{
"cells": [
{
"cell_type": "raw",
"metadata": {},
"source": [
"Code provided under BSD 3-Clause license, all other content under a Creative Commons Attribution license, CC-BY 4.0. (c) 2023 Francesco Mario Antonio Mitrotta."
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"# Investigation of the Equilibrium Paths of the Box Beam Reinforced with Ribs and Stiffeners\n",
"\n",
"In our [last notebook](15_Investigation_of_the_Equilibrium_Paths_of_the_Box_Beam_Reinforced_with_Ribs.ipynb) we ascertained the existence of complementary equilibrium paths in the equilibrium manifold of the box beam reinforced with ribs only. In this notebook we are going to perform an analogous investigation for the box beam reinforced with ribs and stiffners.\n",
"\n",
"* [Setup of the numerical model](#numerical-model)\n",
"* [Verification of the existence of other equilibrium paths](#verification)\n",
"* [Visualization of 3D equilibrium diagram and of deformation shapes](#visualization)\n",
"* [Conclusion](#conclusion)"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt # import matplotlib\n",
"import tol_colors as tc # import package for colorblind-friendly colors\n",
"\n",
"# Set default color cycle to TOL bright\n",
"plt.rc('axes', prop_cycle=plt.cycler('color', list(tc.tol_cset('bright'))))\n",
"\n",
"# Enable interactive plots\n",
"%matplotlib widget"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Setup of the numerical model \n",
"\n",
"***\n",
"\n",
"We consider the same box beam reinforced with ribs and stiffeners analyzed in our [twelfth notebook](12_Nonlinear_Buckling_Analysis_of_a_Box_Beam_Reinforced_with_Ribs_and_Stiffeners.ipynb)."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"image/svg+xml": [
""
],
"text/plain": [
""
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from IPython.display import SVG # class to embed an SVG into the display\n",
"import os # module with miscellaneous operating system interfaces\n",
"\n",
"SVG(filename=os.path.join(\"resources\", \"08_BoxBeamConcentratedLoad.svg\"))"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Box beam dimensions:\n",
"- width: 1.0 m\n",
"- length: 4.5 m\n",
"- height: 0.2 m\n",
"- wall thickness: 4.0 mm\n",
"\n",
"Number of ribs: 10\n",
"Ribs' y-coordinate [mm]:\n",
"[ 0. 500. 1000. 1500. 2000. 2500. 3000. 3500. 4000. 4500.]\n",
"\n",
"Number of stiffeners: 2\n",
"Stiffeners x-coordinate [mm]:\n",
"[333. 667.]\n",
"Stiffeners height: 20 mm\n"
]
}
],
"source": [
"import numpy as np\n",
"\n",
"# Define geometry\n",
"AR = 9. # aspect ratio - 2*b/w (the length of the box beam corresponds to half the span of the CRM wing)\n",
"w = 1e3 # width [mm]\n",
"l = AR*w/2 # length [mm]\n",
"non_dimensional_height = 0.2 # h/w\n",
"h = w*non_dimensional_height # box height [mm]\n",
"non_dimensional_thickness = 1/50 # t/h\n",
"t = h*non_dimensional_thickness # shell thickness [mm]\n",
"print(f\"\"\"\n",
"Box beam dimensions:\n",
"- width: {w/1e3:.1f} m\n",
"- length: {l/1e3:.1f} m\n",
"- height: {h/1e3:.1f} m\n",
"- wall thickness: {t:.1f} mm\\n\"\"\")\n",
"\n",
"# Define ribs location\n",
"ribs_spacing = w/2 # half of box beam's width\n",
"no_ribs = int(np.ceil(l/ribs_spacing)) + 1 # calculate number of ribs\n",
"ribs_y_locations = np.linspace(0, l, no_ribs) # calculate y-coordinates of the ribs\n",
"np.set_printoptions(precision=0)\n",
"print(f\"Number of ribs: {no_ribs:.0f}\")\n",
"print(f\"Ribs\\' y-coordinate [mm]:\")\n",
"print(ribs_y_locations)\n",
"\n",
"# Define location and height of stiffeners\n",
"stiffeners_spacing = ribs_spacing/1.4\n",
"no_stiffeners = int(np.ceil(w/stiffeners_spacing)) - 1\n",
"stiffeners_x_locations = np.linspace(0, w, no_stiffeners + 2)[1:-1]\n",
"stiffeners_height = h/10\n",
"print(f\"\\nNumber of stiffeners: {no_stiffeners:d}\")\n",
"print(f\"Stiffeners x-coordinate [mm]:\")\n",
"print(stiffeners_x_locations)\n",
"print(f\"Stiffeners height: {stiffeners_height:.0f} mm\")\n",
"\n",
"# Define material\n",
"rho = 2780e-12 # density [ton/mm^3]\n",
"E = 73.1e3 # Young's modulus [MPa]\n",
"nu = 0.3 # Poisson's ratio"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's define the mesh using a shell element of 47 mm, as found in a previous [mesh convergence study](12_Nonlinear_Buckling_Analysis_of_a_Box_Beam_Reinforced_with_Ribs_and_Stiffeners.ipynb#mesh-convergence). We use the function `mesh_stiffened_box_beam_with_pyvista` from the `box_beam_utils` module and then we call the function `create_base_bdf_input` from the same module, which generates a `BDF` object of our box beam with material properties, nodes, elements, boundary conditions and output files defaults. Finally, we print the cards of the `BDF` object."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"---BDF Statistics---\n",
"SOL None\n",
"\n",
"bdf.spcs[1]: 1\n",
" SPC1: 1\n",
"\n",
"bdf.params: 0\n",
" PARAM : 1\n",
"\n",
"bdf.nodes: 0\n",
" GRID : 8562\n",
"\n",
"bdf.elements: 0\n",
" CQUAD4 : 8784\n",
"\n",
"bdf.properties: 0\n",
" PSHELL : 1\n",
"\n",
"bdf.materials: 0\n",
" MAT1 : 1\n",
"\n",
"\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"subcase=0 already exists...skipping\n"
]
}
],
"source": [
"from resources import box_beam_utils\n",
"\n",
"shell_element_length = 47. # [mm]\n",
"box_beam_mesh = box_beam_utils.mesh_stiffened_box_beam_with_pyvista(ribs_y_coordinates=ribs_y_locations, width=w, height=h,\n",
" stiffeners_x_coordinates=stiffeners_x_locations,\n",
" stiffeners_height=stiffeners_height,\n",
" element_length=shell_element_length)\n",
"nodes_coordinates_array = box_beam_mesh.points\n",
"nodes_connectivity_matrix = box_beam_mesh.faces.reshape(-1, 5)[:, 1:]\n",
"box_beam_bdf = box_beam_utils.create_base_bdf_input(young_modulus=E, poisson_ratio=nu, density=rho, shell_thickness=t,\n",
" nodes_xyz_array=nodes_coordinates_array,\n",
" nodes_connectivity_matrix=nodes_connectivity_matrix)\n",
"print(box_beam_bdf.get_bdf_stats())"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Now we add a concentrated upward force at the center of the tip section, connecting with a `RBE3` element the nodes on the edge of the section to a new node in the center."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"FORCE 11 8563 1. 0. 0. 1."
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Add master node of tip section\n",
"tip_master_node_id = np.size(nodes_coordinates_array, 0) + 1\n",
"box_beam_bdf.add_grid(tip_master_node_id, [w/2, l, 0.])\n",
"\n",
"# Find id of the nodes on the edge of the tip rib\n",
"tolerance = shell_element_length/100 # geometric tolerance to find the nodes on the edge of the tip rib\n",
"tip_edge_nodes_ids = [nid for nid in box_beam_bdf.nodes if (np.abs(box_beam_bdf.nodes[nid].xyz[1] - l) < tolerance) & # y = l\n",
" (np.abs((box_beam_bdf.nodes[nid].xyz[0]) < tolerance) | # x = 0\n",
" (np.abs(box_beam_bdf.nodes[nid].xyz[0] - w) < tolerance) | # x = w\n",
" (np.abs(box_beam_bdf.nodes[nid].xyz[2] - h/2) < tolerance) | # z = -h/2\n",
" (np.abs(box_beam_bdf.nodes[nid].xyz[2] + h/2) < tolerance))] # z = h/2\n",
"\n",
"# Add RBE3 to connect master node with edge nodes of tip rib\n",
"rbe3_eid = len(box_beam_bdf.elements) + 1\n",
"box_beam_bdf.add_rbe3(eid=rbe3_eid, refgrid=tip_master_node_id, refc='123456', weights=[1.]*len(tip_edge_nodes_ids),\n",
" comps=['123456']*len(tip_edge_nodes_ids), Gijs=tip_edge_nodes_ids)\n",
"\n",
"# Add concentrated force\n",
"force_set_id = 11\n",
"concentrated_force_magnitude = 1.\n",
"concentrated_force_direction = [0., 0., 1.]\n",
"box_beam_bdf.add_force(sid=force_set_id, node=tip_master_node_id, mag=concentrated_force_magnitude,\n",
" xyz=concentrated_force_direction)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Finally we set up the arc-length method with default parameters calling the function `set_up_arc_length_method` from the `pynastran_utils` module."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"from resources import pynastran_utils # module with useful functions to work with pyNastran objects\n",
"\n",
"pynastran_utils.set_up_arc_length_method(box_beam_bdf) # set up SOL 106 with arc-length method using default parameters"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Verification of the existence of other equilibrium paths \n",
"\n",
"***\n",
"\n",
"In a [previous sensitivity study](12_Nonlinear_Buckling_Analysis_of_a_Box_Beam_Reinforced_with_Ribs_and_Stiffeners.ipynb#nonlinear-analysis-parameters) of the nonlinear analysis parameters we obtained different load-displacement curves for different combination of convergence tolerances. While we previously attributed this discrepancy to the accuracy of the nonlinear solution, now we are going to investigate whether the computed equilibrium points actually belong to different equilibrium paths.\n",
"\n",
"Similarly to our last two notebooks, we are going to unload the box beam from the final equilibrium point of analyses carried out with different convergence tolerances using fine arc-length increments. We start with a first analysis employing the load and energy error functions and loose convergence tolerances and we define the two subcases with the following nonlinear analysis parameters:\n",
"\n",
"1. concentrated tip load, load and energy error functions, $\\mathrm{EPSP}=\\mathrm{EPSW}=10^{-1}$, default remaining parameters;\n",
"2. no load, load and displacement error functions with vector component method, fine arc-length increments:\n",
" - $\\Delta\\mu^1=0.01$,\n",
" - $\\mathrm{MAXITER}=5$,\n",
" - $\\mathrm{EPSP}=\\mathrm{EPSU}=10^{-3}$,\n",
" - $\\mathrm{MAXBIS}=10$,\n",
" - $\\mathrm{MINALR}=0.01$,\n",
" - $\\mathrm{MAXALR}=1.0001$,\n",
" - $\\mathrm{DESITER}=5$,\n",
" - $\\mathrm{MXINC}=200$.\n",
"\n",
"Based on the findings of our last notebook, this time we set $\\mathrm{MAXITER}=5$ to prevent the arc-length solver from jumping from one equilirbium paht to the other.\n",
"\n",
"Let's recall the buckling load predicted by SOL 105 and create the two subcases."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"# Create first subcase to load the structure\n",
"SOL_105_BUCKLING_LOAD = 8424. # [N]\n",
"load_set_id = force_set_id + 1 # define id of LOAD card\n",
"box_beam_bdf.add_load(sid=load_set_id, scale=1., scale_factors=[2*SOL_105_BUCKLING_LOAD],\n",
" load_ids=[force_set_id]) # add LOAD card to define load set\n",
"pynastran_utils.create_static_load_subcase(bdf_object=box_beam_bdf, subcase_id=1, load_set_id=load_set_id) # create subcase with defined load set\n",
"box_beam_bdf.nlparms[1].eps_p = 1e-1 # change convergence tolerance for load function\n",
"box_beam_bdf.nlparms[1].eps_w = 1e-1 # change convergence tolerance for energy function\n",
"\n",
"# Create second subcase to unload the structure\n",
"zero_load_set_id = load_set_id + 1 # id of LOAD card\n",
"box_beam_bdf.add_load(zero_load_set_id, scale=1., scale_factors=[0.], load_ids=[force_set_id]) # add LOAD card with zero applied load\n",
"second_subcase_id = 2\n",
"pynastran_utils.create_static_load_subcase(bdf_object=box_beam_bdf, subcase_id=second_subcase_id,\n",
" load_set_id=zero_load_set_id) # create subcase with zero applied load\n",
"pynastran_utils.set_up_arc_length_method(bdf_object=box_beam_bdf, subcase_id=second_subcase_id,\n",
" nlparm_id=second_subcase_id, ninc=100, max_iter=5, conv='PUV', eps_p=1e-3,\n",
" eps_u=1e-3, max_bisect=10, minalr=.01, maxalr=1.0001, desiter=5,\n",
" maxinc=200) # set up arc-length method for second subcase using parameters for very fine resolution of equilibrium path"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's run the analysis by calling the function `run_tangent_stiffness_matrix_eigenvalue_calculation` from the `pynatran_utils` module, using `no_eigenvalues=10` to calculate the 10 lowest eigenvalue of the tangent stiffness matrix at each converged iteration."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job equilibrium_path_verification_epsp1e-1.bdf completed\n",
"Wall time: 1504.0 s\n"
]
},
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"source": [
"from resources import pynastran_utils\n",
"\n",
"# Define analysis directory\n",
"analysis_directory_name = \"16_Investigation_of_the_Equilibrium_Paths_of_the_Box_Beam_Reinforced_with_Ribs_and_Stiffeners\"\n",
"analysis_directory_path = os.path.join(os.getcwd(), \"analyses\", analysis_directory_name)\n",
"\n",
"# Run analysis\n",
"method_set_id = zero_load_set_id + 1 # id of the EIGRL card associated to the METHOD case command\n",
"input_name = \"equilibrium_path_verification_epsp1e-1\"\n",
"no_eigenvalues = 10\n",
"sol_106_epsp1em1_op2 = pynastran_utils.run_tangent_stiffness_matrix_eigenvalue_calculation(\n",
" bdf_object=box_beam_bdf.__deepcopy__({}), method_set_id=method_set_id,\n",
" analysis_directory_path=analysis_directory_path, input_name=input_name,\n",
" no_eigenvalues=no_eigenvalues, run_flag=True)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Analogously to our last two notebooks, we want to plot the load-displacement diagram and the eigenvalues of the tangent stiffness matrix. Since in our last notebook we noticed that the 3D equilibrium diagram with local and tip displacements conveyed a better insight in the results of the analyses, this time we want to define a function to visualize the applied load against the local displacement nondimensionalized wtiht the width $w$ and the tip displacement nondimensionalized with the length of the box beam, $l$. Similarly to our last notebooks, we want to evaluate the local displacement as the displacement along the $z$-axis at the node where the linear buckling analysis predicts the largest displacement. For this reason we read the results of the linear buckling analysis obtained in a [previous notebook](12_Nonlinear_Buckling_Analysis_of_a_Box_Beam_Reinforced_with_Ribs_and_Stiffeners.ipynb#mesh-convergence) and we find the node with the largest displacement in the critical buckling mode."
]
},
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"cell_type": "code",
"execution_count": 9,
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",
"text/html": [
"\n",
"
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"
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" Figure\n",
"
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" \n",
"
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" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from pyNastran.op2.op2 import read_op2 # import function to read op2 file\n",
"\n",
"# Read op2 file of linear buckling analysis\n",
"linear_buckling_directory_path = os.path.join(\n",
" os.getcwd(), \"analyses\", \"12_Nonlinear_Buckling_Analysis_of_a_Box_Beam_Reinforced_with_Ribs_and_Stiffeners\")\n",
"linear_buckling_input_name = f\"linear_buckling_{len(box_beam_bdf.elements)}_elements\"\n",
"sol_105_op2_filepath = os.path.join(linear_buckling_directory_path, linear_buckling_input_name + '.op2')\n",
"sol_105_op2 = read_op2(op2_filename=sol_105_op2_filepath, load_geometry=True, debug=None)\n",
"\n",
"# Find node where max displacement occurs\n",
"max_displacement_index = np.argmax(np.linalg.norm(sol_105_op2.eigenvectors[second_subcase_id].data[\n",
" 0, :, 0:3], axis=1)) # find index of max displacement magnitude\n",
"MAX_DISPLACEMENT_NODE_ID = sol_105_op2.eigenvectors[second_subcase_id].node_gridtype[\n",
" max_displacement_index, 0]\n",
"\n",
"# Plot critical buckling mode\n",
"amplification_factor = 200\n",
"_, ax, cbar = pynastran_utils.plot_buckling_mode(op2_object=sol_105_op2, subcase_id=second_subcase_id,\n",
" displacement_amplification_factor=amplification_factor,\n",
" displacement_component='tz', colormap='sunset')\n",
"\n",
"# Plot node of max displacement\n",
"max_displacement_node_xyz = sol_105_op2.nodes[MAX_DISPLACEMENT_NODE_ID].xyz + amplification_factor*sol_105_op2.eigenvectors[\n",
" second_subcase_id].data[0, max_displacement_index, 0:3] # we multiply the eigenvector by the default displacement scale factor of plot_buckling_mode\n",
"ax.plot(max_displacement_node_xyz[0], max_displacement_node_xyz[1], max_displacement_node_xyz[2], 'x',\n",
" label=f\"Node {MAX_DISPLACEMENT_NODE_ID:d} (max displacement)\", zorder=4)\n",
"ax.legend()\n",
"\n",
"# Define function to adjust axes ticks and labels' position\n",
"def adjust_3d_plot(axes, colorbar=None):\n",
" axes.locator_params(axis='x', nbins=3) # set number of ticks of x-axis\n",
" axes.locator_params(axis='z', nbins=2) # set number of ticks of z-axis\n",
" axes.tick_params(axis='y', which='major', pad=20) # adjust position of ticks' label of y-axis\n",
" axes.tick_params(axis='z', which='major', pad=6) # adjust position of ticks' label of z-axis\n",
" axes.yaxis.labelpad = 60 # adjust position of y-axis's label\n",
" axes.zaxis.labelpad = 10 # adjust position of z-axis's label\n",
" if colorbar is not None:\n",
" colorbar.ax.set_position(colorbar.ax.get_position().shrunk(1.0, .66)) # decrease colorbar size\n",
" colorbar.ax.set_position(colorbar.ax.get_position().translated(-0.05, .14)) # move colorbar upwards\n",
"\n",
"# Set axes ticks and labels' position and show plot\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now we define the function `plot_3d_load_displacement_diagram` to plot the 3D equilibrium diagram and the function `plot_tangent_stiffness_matrix_eigenvalues` to plot the eigenvalues of the tangent stiffness matrix against the increment number and the applied load."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"from matplotlib.lines import Line2D # class defining the characters for the marker styles\n",
"\n",
"Z_COMPONENT_INDEX = 2 # used to select translation along the z-axis for both applied loads and displacements\n",
"MARKERS = list(Line2D.markers.keys())[2:] # list of marker characters\n",
"COLORS = plt.rcParams['axes.prop_cycle'].by_key()['color'] # retrieve list with succession of standard matplotlib colors\n",
"\n",
"# Function to plot the 3D equilibrium diagram\n",
"def plot_3d_load_displacement_diagram(local_disp, tip_disp, loads):\n",
" plt.figure() # create figure\n",
" ax_3d = plt.axes(projection='3d') # create 3D axes\n",
" for subcase in loads: # iterate through the subcases\n",
" ax_3d.plot(local_disp[subcase][:, Z_COMPONENT_INDEX]/w,\n",
" tip_disp[subcase][:, Z_COMPONENT_INDEX]/l,\n",
" loads[subcase][:, Z_COMPONENT_INDEX]/SOL_105_BUCKLING_LOAD,\n",
" marker=MARKERS[subcase - 1], label=f\"Subcase {subcase:d}\")\n",
" ax_3d.set_xlabel(f\"$u_{{z,\\,{MAX_DISPLACEMENT_NODE_ID:d}}}/w$\")\n",
" ax_3d.set_ylabel(\"$u_{z,\\,tip}/l$\")\n",
" ax_3d.set_zlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
" ax_3d.grid(visible=True)\n",
" ax_3d.legend()\n",
" plt.show()\n",
"\n",
"# Function to plot the eigenvalues of the tangent stiffness matrix\n",
"def plot_tangent_stiffness_matrix_eigenvalues(directory_path, input_name, loads):\n",
" # Read eigenvalues from f06 file\n",
" f06_path = os.path.join(directory_path, input_name + '.f06') # path to .f06 file\n",
" eigvals = pynastran_utils.read_kllrh_lowest_eigenvalues_from_f06(f06_path)\n",
" # Create figure with 2 subplots\n",
" _, eigvals_axs = plt.subplots(nrows=1, ncols=2, sharey='all')\n",
" iterations_count = 1\n",
" # Divide lowest eigenvalues by subcase and plot them\n",
" eigenvalues_count = 0\n",
" eigenvalues_by_subcase = {}\n",
" for subcase in loads:\n",
" no_load_steps = len(loads[subcase])\n",
" eigenvalues_by_subcase[subcase] = eigvals[:, eigenvalues_count:eigenvalues_count + no_load_steps]\n",
" eigenvalues_count += no_load_steps\n",
" # Plot eigenvalues vs iteration number in first subplot\n",
" eigvals_axs[0].plot(np.arange(iterations_count,\n",
" eigenvalues_by_subcase[subcase].shape[1] + iterations_count),\n",
" eigenvalues_by_subcase[subcase].T, MARKERS[subcase - 1],\n",
" color=COLORS[subcase - 1], label=f\"Subcase {subcase:d}\")\n",
" iterations_count += eigenvalues_by_subcase[subcase].shape[1]\n",
" # Plot eigenvalues vs applied load in second subplot\n",
" eigvals_axs[1].plot(loads[subcase][:eigenvalues_by_subcase[subcase].shape[1], Z_COMPONENT_INDEX\n",
" ]/SOL_105_BUCKLING_LOAD, eigenvalues_by_subcase[subcase].T,\n",
" MARKERS[subcase - 1], color=COLORS[subcase - 1])\n",
" # Set plot appearance\n",
" eigvals_axs[0].set_xlabel(\"increment number\")\n",
" eigvals_axs[0].set_ylabel(\"$\\lambda$, N/mm\")\n",
" eigvals_axs[0].grid(visible=True)\n",
" eigvals_axs[1].set_xlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
" eigvals_axs[1].grid(visible=True)\n",
" plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's read the load and displacement history from the `OP2` object returned by the analysis and plot the 3D equilibrium diagram and the eigenvalue diagram."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "816ff6b6321b41208b25e9bc9354d057",
"version_major": 2,
"version_minor": 0
},
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",
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"\n",
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" "
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"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
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"source": [
"# Set default dpi of figures\n",
"plt.rcParams['figure.dpi'] = 120\n",
"\n",
"# Read load and displacement history from the op2 file\n",
"_, applied_loads_epsp1em1, tip_displacements_epsp1em1 = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_epsp1em1_op2, displacement_node_id=tip_master_node_id)\n",
"_, _, local_displacements_epsp1em1 = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_epsp1em1_op2, displacement_node_id=MAX_DISPLACEMENT_NODE_ID)\n",
"\n",
"# Plot results\n",
"plot_3d_load_displacement_diagram(local_displacements_epsp1em1, tip_displacements_epsp1em1, applied_loads_epsp1em1)\n",
"plot_tangent_stiffness_matrix_eigenvalues(analysis_directory_path, input_name, applied_loads_epsp1em1)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"We can see that during the first subcase, the solver jumps to an unstable equilibrium point at an applied load of approximately $P/P_\\text{SOL 105}=1.28$ and then it jumps back on stable equilibrium points. The second subcase reveals the last equilirbium point of the first subcase belongs to a complementary path, which is followed by the arc-length solver. This complementary path is initially stable, until the applied load reaches a minimum of approximately $P/P_\\text{SOL 105}=1.04$ and then it becomes unstable as the aplpied load starts increasing.\n",
"\n",
"Now let's investigate what equilibrium path taht we find when we load the box beam with tighter convergence tolerances. We define the following subcases, run the analysis and plot the results:\n",
"\n",
"1. concentrated tip load, load and energy error functions, $\\mathrm{EPSP}=10^{-3},\\,\\mathrm{EPSW}=10^{-7}$, default remaining parameters;\n",
"2. no load, load and displacement error functions with vector component method, fine arc-length increments:\n",
" - $\\Delta\\mu^1=0.01$,\n",
" - $\\mathrm{MAXITER}=5$,\n",
" - $\\mathrm{EPSP}=\\mathrm{EPSU}=10^{-3}$,\n",
" - $\\mathrm{MAXBIS}=10$,\n",
" - $\\mathrm{MINALR}=0.01$,\n",
" - $\\mathrm{MAXALR}=1.0001$,\n",
" - $\\mathrm{DESITER}=5$.\n",
" - $\\mathrm{MXINC}=200$.\n",
"\n",
"In the second subcase we keep $\\mathrm{MAXITER}=5$ to avoid potential jumps of the solver."
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Nastran job equilibrium_path_verification_epsp1e-3.bdf completed\n",
"Wall time: 782.0 s\n"
]
},
{
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",
"text/html": [
"\n",
"
\n",
" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Set convergence tolerances for first subcase\n",
"first_subcase_id = 1\n",
"box_beam_bdf.nlparms[first_subcase_id].eps_p = 1e-3\n",
"box_beam_bdf.nlparms[first_subcase_id].eps_w = 1e-7\n",
"\n",
"# Run analysis\n",
"input_name = \"equilibrium_path_verification_epsp1e-3\"\n",
"sol_106_epsp1em3_op2 = pynastran_utils.run_tangent_stiffness_matrix_eigenvalue_calculation(\n",
" bdf_object=box_beam_bdf.__deepcopy__({}), method_set_id=method_set_id,\n",
" analysis_directory_path=analysis_directory_path, input_name=input_name,\n",
" no_eigenvalues=no_eigenvalues, run_flag=True)\n",
"\n",
"# Read load and displacements and plot results\n",
"_, applied_loads_epsp1em3, tip_displacements_epsp1em3 = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_epsp1em3_op2, displacement_node_id=tip_master_node_id)\n",
"_, _, local_displacements_epsp1em3 = pynastran_utils.read_load_displacement_history_from_op2(\n",
" op2_object=sol_106_epsp1em3_op2, displacement_node_id=MAX_DISPLACEMENT_NODE_ID)\n",
"plot_3d_load_displacement_diagram(local_displacements_epsp1em3, tip_displacements_epsp1em3, applied_loads_epsp1em3)\n",
"plot_tangent_stiffness_matrix_eigenvalues(analysis_directory_path, input_name, applied_loads_epsp1em3)"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"Aslo here, in the first subcase the solver jumps to an unstable equilibrium point and back to stable equilibrium points. However, in this case the second subcase reveals that the final equilibrium point of the first subcase belongs to the natural equilibrium path, which is followed by the solver when the box beam is unloaded."
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Visualization of 3D equilibrium diagram and deformation shapes \n",
"\n",
"***\n",
"\n",
"Now we want to visualize together the natural and the complementary path on the 3D equilibrium diagram."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "66d0ec05a8824110858ecccffb4766b2",
"version_major": 2,
"version_minor": 0
},
"image/png": 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",
"text/html": [
"\n",
"
\n",
"
\n",
" Figure\n",
"
\n",
" \n",
"
\n",
" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create figure with three-dimensional axes\n",
"plt.figure()\n",
"ax_3d = plt.axes(projection='3d')\n",
"\n",
"# Plot applied load against tip and local displacements\n",
"nondimensional_local_displacements = {\n",
" \"natural path\": local_displacements_epsp1em3[second_subcase_id][:, Z_COMPONENT_INDEX]/w,\n",
" \"complementary path\": local_displacements_epsp1em1[second_subcase_id][:, Z_COMPONENT_INDEX]/w}\n",
"nondimensional_tip_displacements = {\n",
" \"natural path\": tip_displacements_epsp1em3[second_subcase_id][:, Z_COMPONENT_INDEX]/l,\n",
" \"complementary path\": tip_displacements_epsp1em1[second_subcase_id][:, Z_COMPONENT_INDEX]/l}\n",
"nondimensional_applied_loads = {\n",
" \"natural path\": applied_loads_epsp1em3[second_subcase_id][:, Z_COMPONENT_INDEX]/SOL_105_BUCKLING_LOAD,\n",
" \"complementary path\": applied_loads_epsp1em1[second_subcase_id][:, Z_COMPONENT_INDEX]/SOL_105_BUCKLING_LOAD}\n",
"for count, key in enumerate(nondimensional_local_displacements.keys()):\n",
" ax_3d.plot3D(nondimensional_local_displacements[key], nondimensional_tip_displacements[key],\n",
" nondimensional_applied_loads[key], MARKERS[count], color=COLORS[count], label=key) # plot applied loads against tip and local displacements\n",
"\n",
"# Set plot appearance\n",
"ax_3d.set_xlabel(f\"$u_{{z,\\,{MAX_DISPLACEMENT_NODE_ID:d}}}/w$\")\n",
"ax_3d.set_ylabel(\"$u_{z,\\,tip}/l$\")\n",
"ax_3d.set_zlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
"ax_3d.grid(visible=True)\n",
"ax_3d.legend()\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"What is the deformation shape on the different equilibrium paths? Let's explore this by cutting the equilibrium paths with a plane at $P/P_\\text{SOL 105}=1.35$."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "4fba1538ae994364972598949a6fc32e",
"version_major": 2,
"version_minor": 0
},
"image/png": 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",
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"\n",
"
\n",
" "
],
"text/plain": [
"Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create figure with three-dimensional axes\n",
"plt.figure()\n",
"ax_3d = plt.axes(projection='3d')\n",
"\n",
"# Plot part of the equilibrium paths that should not be visible on top of the plane\n",
"load_factor = 1.35\n",
"for count, key in enumerate(nondimensional_local_displacements.keys()):\n",
" ax_3d.plot3D(nondimensional_local_displacements[key], nondimensional_tip_displacements[key],\n",
" np.where(nondimensional_applied_loads[key] < load_factor, nondimensional_applied_loads[key], np.nan),\n",
" MARKERS[count], color=COLORS[count])\n",
"\n",
"# Plot P/Psol105=1.35 plane\n",
"local_displacements_array = np.concatenate(tuple(nondimensional_local_displacements[key] for key in\n",
" nondimensional_local_displacements))\n",
"tip_displacements_array = np.concatenate(tuple(nondimensional_tip_displacements[key] for key in\n",
" nondimensional_tip_displacements))\n",
"xx, yy = np.meshgrid([np.min(local_displacements_array), np.max(local_displacements_array)],\n",
" [np.min(tip_displacements_array), np.max(tip_displacements_array)])\n",
"ax_3d.plot_surface(xx, yy, np.full_like(xx, load_factor), alpha=0.4, color=COLORS[len(nondimensional_local_displacements)])\n",
"\n",
"# Plot part of the equilibrium paths that should be visible on top of the plane\n",
"for count, key in enumerate(nondimensional_local_displacements.keys()):\n",
" ax_3d.plot3D(nondimensional_local_displacements[key], nondimensional_tip_displacements[key],\n",
" np.where(nondimensional_applied_loads[key] >= load_factor, nondimensional_applied_loads[key], np.nan),\n",
" MARKERS[count], color=COLORS[count], zorder=3)\n",
"\n",
"# Set plot appearance\n",
"ax_3d.set_xlabel(f\"$u_{{z,\\,{MAX_DISPLACEMENT_NODE_ID:d}}}/w$\")\n",
"ax_3d.set_ylabel(\"$u_{z,\\,tip}/l$\")\n",
"ax_3d.set_zlabel(\"$P/P_\\mathrm{SOL\\/105}$\")\n",
"ax_3d.grid(visible=True)\n",
"plt.show()\n",
"\n",
"# Plot static deformation of natural path\n",
"print(\"Deformation on natural path:\")\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[\"natural path\"] - load_factor)) + 1 # find closest load step to plane\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_epsp1em3_op2, subcase_id=second_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()\n",
"\n",
"# Plot first deformation on complementary path 1\n",
"print(\"Deformations on complementary path:\")\n",
"key = \"complementary path\"\n",
"min_load_index = np.argmin(nondimensional_applied_loads[key])\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[key][:min_load_index] - load_factor)) + 1 # find closest load step to plane on first side of the path\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_epsp1em1_op2, subcase_id=second_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()\n",
"\n",
"# Plot second deformation on complementary path 1\n",
"load_step = np.argmin(np.abs(nondimensional_applied_loads[key][min_load_index:] - load_factor)) + min_load_index + 1 # find closest load step to plane on second side of the path\n",
"_, ax, cbar = pynastran_utils.plot_static_deformation(op2_object=sol_106_epsp1em1_op2, subcase_id=second_subcase_id,\n",
" load_step=load_step, displacement_component='tz')\n",
"adjust_3d_plot(ax, cbar)\n",
"plt.show()"
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"From the plots above it is clear that the deformation is different for every equilibrium point inspected. The top skin appears in a buckled-like state for the point on the natural path and for the first point on the complementary path. In addition, we can observe that the two deformations are one the \"mirror\" image of the other, as where the natural path exhibits a positive out-of-plane displacement, the complementary path exhibits a negative out-of-plane displacement and viceversa."
]
},
{
"attachments": {},
"cell_type": "markdown",
"metadata": {},
"source": [
"## Conclusion \n",
"\n",
"***\n",
"\n",
"In this notebook we have verified the existence of a complementary equilibrium path in the equilibrium manifold of the box beam reinforced with ribs and stiffeners. More specifically, we were able to find a complementary path that was partly unstable and partly stable. Similarly to our last notebooks, this was possible by choosing very coarse arc-length and by playing around with the convergence tolerances of the nonlinear analysis. The same caveats and reflections apply here as well."
]
}
],
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