{ "cells": [ { "cell_type": "markdown", "id": "4b1ff67a", "metadata": {}, "source": [ "
\n", "
\n", "

pyGIMLi tutorial @ EASYGO Training Week

\n", "https://www.pygimli.org/documentation.html\n", "
\n", "
\n", " \"pyGIMLi\n", "
\n", "
" ] }, { "cell_type": "markdown", "id": "37050a8a", "metadata": {}, "source": [ "---\n", "# Create a subsurface geometry & mesh\n", "\n", "## Objectives \n", "\n", "In this tutorial we will:\n", "\n", "1. Create our first subsurface geometry for all subsequent notebooks\n", "2. Explore the [pyGIMLi meshing tools](https://www.pygimli.org/pygimliapi/_generated/pygimli.meshtools.html)\n", "3. Create an unstructured triangular mesh\n", "4. Demonstrate possibilities to modify, visualize, export, and import meshes\n", "---" ] }, { "cell_type": "code", "execution_count": 1, "id": "5d1e5661", "metadata": {}, "outputs": [], "source": [ "# Just some plotting settings\n", "import matplotlib.pyplot as plt\n", "plt.style.use(\"seaborn-notebook\")\n", "%config InlineBackend.figure_format='svg' # Setting figure format for this notebook" ] }, { "cell_type": "code", "execution_count": 2, "id": "4d7c991a", "metadata": {}, "outputs": [], "source": [ "import pygimli as pg # import pygimli with short name\n", "from pygimli import meshtools as mt # import a module \n", "from pygimli.viewer import showMesh # import a function" ] }, { "cell_type": "markdown", "id": "b64b68ec", "metadata": {}, "source": [ "## Geometry creation\n", "Creating a subsurface model. We create a geometry definition of the domain which is a simple rectangle. The inputs are start and end points and you can also set a specific marker. The default marker start is 1. " ] }, { "cell_type": "markdown", "id": "12b8233f", "metadata": {}, "source": [ "### Create a \"world\" (i.e., a layered subsurface)" ] }, { "cell_type": "code", "execution_count": 3, "id": "d491543f", "metadata": {}, "outputs": [], "source": [ "# dimensions of the world\n", "left = -30\n", "right = 30\n", "depth = 25" ] }, { "cell_type": "code", "execution_count": 4, "id": "5edc9549", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mesh: Nodes: 6 Cells: 0 Boundaries: 7\n" ] } ], "source": [ "world = mt.createWorld(start=[left, 0],\n", " end=[right, -depth],\n", " layers=[-5])\n", "print(world)" ] }, { "cell_type": "markdown", "id": "8099f707", "metadata": { "tags": [] }, "source": [ "[`pg.show`](https://www.pygimli.org/pygimliapi/_generated/pygimli.viewer.html?highlight=show#pygimli.viewer.show) is a handy tool to show your world and how it is being built" ] }, { "cell_type": "code", "execution_count": 5, "id": "78a7ae64", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:29:54.931174\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n" ], "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "pg.show(world); " ] }, { "cell_type": "markdown", "id": "44751f08", "metadata": {}, "source": [ "### Create a line (e.g., dipping interface)" ] }, { "cell_type": "code", "execution_count": 6, "id": "d08c1bc7", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:29:56.483051\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n" ], "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "line = mt.createLine(start=[left, -20], end=[right, -15])\n", "pg.show(line);" ] }, { "cell_type": "code", "execution_count": 7, "id": "f9ecde70", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:29:57.293783\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n" ], "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "geometry = world + line\n", "pg.show(geometry);" ] }, { "cell_type": "markdown", "id": "28112576", "metadata": {}, "source": [ "Note that the line cuts region 2 dividing it into two. The upper part does not contain a region marker and thus becomes region 0." ] }, { "cell_type": "markdown", "id": "56068e80", "metadata": {}, "source": [ "### Create a polygon (e.g., geological body)\n", "\n", "Next we create a polygon that is closed and contains three vertices. You can add more nodes to the polygon with `addNodes` and define how to interpolate between these nodes with `interpolate`" ] }, { "cell_type": "code", "execution_count": 8, "id": "57c7b718", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:29:59.041855\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n" ], "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "body = mt.createPolygon([[-8, -12], [0, -7], [8, -13]],\n", " isClosed=True, marker=3,\n", " addNodes=5,\n", " interpolate='spline', \n", " )\n", "pg.show(body, showNodes=True);" ] }, { "cell_type": "code", "execution_count": 9, "id": "c5d649bd", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:30:00.062805\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n" ], "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "geometry += body\n", "pg.show(geometry, boundaryMarkers=True);" ] }, { "cell_type": "markdown", "id": "e9729ca0", "metadata": {}, "source": [ "## Mesh creation & quality" ] }, { "cell_type": "markdown", "id": "aa9aed90", "metadata": {}, "source": [ "pyGIMLi has different ways to create meshes. [`mt.createMesh`](https://www.pygimli.org/pygimliapi/_generated/pygimli.meshtools.html?highlight=createmesh#pygimli.meshtools.createMesh) creates a mesh using *Triangle*, a two-dimensional constrained Delaunay mesh generator. \n", "\n", "The additional input parameters control the maximum triangle area and the mesh smoothness. The quality factor prescribes the minimum angles allowed in the final mesh. This can improve numerical accuracy, however, fine meshes lead to increased computational costs. Notice that we are now using [`showMesh`](https://www.pygimli.org/pygimliapi/_generated/pygimli.viewer.html?highlight=show#pygimli.viewer.showMesh) which is convenient for 2D mesh visualization." ] }, { "cell_type": "code", "execution_count": 10, "id": "3b0e4ed9", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:30:02.407403\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " 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"\n" ], "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from pygimli.viewer import showMesh\n", "mesh = mt.createMesh(geometry, \n", " area=1.0,\n", " quality=33,\n", " smooth=[2, 4] # [0:no smoothing or 1:node center or 2:weighted node center, # of iter]\n", " )\n", "showMesh(mesh, markers=True, showMesh=True); " ] }, { "cell_type": "markdown", "id": "2a4389f6", "metadata": {}, "source": [ "**Save geometry and mesh for later re-use**" ] }, { "cell_type": "code", "execution_count": 11, "id": "9b346fa2", "metadata": {}, "outputs": [], "source": [ "mt.exportPLC(geometry, \"data/geometry\") # can be read by mt.importPLC()\n", "mesh.save(\"data/mesh.bms\"); # can be load by pg.load()" ] }, { "cell_type": "markdown", "id": "ead680ec", "metadata": {}, "source": [ "## Mesh modification" ] }, { "cell_type": "markdown", "id": "f73cc186", "metadata": {}, "source": [ "### Translating" ] }, { "cell_type": "code", "execution_count": 12, "id": "1eb40479", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "translated_mesh = pg.Mesh(mesh)\n", "translated_mesh.translate([500, 25]) # Move 500 meters in x- and 25 meters in y-direction\n", "pg.show(translated_mesh);" ] }, { "cell_type": "markdown", "id": "2946dc15", "metadata": {}, "source": [ "### Scaling" ] }, { "cell_type": "code", "execution_count": 13, "id": "57d70c14", "metadata": {}, "outputs": [ { "data": { "image/svg+xml": [ "\n", "\n", "\n", " \n", " \n", " \n", " \n", " 2022-04-19T21:30:18.608568\n", " image/svg+xml\n", " \n", " \n", " Matplotlib v3.5.1, https://matplotlib.org/\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "rotated_mesh = pg.Mesh(mesh) \n", "rotated_mesh.rotate([0, 0, np.deg2rad(-20)])\n", "pg.show(rotated_mesh);" ] }, { "cell_type": "markdown", "id": "8652403f", "metadata": {}, "source": [ "## Extrusion (3D visual)" ] }, { "cell_type": "code", "execution_count": 15, "id": "4db24cf7", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "extruded_mesh = mt.extrudeMesh(mesh, np.linspace(0, 20, 5)) #adding dimension Z in this case \n", "extruded_mesh.rotate([np.pi/2, 0, 0]) # rotating mesh to switch y/z direction and view the top of the extended mesh. \n", "pg.show(extruded_mesh, extruded_mesh.cellMarkers()); # pyvista powered (make sure to check Bane's tutorial tomorrow)" ] }, { "cell_type": "markdown", "id": "eea13f15", "metadata": {}, "source": [ "## Final remarks on 3D\n", "\n", "Please note pyGIMLi is fully 3D-capable and that all the functions and methods we saw above are also working in 3D. Plus, you can read any externally created 3D mesh with [`mt.readMeshIO`](https://www.pygimli.org/pygimliapi/_generated/pygimli.meshtools.html?highlight=meshio#pygimli.meshtools.readMeshIO) leveraging upon the wonderful [*meshio* package](https://github.com/nschloe/meshio)." ] }, { "cell_type": "code", "execution_count": 16, "id": "91db24a7", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cube = mt.createCube(size=[5, 5, 5])\n", "cylinder = mt.createCylinder(height=5, pos=[0, 0, 5], marker=2, nSegments=20)\n", "geometry3D = cube + cylinder\n", "mesh3D = mt.createMesh(geometry3D, area=0.1)\n", "mesh3D.rotate([0, -np.pi/8, 0.0])\n", "pg.show(mesh3D, mesh3D.cellMarkers());" ] } ], "metadata": { "hide_input": false, "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": "3.8.10" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, 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