{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# ✅Visualization based on plotly" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ ".. tip::\n", " Due to the interactivity of ``plotly``, the image rendering speed is relatively slow.\n", " If you have many analysis steps, such as earthquake response time history analysis, you should use the ``pyvista`` engine." ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "First load the necessary classes and functions, where :py:class:`~opstool.vis.GetFEMdata` is used to get the model data from the current domain of OpenSeesPy, \n", "and :py:class:`~opstool.vis.OpsVisPlotly` is used to visualize the model." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:27.807240Z", "iopub.status.busy": "2023-03-31T11:34:27.806239Z", "iopub.status.idle": "2023-03-31T11:34:28.578833Z", "shell.execute_reply": "2023-03-31T11:34:28.578551Z", "shell.execute_reply.started": "2023-03-31T11:34:27.807240Z" }, "tags": [] }, "outputs": [], "source": [ "import openseespy.opensees as ops\n", "import opstool as opst" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Load the 3D Arch Bridge finite element model.\n", "Function :py:func:`~opstool.load_ops_examples` is used to load predefined examples from **opstool**." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:28.579835Z", "iopub.status.busy": "2023-03-31T11:34:28.579835Z", "iopub.status.idle": "2023-03-31T11:34:28.592114Z", "shell.execute_reply": "2023-03-31T11:34:28.592114Z", "shell.execute_reply.started": "2023-03-31T11:34:28.579835Z" }, "tags": [] }, "outputs": [], "source": [ "opst.load_ops_examples(\"ArchBridge2\") \n", "# or your openseespy code\n", "# your openseespy code here" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Display OpenSeesPy Geometry Model" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Get the model data from the current domain. \n", "Of course, you can also run your own model code before instantiating :py:class:`~opstool.vis.GetFEMdata`.\n", "Parameter *results_dir* is used to specify the directory where the output file is saved.\n", "\n", ":py:meth:`~opstool.vis.GetFEMdata.get_model_data` is used to save the model geometric data." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:28.592114Z", "iopub.status.busy": "2023-03-31T11:34:28.592114Z", "iopub.status.idle": "2023-03-31T11:34:28.628179Z", "shell.execute_reply": "2023-03-31T11:34:28.627616Z", "shell.execute_reply.started": "2023-03-31T11:34:28.592114Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
Model data saved in opstool_output/ModelData.hdf5!\n",
"\n"
],
"text/plain": [
"Model data saved in \u001b[1;38;2;0;174;255mopstool_output/ModelData.hdf5\u001b[0m!\n"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ModelData = opst.GetFEMdata(results_dir=\"opstool_output\")\n",
"ModelData.get_model_data(save_file=\"ModelData.hdf5\")"
]
},
{
"cell_type": "raw",
"metadata": {
"raw_mimetype": "text/restructuredtext",
"tags": []
},
"source": [
"Instantiating visualization class :py:class:`~opstool.vis.OpsVisPlotly`."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"execution": {
"iopub.execute_input": "2023-03-31T11:34:28.628179Z",
"iopub.status.busy": "2023-03-31T11:34:28.628179Z",
"iopub.status.idle": "2023-03-31T11:34:28.633523Z",
"shell.execute_reply": "2023-03-31T11:34:28.633523Z",
"shell.execute_reply.started": "2023-03-31T11:34:28.628179Z"
},
"tags": []
},
"outputs": [],
"source": [
"opsvis = opst.OpsVisPlotly(point_size=2, line_width=3, colors_dict=None, theme=\"plotly\",\n",
" color_map=\"jet\", on_notebook=True, results_dir=\"opstool_output\")"
]
},
{
"cell_type": "raw",
"metadata": {
"raw_mimetype": "text/restructuredtext",
"tags": []
},
"source": [
"Display the geometric information of the model, input parameter explanation see class method :py:meth:`~opstool.vis.OpsVisPlotly.model_vis`."
]
},
{
"cell_type": "raw",
"metadata": {
"raw_mimetype": "text/restructuredtext",
"tags": []
},
"source": [
".. tip::\n",
" When `show_node_label` and `show_ele_label` True, rendering speed is relatively slow.\n",
" Therefore, it is recommended not to use them, but to use mouse hover to display related information."
]
},
{
"cell_type": "code",
"execution_count": 5,
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"execution": {
"iopub.execute_input": "2023-03-31T11:34:28.634572Z",
"iopub.status.busy": "2023-03-31T11:34:28.634572Z",
"iopub.status.idle": "2023-03-31T11:34:29.081986Z",
"shell.execute_reply": "2023-03-31T11:34:29.081986Z",
"shell.execute_reply.started": "2023-03-31T11:34:28.634572Z"
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"tags": []
},
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{
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"text/html": [
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"All responses data saved in opstool_output/RespStepData-1.hdf5 !\n", "\n" ], "text/plain": [ "All responses data saved in \u001b[1;38;2;142;67;231mopstool_output/RespStepData-\u001b[0m\u001b[1;38;2;142;67;231m1.\u001b[0m\u001b[1;38;2;142;67;231mhdf5\u001b[0m !\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Nsteps = 10\n", "ops.wipeAnalysis()\n", "ops.system('BandGeneral')\n", "ops.constraints('Transformation')\n", "ops.numberer('RCM')\n", "ops.test('NormDispIncr', 1.0e-12, 10, 3)\n", "ops.algorithm('Newton')\n", "ops.integrator('LoadControl', 1 / Nsteps)\n", "ops.analysis('Static')\n", "\n", "# start analysis loop\n", "for i in range(Nsteps):\n", " ok = ops.analyze(1)\n", " ModelData.get_resp_step()\n", "# save all responses data after loop\n", "ModelData.save_resp_all(save_file=\"RespStepData-1.hdf5\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualize node response" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Visualize node displacement by method :py:meth:`~opstool.vis.OpsVisPlotly.deform_vis`.\n", "Of course, velocity and acceleration are also optional, just change *response* to \"vel\" or \"accel\"." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:30.812425Z", "iopub.status.busy": "2023-03-31T11:34:30.812425Z", "iopub.status.idle": "2023-03-31T11:34:31.262559Z", "shell.execute_reply": "2023-03-31T11:34:31.261560Z", "shell.execute_reply.started": "2023-03-31T11:34:30.812425Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "connectgaps": false, "hoverinfo": "skip", "line": { "color": "gray", "width": 1.5 }, "mode": "lines", "type": "scatter3d", "visible": false, "x": [ 3000, 8100, 8100, 3000, 3000, null, 3000, 8100, 8100, 3000, 3000, null, 3000, 8100, 8100, 3000, 3000, null, 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