890..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1709 zcmd6odpHw%7{@1aLN1YVDYTRnNodhwN5)Jp#mIGGZO+Jj%-F2vxO71^L`x{7hT_oN 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