{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Making a screenshot" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from axisvm.com.client import start_AxisVM\n", "import axisvm.com.tlb as axtlb\n", "from axisvm import examples\n", "import matplotlib.pyplot as plt\n", "\n", "axvm = start_AxisVM(visible=True, daemon=True)\n", "axvm.model = examples.download_bernoulli_grid()\n", "\n", "axm = axvm.model\n", "axm.Calculation.LinearAnalysis()\n", "\n", "# turn off the grid\n", "GridOptions = axtlb.RGridOptions(DisplayGrid=False)\n", "axm.Settings.SetGridOptions(GridOptions)\n", "\n", "axvm.BringToFront()\n", "axm.View = axtlb.vFront\n", "axvm.MainFormTab = axtlb.mftGeometry\n", "axm.FitInView()\n", "plt.imshow(axm.Windows[1].screenshot())\n", "\n", "axvm.Quit()" ] } ], "metadata": { "kernelspec": { "display_name": ".axisvm", "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" } }, "nbformat": 4, "nbformat_minor": 2 }