{ "cells": [ { "cell_type": "raw", "metadata": { "collapsed": false }, "source": [ "Code provided under BSD 3-Clause license, all other content under a Creative Commons Attribution license, CC-BY 4.0. (c) 2022 Francesco Mario Antonio Mitrotta." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "# Equilibrium Diagram of a Thin Plate under Uniaxial Compression\n", "\n", "***\n", "\n", "In this notebook we investigate the equilibrium diagram of a thin plate under uniaxial compression using MSC Nastran SOL 106. After our analyses on the [buckling load](01_Buckling_Analysis_of_Euler_Column.ipynb) and on the [supercritical pitchfork bifurcation](02_Supercritical_Pitchfork_Bifurcation_of_Euler_Column.ipynb) of Euler's column, we want to tackle this problem to build confidence in SOL 106's nonlinear capabilities using shell elements instead of beam elements.\n", "\n", "We first define the problem and calculate the buckling load of the plate analitically. Then we set up the numerical model and perform a linear buckling analysis with SOL 105. Successively, we use SOL 106 to investigate the equilibrium diagram of our structure.\n", "\n", "* [Problem definition and analytical buckling load](#problem-definition)\n", "* [Setup of the numerical model](#numerical-model)\n", "* [SOL 105 - linear buckling analysis](#linear-buckling)\n", "* [SOL 106 - nonlinear analysis of the equilibrium diagram](#equilibrium-diagram)\n", "* [Conclusions](#conclusions)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "## Problem definition and analytical buckling load \n", "\n", "***\n", "\n", "Let's consider a flat plate of length $a$, width $b$ and thickness $t$ with simple support for all edges. As shown in the figure below, we apply a uniaxial compression $N_x$, where $N_x$ represents to the applied force per unit length.\n", "\n", "![Thin plate under uniaxial compression.](resources/03_PlateGeometry.png \"Thin plate under uniaxial compression.\")\n", "\n", "The critical buckling load $N_x^{c}$ is given by:\n", "\n", "$$N_x^{c}=k\\frac{\\pi^2D}{b^2},$$\n", "\n", "where the buckling coefficient $k$ is equal to:\n", "\n", "$$k=\\min\\left(\\frac{mb}{a}+\\frac{a}{mb}\\right)^2.$$\n", "\n", "The term $m$ is the number of waves present in the buckled state along the length $a$ of the plate. $D$ is the isotropic equivalent of the bending stiffness and is obtained as:\n", "\n", "$$D=\\frac{Et^3}{12(1-\\nu^2)},$$\n", "\n", "where $E$ is the Young's modulus and $\\nu$ is the Poisson's ratio. Let's have a look at how the buckling coefficient $k$ varies with the aspect ratio $a/b$ and the number of waves $m$." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt # plotting package\n", "import tol_colors as tc # package for colorblind-friendly colors\n", "import numpy as np # package for matrix operations\n", "\n", "plt.rc('axes', prop_cycle=plt.cycler('color', list(tc.tol_cset('bright')))) # set default color cycle to TOL bright for colorblind accessibility\n", "plt.rcParams['figure.dpi'] = 120 # set default dpi of figures\n", "\n", "# Plot buckling coefficient vs aspect ratio for different numbers of waves\n", "_, ax = plt.subplots() # create figure with one subplot\n", "aspect_ratio = np.linspace(.1, 6, 200) # aspect ratio interval\n", "no_waves = np.arange(1, 6) # numbers of waves investigated\n", "for m in no_waves: # iterate throught the different number of waves\n", " ax.plot(aspect_ratio, (m/aspect_ratio + aspect_ratio/m)**2, label=f\"$m={m:d}$\") # plot buckling coefficient vs aspect ratio\n", "\n", "# Set plot appearance\n", "plt.xlabel('$a/b$')\n", "plt.ylabel('$k$')\n", "ax.set_xlim([0, 6])\n", "ax.set_ylim([3, 8])\n", "plt.legend()\n", "plt.grid()\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "$k$ is minimum for integer values of the plate's aspect ratio $a/b$, where $k=4$. We choose to analyze a square plate with $a=b=250$ mm and thickness $t=6$ mm. Furthermore, we choose a material with Young's modulus $E=3105$ MPa and Poisson's ratio $\\nu=0.3$. With this data, we can calculate the analytical buckling load of the plate." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Analytical buckling load: 38794.70 N/m\n" ] } ], "source": [ "a = b = 250. # sides of the plate [mm]\n", "E = 3105. # Young's modulus [MPa]\n", "nu = 0.3 # Possion's ratio\n", "t = 6. # plate's thickness [mm]\n", "k = 4 # buckling coefficient\n", "D = E*t**3/(12*(1-nu**2)) # isotropic equivalent of bending stiffness\n", "Nc = k*np.pi**2*D/b**2 # [N/mm]\n", "print(f\"Analytical buckling load: {Nc*1e3:.2f} N/m\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "The geometrical and material properties used here are inspired by the shallow cylindrical shell snap-through example from the *MSC Nastran Demontration Problems Guide - Implicit Nonlinear*." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "## Setup of the numerical model \n", "\n", "***\n", "\n", "Now we create a numerical model of the plate using the `pyNastran` package. The numerical approach is inspired by [this example](https://www.scc.kit.edu/scc/sw/msc/Nas101/lesson_07.pdf) on the elastic stability of a plate. We are going to apply a series of concentrated forces along one of the two loaded edges, while the other edge will be constrained so that the reaction forces act as the other part of the compression load. Similarly to our notebooks on Euler's column, we are going to work with the _millimeter - newton - megapascal - ton_ system of units.\n", "\n", "We start by instantiating an object of the `BDF` class. This object is going to represent our base input file for Nastran. We will complete our input object dependeing on the analysis that we want to perform." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "from pyNastran.bdf.bdf import BDF # import BDF class from pyNastran\n", "\n", "base_bdf_input = BDF(debug=None) # instantiate BDF object with the option of not displaying any debug message" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "We add an isotropic material to our base model with a `MAT1` card. The field corresponding to the shear modulus $G$ is left blank. This will be calculated as follows:\n", "$$E=2(1+\\nu)G.$$" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "MAT1 1 3105. .3" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "material_id = 1\n", "base_bdf_input.add_mat1(mid=material_id, E=E, G='', nu=nu)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Now we define the properties of our elements adding a `PHSELL` card. We specify the thickness of the shell elements and their membrane, bending and transverse shear stiffness using the id of the `MAT1` card." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "PSHELL 1 1 6. 1 1" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "property_id = 1\n", "base_bdf_input.add_pshell(pid=property_id, mid1=material_id, t=t, mid2=material_id, mid3=material_id)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "It's time to define the nodes of our FE model. We are going to discretize our plate into square shell elements with linear length of 5 mm. In this way the numerical model is going to have an odd number of nodes, which will result in a better approximation of the buckling shape. We calculate the coordinates of the nodes and we add the corresponding `GRID` cards." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "shell_length = 5 # prescribed length of the shell elements [mm]\n", "\n", "# Number of elements along the x- and the y-axis\n", "no_elements_x = round(a/shell_length)\n", "no_elements_y = round(b/shell_length)\n", "\n", "# Coordinates of the nodes along the x- and the y-axis\n", "x_coordinates = np.linspace(0, a, no_elements_x + 1)\n", "y_coordinates = np.linspace(0, b, no_elements_y + 1)\n", "\n", "# Iterate through the number of nodes along the x- and y-axis\n", "grid_ids = np.empty((no_elements_x+1, no_elements_y+1), dtype=int) # initialize array of node ids\n", "for i in range(no_elements_x+1): # iterate through elements in x-direction\n", " for j in range(no_elements_y+1): # itereate through elements in y-direction\n", " base_bdf_input.add_grid(nid=i*(no_elements_y+1)+j+1, xyz=[x_coordinates[i], y_coordinates[j], 0.]) # add GRID card with corresponding coordinates\n", " grid_ids[i,j]=i*(no_elements_y+1)+j+1 # add node id to the array" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Once the GRID cards have been added to the model, we can move on to the definition of the shell elements by means of `CQUAD4` cards." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "for i in range(no_elements_x): # iterate through elements in x-direction\n", " for j in range(no_elements_y): # iterate through elements in y-direction\n", " base_bdf_input.add_cquad4(eid=i*no_elements_y+j+1, pid=property_id, nids=[grid_ids[i,j], grid_ids[i+1,j],\n", " grid_ids[i+1,j+1], grid_ids[i,j+1]]) # add CQUAD4 card" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Now we constrain the four edges using `SPC1` cards and a `SPCADD` card to combine the constraints. We are going to apply the load only along the right edge, and we are going to obtain the compression along the left edge by means of the reaction forces. For this reason we constrain the left edge in $x$ and $z$ and we constrain all remaining edges in $z$. Additionally, we need to constrain one node along the $y$ direction to fix the model in space, and we choose the middle node of the left edge." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "SPCADD 4 1 2 3" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Constraint on left edge\n", "left_edge_spc1_id = 1\n", "left_edge_node_ids = list(grid_ids[0, :])\n", "base_bdf_input.add_spc1(conid=left_edge_spc1_id, components='13', nodes=left_edge_node_ids)\n", "\n", "# Constraint on other edges\n", "other_edges_support_spc1_id = left_edge_spc1_id + 1\n", "other_edges_node_ids = list(grid_ids[-1, :]) + list(grid_ids[1:-1, 0]) + list(grid_ids[1:-1, -1])\n", "base_bdf_input.add_spc1(conid=other_edges_support_spc1_id, components='3', nodes=other_edges_node_ids)\n", "\n", "# Constraint on middle node of left edge\n", "middle_node_lef_edge_spc1_id = other_edges_support_spc1_id + 1\n", "middle_node_lef_edge_id = grid_ids[0, round(no_elements_y/2 + 1)]\n", "base_bdf_input.add_spc1(conid=middle_node_lef_edge_spc1_id, components='2', nodes=[middle_node_lef_edge_id])\n", "\n", "# Define SPCADD card to combine constraints\n", "spcadd_id = middle_node_lef_edge_spc1_id + 1\n", "base_bdf_input.add_spcadd(spcadd_id, [left_edge_spc1_id, other_edges_support_spc1_id, middle_node_lef_edge_spc1_id])" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Finally, we select the `SPCADD` card in the case control deck for the single-point constraint to be applied." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "subcase=0 already exists...skipping\n" ] } ], "source": [ "base_bdf_input.create_subcases(0) # initialize case control deck\n", "base_bdf_input.case_control_deck.subcases[0].add_integer_type('SPC', spcadd_id)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Now it's time to define the applied loads. In our investigation of the equilibrium diagram we will use two different loads. One is the already mentioned compression load applied on two edges of the plate. The other is an out-of-plane load applied at the center of the plate, as shown in the figure below.\n", "\n", "![Thin plate under combined compression and transversal load.](resources/03_PlateLoads.png \"Thin plate under combined compression and transversal load.\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "We first define the compression load. As mentioned earlier, we are going to explicitly define the load only along one edge of the plate, as the reaction force at the opposite edge will act as the other part of the compression. We define a series of concentrated forces on the nodes of the right edge using `FORCE` cards. The sum of this forces amounts to 1 N and it is equally distributed over all nodes, except for the two nodes at the corners, that take half of the force magnitude applied on the other nodes." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "FORCE 5 2601 .01 -1. 0. 0." ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Define force id, magnitude and direction\n", "compression_force_set_id = spcadd_id + 1\n", "force_magnitude = 1/no_elements_y\n", "force_direction = [-1., 0., 0.]\n", "\n", "# Apply force to all points except the ones at the corners\n", "for i in range(1, no_elements_y):\n", " base_bdf_input.add_force(sid=compression_force_set_id, node=grid_ids[-1,i], mag=force_magnitude, xyz=force_direction)\n", "\n", "# Apply force to the corner points\n", "base_bdf_input.add_force(sid=compression_force_set_id, node=grid_ids[-1,0], mag=force_magnitude/2, xyz=force_direction)\n", "base_bdf_input.add_force(sid=compression_force_set_id, node=grid_ids[-1,-1], mag=force_magnitude/2, xyz=force_direction)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Now we define the transverse force, also with a magnitude of 1 N." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "FORCE 6 1353 1. 0. 0. 1." ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "transverse_force_set_id = compression_force_set_id + 1\n", "force_magnitude = 1.\n", "force_direction = [0., 0., 1.]\n", "center_node_id = grid_ids[round(no_elements_x/2+1), round(no_elements_y/2+1)] # retrieve identification number of application node of the transverse force\n", "base_bdf_input.add_force(sid=transverse_force_set_id, node=center_node_id, mag=force_magnitude, xyz=force_direction)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Finally, we define some parameters for the processing of the output data." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "base_bdf_input.add_param('POST', [1]) # store results in op2 file\n", "base_bdf_input.case_control_deck.subcases[0].add('ECHO', 'NONE', [], 'STRING-type') # request neither sorted nor unsorted Bulk Data to be printed\n", "base_bdf_input.case_control_deck.subcases[0].add_result_type('DISPLACEMENT', 'ALL', ['PLOT']) # store displacement data of all nodes in the op2 file\n", "base_bdf_input.case_control_deck.subcases[0].add_result_type('OLOAD', 'ALL', ['PLOT']) # store form and type of applied load vector" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Before moving to the analyses, let's print some information about our `BDF` object." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "---BDF Statistics---\n", "SOL None\n", "\n", "bdf.loads[5]: 51\n", " FORCE: 51\n", "\n", "bdf.loads[6]: 1\n", " FORCE: 1\n", "\n", "bdf.spcadds[4]: 1\n", " SPCADD: 1\n", "\n", "bdf.spcs[1]: 1\n", " SPC1: 1\n", "\n", "bdf.spcs[2]: 1\n", " SPC1: 1\n", "\n", "bdf.spcs[3]: 1\n", " SPC1: 1\n", "\n", "bdf.params: 0\n", " PARAM : 1\n", "\n", "bdf.nodes: 0\n", " GRID : 2601\n", "\n", "bdf.elements: 0\n", " CQUAD4 : 2500\n", "\n", "bdf.properties: 0\n", " PSHELL : 1\n", "\n", "bdf.materials: 0\n", " MAT1 : 1\n", "\n", "\n" ] } ], "source": [ "print(base_bdf_input.get_bdf_stats())" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "## SOL 105 - linear buckling analysis \n", "\n", "***\n", "\n", "Now we want to calculate the linear buckling load of our numerical model. For this purpose we create a copy of our base model and we select SOL 105 as solution sequence." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "linear_buckling_input = base_bdf_input.__deepcopy__({})\n", "linear_buckling_input.sol = 105" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "For the linear buckling analysis we need to define two subcases: one to apply the load in compression and the other to calculate the buckling eigenvalues. We create the first subcase selecting the compression force as external static load set. For this purpose we use the function `create_static_load_subcase` from the `pynastran_utils` module." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "from resources import pynastran_utils # module with useful functions to work with pyNastran objects\n", "\n", "load_application_subcase_id = 1\n", "pynastran_utils.create_static_load_subcase(bdf=linear_buckling_input, subcase_id=load_application_subcase_id,\n", " load_set_id=compression_force_set_id)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "For the second subcase we need to define the parameters for the calculation of the eigenvalues. This is done by means of the EIGRL card, which is used to carry out a real eigenvalue analysis with the Lanczos method. We only ask for the calculation of the first positive root. Then we create the subcase and we select our EIGRL card to define the real eigenvalue extraction parameters." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "# Define the parameters for the real eigenvalue analysis with the EIGRL card\n", "eigrl_set_id = transverse_force_set_id + 1\n", "linear_buckling_input.add_eigrl(sid=eigrl_set_id, v1=0., nd=1)\n", "\n", "# Create second subcase\n", "eigenvalue_calculation_subcase_id = 2\n", "linear_buckling_input.create_subcases(eigenvalue_calculation_subcase_id)\n", "linear_buckling_input.case_control_deck.subcases[eigenvalue_calculation_subcase_id].add_integer_type('METHOD',\n", " eigrl_set_id) # select EIGRL card as eigenvalue calculation method in the case control deck" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "At this point we need to define the directory where we will run the analyses of this notebook and choose a name for our input file. Then we write the bdf file and run the Nastran analysis using the function `run_analysis` from the `pynastran_utils` module." ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "import os # module to interact with the operating system\n", "\n", "analysis_directory_name = '03_Equilibrium_Diagram_of_a_Thin_Plate_under_Uniaxial_Compression'\n", "analysis_directory_path = os.path.join(os.getcwd(), 'analyses', analysis_directory_name)\n", "input_name = 'linear_buckling'\n", "pynastran_utils.run_analysis(directory_path=analysis_directory_path, bdf=linear_buckling_input,\n", " filename=input_name, run_flag=False)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Finally, we can read the results from the output op2 file. The buckling load is given by the multiplication of the applied load by the eigenvalue resulting from the analysis. Since the total applied load is 1 N, the buckling load is equal to the eigenvalue itself. To obtain the buckling load in terms of N/m, $N_{x,\\,\\text{SOL 105}}$, and compare the result with the analytical calculation, we have to divide the load obtained with SOL 105 by the width of the plate." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SOL 105 buckling load: 37958.8 N/m\n", "Difference with respect to analytical buckling load: -2.2 %\n" ] } ], "source": [ "from pyNastran.op2.op2 import read_op2 # function to read the op2 file\n", "import matplotlib.pyplot as plt # plotting library\n", "\n", "# Read op2 file\n", "op2_filepath = os.path.join(analysis_directory_path, input_name + '.op2')\n", "linear_buckling_op2_output = read_op2(op2_filename=op2_filepath, load_geometry=True, debug=None)\n", "\n", "# Find eigenvalue and print buckling load\n", "sol_105_buckling_load = linear_buckling_op2_output.eigenvectors[eigenvalue_calculation_subcase_id].eigr\n", "print(f\"SOL 105 buckling load: {sol_105_buckling_load/(b*1e-3):.1f} N/m\")\n", "print(f\"Difference with respect to analytical buckling load: {((sol_105_buckling_load/b)/Nc-1)*100:.1f} %\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "We observe a $2.2\\%$ difference with respect to the analytical calculation. This can be ascribed to the discretization error and to the fact that the analytical result is based on boundary conditions constraining only the displacement along $z$, while in our numerical model we need to impose constraints also along the $x$ and the $y$ direction.\n", "\n", "Finally, we plot the buckling mode calling the function `plot_eigenvector` from the `plot_utils` module." ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from resources import plot_utils # module with useful functions to plot results\n", "\n", "_, ax, cbar = plot_utils.plot_eigenvector(\n", " op2=linear_buckling_op2_output, subcase_id=eigenvalue_calculation_subcase_id, displacement_amplification_factor=100,\n", " length_unit=\"mm\")\n", "cbar.ax.set_position(cbar.ax.get_position().shrunk(1.0, .92)) # decrease colorbar size\n", "cbar.ax.set_position(cbar.ax.get_position().translated(.05, 0)) # add padding between axes and colorbar" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "## SOL 106 - nonlinear analysis of the equilibrium diagram \n", "\n", "***\n", "\n", "At this point we turn our attention to the study of the equilibrium diagram of the plate. This can only be obtained performing a nonlinear analysis. Furthermore, we need to use the arc-length method in order to investigate any unstable path of the equilibrium diagram. As a consequence for this analysis we choose SOL 106 as the solution sequence." ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "nonlinear_analysis_input = base_bdf_input.__deepcopy__({}) # create a deep copy of the original BDF object\n", "nonlinear_analysis_input.sol = 106" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Now we need to define the nonlinear analysis parameters. We begin by specifiying the parameter `PARAM,LGDISP,1` to enable the large displacement effects for all nonlinear structural element types having large displacement capability." ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "PARAM LGDISP 1" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "nonlinear_analysis_input.add_param('LGDISP', [1])" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Then we define the NLPARM and the NLPCI cards, where the former sets the general parameters for the nonlinear iteration strategy and the latter sets the specific parameters for the arc-length method. The parameters are the same that we used in our [first notebook](01_Buckling_Analysis_of_Euler_Column.ipynb), which are inspired from the shallow cylindrical shell snap-through example from the *MSC Nastran Demontration Problems Guide - Implicit Nonlinear*." ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "nlparm_id = 1\n", "nonlinear_analysis_input.add_nlparm(nlparm_id=nlparm_id, ninc=100, kmethod='ITER', kstep=-1, max_iter=25, conv='PUV',\n", " int_out='YES', eps_p=1e-3, eps_u=1e-3, max_bisect=10)\n", "nonlinear_analysis_input.add_nlpci(nlparm_id, Type='CRIS', minalr=.01, maxalr=1.0001, desiter=5, mxinc=1000)\n", "nonlinear_analysis_input.case_control_deck.subcases[0].add_integer_type('NLPARM', nlparm_id) # select NLPARM card in case control deck" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Now we have to define the differet load combinations that we are going to apply in the subcases of our analysis. We consider four load combinations:\n", "* compression load only with magnitude $N_x/N_{x,\\,\\text{SOL 105}}=1.5$;\n", "* compression load with magnitude $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and transverse load with magnitude $P_z/bN_{x,\\,\\text{SOL 105}} = 1/100$;\n", "* compression load with magnitude $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and transverse load applied in the opposite direction with $P_z/bN_{x,\\,\\text{SOL 105}}=-1/40$;\n", "* no applied load." ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "data": { "text/plain": [ "LOAD 10 1. 0. 5" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Compression only\n", "compression_load_set_id = transverse_force_set_id + 1\n", "nonlinear_analysis_input.add_load(sid=compression_load_set_id, scale=1., scale_factors=[sol_105_buckling_load*1.5],\n", " load_ids=[compression_force_set_id])\n", "\n", "# Compression and transverse load\n", "combined_load_set_id = compression_load_set_id + 1\n", "nonlinear_analysis_input.add_load(sid=combined_load_set_id, scale=1., scale_factors=\n", " [sol_105_buckling_load*1.5, sol_105_buckling_load/100],\n", " load_ids=[compression_force_set_id, transverse_force_set_id])\n", "\n", "# Compression and transverse load in opposite direction\n", "combined_load_opposite_direction_set_id = combined_load_set_id+1\n", "nonlinear_analysis_input.add_load(combined_load_opposite_direction_set_id, scale=1., scale_factors=\n", " [sol_105_buckling_load*1.5, -sol_105_buckling_load/40],\n", " load_ids=[compression_force_set_id, transverse_force_set_id])\n", "\n", "# Zero load\n", "zero_load_set_id = combined_load_opposite_direction_set_id+1\n", "nonlinear_analysis_input.add_load(zero_load_set_id, scale=1., scale_factors=[0.], load_ids=[compression_force_set_id])" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "The last step before running the analysis is the definition of the subcases. We define an analogous subcase sequence to the final investigation of the Euler's column supercritical pitchfork bifurcation carried out in our [last notebook](02_Supercritical_Pitchfork_Bifurcation_of_Euler_Column.ipynb#final).\n", "\n", "1. Apply the load set with $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and $P_z/bN_{x,\\,\\text{SOL 105}}=1/100$.\n", "2. Remove the transverse load using the load set with the compression load only.\n", "3. Apply the load set with compression load and transverse load in opposite direction.\n", "4. Remove the transverse load using the load set with the compression load only.\n", "5. Remove the compression load using the load set with no applied load.\n", "6. Apply the load set with $N_x/N_{x,\\,\\text{SOL 105}}=1.5$ and $P_z/bN_{x,\\,\\text{SOL 105}}=-1/40$.\n", "\n", "Similarly to Euler's column, for the last two subcases we need to use the load control method in place of the arc-length method, as the latter fails to follow the correct direction of the equilibrium path." ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "# Create first 4 subcases analyzed with arc-length method\n", "pynastran_utils.create_static_load_subcase(bdf=nonlinear_analysis_input, subcase_id=1,\n", " load_set_id=combined_load_set_id) # create subcase 1\n", "pynastran_utils.create_static_load_subcase(bdf=nonlinear_analysis_input, subcase_id=2,\n", " load_set_id=compression_load_set_id) # create subcase 2\n", "pynastran_utils.create_static_load_subcase(bdf=nonlinear_analysis_input, subcase_id=3,\n", " load_set_id=combined_load_opposite_direction_set_id) # create subcase 3\n", "pynastran_utils.create_static_load_subcase(bdf=nonlinear_analysis_input, subcase_id=4,\n", " load_set_id=compression_load_set_id) # create subcase 4\n", "\n", "# Create last 2 subcaes analyzed with Newton method\n", "nlparm2_id = 2 # identification card of NLPARM card defining the Newton method\n", "nonlinear_analysis_input.add_nlparm(nlparm2_id, ninc=100, kmethod='ITER', kstep=-1, max_iter=25, conv='PUV',\n", " int_out='YES', eps_p=1e-3, eps_u=1e-3, max_bisect=10) # add NLPARM card defining the Newton method\n", "pynastran_utils.create_static_load_subcase(bdf=nonlinear_analysis_input, subcase_id=5,\n", " load_set_id=zero_load_set_id) # create subcase 5\n", "nonlinear_analysis_input.case_control_deck.subcases[5].add_integer_type('NLPARM', nlparm2_id) # select NLPARM card associated to Newton method for subcase 5\n", "pynastran_utils.create_static_load_subcase(bdf=nonlinear_analysis_input, subcase_id=6,\n", " load_set_id=combined_load_opposite_direction_set_id) # create subcase 6\n", "nonlinear_analysis_input.case_control_deck.subcases[6].add_integer_type('NLPARM', nlparm2_id) # select NLPARM card associated to Newton method for subcase 6" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Let's run the analysis." ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Nastran job equilibrium_paths_nonlinear_analysis.bdf completed\n", "Wall time: 1428.0 s\n" ] } ], "source": [ "input_name = 'equilibrium_paths_nonlinear_analysis'\n", "pynastran_utils.run_analysis(directory_path=analysis_directory_path, bdf=nonlinear_analysis_input,\n", " filename=input_name, run_flag=False)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Once the analysis is completed, we can read the results in the op2 file and plot the equilibrium diagram. Similarly to our study on Euler's column, we want to visualize the equilibrium paths described by the nonlinear analysis in the different subcases. For this reason, we define the functions `plot_2d_equilibrium_paths` and `plot_3d_equilibrium_paths`. We visualize the equilibrium diagram in terms of the displacement $u_z$ at the center of the plate. In the 2D plots we plot the displacement versus the load step, the applied load along the $x$-axis and the applied load along the $z$-axis, while in the 3D plot we look at the change of $u_z$ for the different combinations of loads along the $x$- and $z$-axis." ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [], "source": [ "from matplotlib.lines import Line2D # class defining the characters for the marker styles\n", "\n", "MARKERS = list(Line2D.markers.keys())[2:] # store list of marker characters to plot different marker for each subcase\n", "\n", "def plot_2d_equilibrium_paths(disp, steps, loads):\n", " # Create figure with subplots\n", " _, axs = plt.subplots(nrows=1, ncols=3, sharey='all')\n", " # Iterate over the subcases\n", " for subcase_id in disp:\n", " # Take displacement along z\n", " u_z = disp[subcase_id][:,2]\n", " # Print displacement along z at the end of subcase\n", " print(f\"Subcase {subcase_id:d}: u_z/a = {u_z[-1]/a:.3f}\")\n", " # Plot load step vs displacement along z\n", " axs[0].plot(steps[subcase_id], u_z/a, MARKERS[subcase_id - 1])\n", " # Plot applied load along x vs displacement along z\n", " axs[1].plot(-loads[subcase_id][:,0]/sol_105_buckling_load, u_z/a, MARKERS[subcase_id - 1]) # sign of load along x is inverted to show a positive load in the plot\n", " # Plot applied load along y vs displacement along z\n", " axs[2].plot(loads[subcase_id][:,2]/sol_105_buckling_load, u_z/a, MARKERS[subcase_id - 1],\n", " label=f\"Subcase {subcase_id:d}\")\n", " # Set plot appearance\n", " axs[0].set_xlabel(\"Load step\")\n", " axs[0].set_ylabel(\"$u_z/a$\")\n", " axs[0].grid(visible=True)\n", " axs[1].set_xlabel(\"$N_x/N_{x,\\,\\mathrm{SOL\\,105}}$\")\n", " axs[1].grid(visible=True)\n", " axs[2].set_xlabel(\"$P_z/bN_{x,\\,\\mathrm{SOL\\,105}}$\")\n", " axs[2].grid(visible=True)\n", " axs[2].legend(loc=\"upper right\", bbox_to_anchor=(2., 1.02))\n", " # Show plot\n", " plt.show()\n", "\n", "def plot_3d_equilibrium_paths(disp, loads):\n", " # Create figure with three-dimensional axes\n", " plt.figure(figsize=(8, 6))\n", " ax_3d = plt.axes(projection='3d')\n", " # Plot load applied along x vs displacement along z of pin-supported node vs applied along y\n", " for subcase_id in disp:\n", " ax_3d.plot3D(-loads[subcase_id][:,0]/sol_105_buckling_load, disp[subcase_id][:,2]/a,\n", " loads[subcase_id][:,2]/sol_105_buckling_load, MARKERS[subcase_id - 1],\n", " label=f\"Subcase {subcase_id:d}\") # sign of load along x is inverted to show a positive load in the plot\n", " ax_3d.set_xlabel(\"$N_x/N_{x,\\,\\mathrm{SOL\\,105}}$\")\n", " ax_3d.set_ylabel(\"$u_z/a$\")\n", " ax_3d.yaxis.labelpad = 8 # adjust position of y-axis's label\n", " ax_3d.set_zlabel(\"$P_z/bN_{x,\\,\\mathrm{SOL\\,105}}$\")\n", " ax_3d.tick_params(axis=\"z\", which=\"major\", pad=10) # adjust position of ticks' label of z-axis\n", " ax_3d.zaxis.labelpad = 17 # adjust position of z-axis's label\n", " ax_3d.legend(loc=\"upper left\")\n", " ax_3d.grid(visible=True)\n", " ax_3d.set_box_aspect(aspect=None, zoom=0.8)\n", " plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false }, "source": [ "Let's read the op2 file and find the history of load steps, applied loads and displacements at the center of the plate using the function `read_load_displacement_history_from_op2` from the `pynastran_utils` module. Then let's produce the plots of the equilibrium diagram." ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "collapsed": false, "pycharm": { "name": "#%%\n" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Subcase 1: u_z/a = 0.044\n", "Subcase 2: u_z/a = 0.040\n", "Subcase 3: u_z/a = -0.048\n", "Subcase 4: u_z/a = -0.040\n", "Subcase 5: u_z/a = 0.000\n", "Subcase 6: u_z/a = -0.048\n" ] }, { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Read op2 file\n", "op2_filepath = os.path.join(analysis_directory_path, input_name + '.op2')\n", "op2_output = read_op2(op2_filename=op2_filepath, debug=None)\n", "\n", "# Read load-displacement history\n", "load_steps, applied_loads, displacements = pynastran_utils.read_load_displacement_history_from_op2(\n", " op2=op2_output, node_ids=[center_node_id])\n", "central_node_displacements = displacements[center_node_id]\n", "\n", "# Plot 2D and 3D equilibrium paths\n", "plot_2d_equilibrium_paths(central_node_displacements, load_steps, applied_loads)\n", "plot_3d_equilibrium_paths(central_node_displacements, applied_loads)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } }, "source": [ "From the results it is possible to recognize a supercritical pitchfork bifurcation. This is analogous to what happens for Euler's column. In fact the current problem is very similar and can be thought as an Euler's column with the addition of a width dimension to the structure. We can make the following observations about the different subcases.\n", "1. In subcase 1 we move along the path of the broken supercritical pitchfork corresponding to the plate deflected upwards.\n", "2. In subcase 2 we move from the broken supercritical pitchfork to the supercritical pitchfork bifurcation by removing the transverse force.\n", "3. In subcase 3 we observe a path of the equilibrium diagram describing a snap-through behavior of the plate.\n", "4. In subcase 4 we end on a point of the supercritical pitchfork bifurcation on the side corresponding to the plate deflected downwards. We can notice how the vertical displacement is equal and opposite with respect of the displacement at the end of subcase 2.\n", "5. In subcase 5 we visualize the downward deflection side of the supercritical pitchfork bifurcation until the plate gets back to the zero-displacement configuration and finally to its undeformed state.\n", "6. In subcase 6 we visualize the broken supercritical pitchfork on the downward deflection side. At the end of the subcase we find the same value of displacement as obtained at the end of subcase 3. The broken supercritical pitchfork obtained in subcase 6 is not symmetric with respect to the broken pitchfork obtained in subcase 1 because a different transverse force is applied." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "collapsed": false, "pycharm": { "name": "#%% md\n" } }, "source": [ "## Conclusions \n", "\n", "***\n", "\n", "We have tested SOL 106's nonlinear analysis capabilities on the structural model of a thin plate employing shell elements. Using the arc-length method we have successfully explored the different paths of the equilibrium diagram of our structure and have correctly observed a supercritical pitchfork bifurcation with the bifurcation point located at the buckling load predicted by SOL 105.\n", "\n", "The results obtained here give us confidence to move towards more complicated structures. In our [next notebook](04_Nonlinear_Buckling_Analysis_of_a_Box_Beam.ipynb) we will apply SOL 106's nonlinear buckling method to a box beam structure discretized with shell elements." ] } ], "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": "3.9.17" } }, "nbformat": 4, "nbformat_minor": 0 }