{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2adfe08c",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:01.853376Z",
     "iopub.status.busy": "2026-10-02T14:41:01.853210Z",
     "iopub.status.idle": "2026-10-02T14:41:01.857132Z",
     "shell.execute_reply": "2026-10-02T14:41:01.856430Z"
    },
    "hide_input": true,
    "papermill": {
     "duration": 0.006587,
     "end_time": "2026-10-02T14:41:01.857566+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:01.850979+00:00",
     "status": "completed"
    },
    "tags": [
     "active-ipynb",
     "remove-input",
     "remove-output"
    ]
   },
   "outputs": [],
   "source": [
    "try:\n",
    "    from openmdao.utils.notebook_utils import notebook_mode  # noqa: F401\n",
    "except ImportError:\n",
    "    !python -m pip install openmdao[notebooks]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1beaad5c",
   "metadata": {
    "papermill": {
     "duration": 0.03713,
     "end_time": "2026-10-02T14:41:02.038043+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:02.000913+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "# Simple Optimization"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4736254",
   "metadata": {
    "papermill": {
     "duration": 0.046529,
     "end_time": "2026-10-02T14:41:02.086158+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:02.039629+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## The Paraboloid\n",
    "\n",
    "This example finds the minimum point in a paraboloid defined by:\n",
    "\n",
    "\\begin{align}\n",
    "f(x,y) &= (x-3)^2 + x y + (y+4)^2 - 3\n",
    "\\end{align}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "7325ada3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:02.090612Z",
     "iopub.status.busy": "2026-10-02T14:41:02.090429Z",
     "iopub.status.idle": "2026-10-02T14:41:02.561544Z",
     "shell.execute_reply": "2026-10-02T14:41:02.560987Z"
    },
    "hide_input": false,
    "papermill": {
     "duration": 0.475261,
     "end_time": "2026-10-02T14:41:02.562943+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:02.087682+00:00",
     "status": "completed"
    },
    "scrolled": true,
    "tags": [
     "hide-input"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "x = np.linspace(-50, 50, 100)\n",
    "y = np.linspace(-50, 50, 100)\n",
    "XX, YY = np.meshgrid(x, y)\n",
    "ZZ = (XX - 3)**2 + XX * YY + (YY + 4)**2 - 3\n",
    "\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.contour(XX, YY, ZZ, levels=np.linspace(np.min(ZZ), np.max(ZZ), 50))\n",
    "plt.xlabel('x')\n",
    "plt.ylabel('y')\n",
    "plt.colorbar(label='f')\n",
    "plt.suptitle('Contour of the paraboloid', fontsize=18);\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fabe9aa1",
   "metadata": {
    "papermill": {
     "duration": 0.001922,
     "end_time": "2026-10-02T14:41:02.566976+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:02.565054+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Finding the minimum with OpenMDAO\n",
    "\n",
    "The following script uses OpenMDAO to find the minimum of the paraboloid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "dea70d31",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:02.575892Z",
     "iopub.status.busy": "2026-10-02T14:41:02.575601Z",
     "iopub.status.idle": "2026-10-02T14:41:05.042281Z",
     "shell.execute_reply": "2026-10-02T14:41:05.041727Z"
    },
    "papermill": {
     "duration": 2.473915,
     "end_time": "2026-10-02T14:41:05.042980+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:02.569065+00:00",
     "status": "completed"
    },
    "scrolled": true,
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/OpenMDAO/OpenMDAO/.pixi/envs/dev/lib/python3.13/site-packages/modopt/core/visualization.py:11: UserWarning: matplotlib not found, plotting disabled.\n",
      "  warnings.warn(\"matplotlib not found, plotting disabled.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1790952064.898878] [runnervm8df0l:6243 :0]        ib_iface.c:1269 UCX  ERROR mana_0: iface 0x559c3be36d40 failed to create UD QP TX wr:256 sge:6 inl:64 resp:0 RX wr:4096 sge:1 resp:0 failed: Operation not supported\n",
      "[1790952064.899143] [runnervm8df0l:6243 :0]      ucp_worker.c:1412 UCX  ERROR uct_iface_open(ud_verbs/mana_0:1) failed: Input/output error\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Optimization terminated successfully    (Exit mode 0)\n",
      "            Current function value: -27.33333333333333\n",
      "            Iterations: 5\n",
      "            Function evaluations: 6\n",
      "            Gradient evaluations: 5\n",
      "Optimization Complete\n",
      "-----------------------------------\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[runnervm8df0l:06243] pml_ucx.c:313  Error: Failed to create UCP worker\n"
     ]
    }
   ],
   "source": [
    "import openmdao.api as om\n",
    "\n",
    "# build the model\n",
    "prob = om.Problem()\n",
    "\n",
    "prob.model.add_subsystem('paraboloid', om.ExecComp('f = (x-3)**2 + x*y + (y+4)**2 - 3'))\n",
    "\n",
    "# setup the optimization\n",
    "prob.driver = om.ScipyOptimizeDriver()\n",
    "prob.driver.options['optimizer'] = 'SLSQP'\n",
    "\n",
    "prob.model.add_design_var('paraboloid.x', lower=-50, upper=50)\n",
    "prob.model.add_design_var('paraboloid.y', lower=-50, upper=50)\n",
    "prob.model.add_objective('paraboloid.f')\n",
    "\n",
    "prob.setup()\n",
    "\n",
    "# Set initial values.\n",
    "prob.set_val('paraboloid.x', 3.0)\n",
    "prob.set_val('paraboloid.y', -4.0)\n",
    "\n",
    "# run the optimization\n",
    "prob.run_driver();"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "c87ac25b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.048305Z",
     "iopub.status.busy": "2026-10-02T14:41:05.048070Z",
     "iopub.status.idle": "2026-10-02T14:41:05.050726Z",
     "shell.execute_reply": "2026-10-02T14:41:05.050089Z"
    },
    "papermill": {
     "duration": 0.005823,
     "end_time": "2026-10-02T14:41:05.051156+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.045333+00:00",
     "status": "completed"
    },
    "tags": [
     "remove-input",
     "remove-output"
    ]
   },
   "outputs": [],
   "source": [
    "def test_1():\n",
    "    from openmdao.utils.assert_utils import assert_near_equal\n",
    "    assert_near_equal(prob.get_val('paraboloid.x'), 6.66666666, tolerance=1.0E-5)\n",
    "    assert_near_equal(prob.get_val('paraboloid.y'), -7.33333333, tolerance=1.0E-5)\n",
    "    assert_near_equal(prob.get_val('paraboloid.f'), -27.33333333, tolerance=1.0E-5)\n",
    "        "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7232361d",
   "metadata": {
    "papermill": {
     "duration": 0.001848,
     "end_time": "2026-10-02T14:41:05.054951+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.053103+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "## Step-by-step explanation\n",
    "\n",
    "First, we import the OpenMDAO API into the namespace `om`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "284134c4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.127972Z",
     "iopub.status.busy": "2026-10-02T14:41:05.127771Z",
     "iopub.status.idle": "2026-10-02T14:41:05.130267Z",
     "shell.execute_reply": "2026-10-02T14:41:05.129687Z"
    },
    "papermill": {
     "duration": 0.006719,
     "end_time": "2026-10-02T14:41:05.130885+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.124166+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import openmdao.api as om"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ea645ca",
   "metadata": {
    "papermill": {
     "duration": 0.041538,
     "end_time": "2026-10-02T14:41:05.174386+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.132848+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Instantiating a Problem\n",
    "\n",
    "An OpenMDAO `Problem` couples a computational _model_ with some sort of _driver_ that executes that model.\n",
    "\n",
    "The default model is an empty _Group_, to which we can add _Components_ or _Groups_ of _Components_.\n",
    "\n",
    "The default driver simply executes the model a single time.  More commonly, you'll use drivers that perform optimization (such as ScipyOptimizeDriver or pyOptSparseDriver) or execute the model to perform a design-of-experiments (DOEDriver)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "38086cd5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.179263Z",
     "iopub.status.busy": "2026-10-02T14:41:05.179121Z",
     "iopub.status.idle": "2026-10-02T14:41:05.181754Z",
     "shell.execute_reply": "2026-10-02T14:41:05.181082Z"
    },
    "papermill": {
     "duration": 0.005986,
     "end_time": "2026-10-02T14:41:05.182366+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.176380+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "prob = om.Problem()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17e7aff9",
   "metadata": {
    "papermill": {
     "duration": 0.002732,
     "end_time": "2026-10-02T14:41:05.188012+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.185280+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Building our Model\n",
    "\n",
    "In this case, our model consists of a single component; an `ExecComp` that executes a user-defined function.  We've given it the mathematical equation for our paraboloid."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3120551e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.207570Z",
     "iopub.status.busy": "2026-10-02T14:41:05.207397Z",
     "iopub.status.idle": "2026-10-02T14:41:05.210192Z",
     "shell.execute_reply": "2026-10-02T14:41:05.209534Z"
    },
    "papermill": {
     "duration": 0.005957,
     "end_time": "2026-10-02T14:41:05.210681+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.204724+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "prob.model.add_subsystem('paraboloid', om.ExecComp('f = (x-3)**2 + x*y + (y+4)**2 - 3'));"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "64d2a629",
   "metadata": {
    "papermill": {
     "duration": 0.022403,
     "end_time": "2026-10-02T14:41:05.244790+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.222387+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Specifying the Driver\n",
    "\n",
    "In this case we wish to find the minimum value on the contour of the paraboloid.  To do this, we use an optimization driver.  Optimization drivers vary the values of some _design variables_ to minimize the value of some _objective function_.  Many optimiation techniques can also respect some set of _constraints_ imposed upon the optimization, but this particular problem is unconstrained.  We're going to use OpenMDAO's built in `ScipyOptimizeDriver`, which uses the optimizers from [scipy.optimize.minimize](https://docs.scipy.org/doc/scipy/reference/generated/scipy.optimize.minimize.html) to perform the optimization.  In this case, the design variables are `x` and `y`, and the objective is `f`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "b03fa492",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.254417Z",
     "iopub.status.busy": "2026-10-02T14:41:05.254237Z",
     "iopub.status.idle": "2026-10-02T14:41:05.257736Z",
     "shell.execute_reply": "2026-10-02T14:41:05.257129Z"
    },
    "papermill": {
     "duration": 0.010635,
     "end_time": "2026-10-02T14:41:05.258203+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.247568+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# setup the optimization\n",
    "prob.driver = om.ScipyOptimizeDriver()\n",
    "prob.driver.options['optimizer'] = 'SLSQP'\n",
    "\n",
    "prob.model.add_design_var('paraboloid.x', lower=-50, upper=50)\n",
    "prob.model.add_design_var('paraboloid.y', lower=-50, upper=50)\n",
    "prob.model.add_objective('paraboloid.f')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ce8ce6ca",
   "metadata": {
    "papermill": {
     "duration": 0.00277,
     "end_time": "2026-10-02T14:41:05.263910+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.261140+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Setup the Problem\n",
    "\n",
    "The next step is setting up the problem.  This is a bit analogous to compiling source code when programming.  OpenMDAO allocates the necessary data structures that enable pass data between different parts of our model and to compute the derivatives of our model for the optimizer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c4aa3132",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.270789Z",
     "iopub.status.busy": "2026-10-02T14:41:05.270590Z",
     "iopub.status.idle": "2026-10-02T14:41:05.275218Z",
     "shell.execute_reply": "2026-10-02T14:41:05.274624Z"
    },
    "papermill": {
     "duration": 0.008974,
     "end_time": "2026-10-02T14:41:05.275810+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.266836+00:00",
     "status": "completed"
    },
    "tags": [
     "remove-output"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<openmdao.core.problem.Problem at 0x7f1e3d5f5090>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "prob.setup()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5d96e7fd",
   "metadata": {
    "papermill": {
     "duration": 0.002796,
     "end_time": "2026-10-02T14:41:05.281480+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.278684+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "(examples_paraboloid:specifying_initial_values)=\n",
    "### Specifying Initial Values\n",
    "\n",
    "During the course of optimization, OpenMDAO is going to vary the value of the design variables (`x` and `y`) in an attempt to find the minimum value of `f`.  The optimization algorithms involved generally need the user to specify a starting point.  This is accomplished using the `set_val` method of the `Problem` class.\n",
    "\n",
    "OpenMDAO will, by default, issue a warning if the initial values of the design variables exceed their specified bounds. This behavior may be changed by setting the driver option `invalid_desvar_behavior` to one of `'warn'`, `'raise'`, or `'ignore'`, with `'warn'` being the default. Some users may find it useful to override this default value globally, which may be accomplished by setting the environment variable `OPENMDAO_INVALID_DESVAR_BEHAVIOR` to one of `'warn'`, `'raise'`, or `'ignore'`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "ee568689",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.288311Z",
     "iopub.status.busy": "2026-10-02T14:41:05.288141Z",
     "iopub.status.idle": "2026-10-02T14:41:05.290578Z",
     "shell.execute_reply": "2026-10-02T14:41:05.290093Z"
    },
    "papermill": {
     "duration": 0.006725,
     "end_time": "2026-10-02T14:41:05.291130+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.284405+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Set initial values.\n",
    "prob.set_val('paraboloid.x', 3.0)\n",
    "prob.set_val('paraboloid.y', -4.0)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "aee6952c",
   "metadata": {
    "papermill": {
     "duration": 0.002966,
     "end_time": "2026-10-02T14:41:05.296977+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.294011+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Running the Optimization Driver\n",
    "\n",
    "Finally, we run the optimization driver to actually find the minimum value.  The ScipyOptimizeDriver will output the results of the optimization to standard output.  In addition, `run_driver` will return a `fail` flag.  If `True`, this means the optimization driver believes it failed to successfully find an optimal solution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "fff9d7ff",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.303626Z",
     "iopub.status.busy": "2026-10-02T14:41:05.303458Z",
     "iopub.status.idle": "2026-10-02T14:41:05.315481Z",
     "shell.execute_reply": "2026-10-02T14:41:05.314887Z"
    },
    "papermill": {
     "duration": 0.016138,
     "end_time": "2026-10-02T14:41:05.316062+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.299924+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Optimization terminated successfully    (Exit mode 0)\n",
      "            Current function value: -27.33333333333333\n",
      "            Iterations: 5\n",
      "            Function evaluations: 6\n",
      "            Gradient evaluations: 5\n",
      "Optimization Complete\n",
      "-----------------------------------\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Problem: problem2\n",
       "Driver:  ScipyOptimizeDriver\n",
       "  success     : True\n",
       "  iterations  : 7\n",
       "  runtime     : 5.3320E-03 s\n",
       "  model_evals : 7\n",
       "  model_time  : 5.1866E-04 s\n",
       "  deriv_evals : 5\n",
       "  deriv_time  : 1.5679E-03 s\n",
       "  exit_status : SUCCESS"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# run the optimization\n",
    "prob.run_driver()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d3cc7ee6",
   "metadata": {
    "papermill": {
     "duration": 0.002895,
     "end_time": "2026-10-02T14:41:05.321966+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.319071+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "source": [
    "### Getting the results\n",
    "\n",
    "We can access the values of variables in our model by using the `get_val` method of `Problem`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "45fb2fd5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.328743Z",
     "iopub.status.busy": "2026-10-02T14:41:05.328559Z",
     "iopub.status.idle": "2026-10-02T14:41:05.331770Z",
     "shell.execute_reply": "2026-10-02T14:41:05.331223Z"
    },
    "papermill": {
     "duration": 0.007673,
     "end_time": "2026-10-02T14:41:05.332524+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.324851+00:00",
     "status": "completed"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Optimal x value:  [6.66666667]\n",
      "Optimal y value:  [-7.33333333]\n",
      "Objective value:  [-27.33333333]\n"
     ]
    }
   ],
   "source": [
    "print('Optimal x value: ', prob.get_val('paraboloid.x'))\n",
    "print('Optimal y value: ', prob.get_val('paraboloid.y'))\n",
    "print('Objective value: ', prob.get_val('paraboloid.f'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "cb5f55fa",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-10-02T14:41:05.339566Z",
     "iopub.status.busy": "2026-10-02T14:41:05.339393Z",
     "iopub.status.idle": "2026-10-02T14:41:05.344476Z",
     "shell.execute_reply": "2026-10-02T14:41:05.343928Z"
    },
    "papermill": {
     "duration": 0.009329,
     "end_time": "2026-10-02T14:41:05.344964+00:00",
     "exception": false,
     "start_time": "2026-10-02T14:41:05.335635+00:00",
     "status": "completed"
    },
    "tags": [
     "remove-input",
     "remove-output"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "np.float64(1.2195109964002665e-10)"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from openmdao.utils.assert_utils import assert_near_equal\n",
    "assert_near_equal(prob.get_val('paraboloid.x'), 6.66666666, tolerance=1.0E-5)\n",
    "assert_near_equal(prob.get_val('paraboloid.y'), -7.33333333, tolerance=1.0E-5)\n",
    "assert_near_equal(prob.get_val('paraboloid.f'), -27.33333333, tolerance=1.0E-5)"
   ]
  }
 ],
 "metadata": {
  "celltoolbar": "Tags",
  "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": "3.13.14"
  },
  "papermill": {
   "default_parameters": {},
   "duration": 4.897161,
   "end_time": "2026-10-02T14:41:06.092495+00:00",
   "environment_variables": {},
   "exception": null,
   "input_path": "/home/runner/work/OpenMDAO/OpenMDAO/openmdao/docs/openmdao_book/examples/paraboloid.ipynb",
   "output_path": "/home/runner/work/OpenMDAO/OpenMDAO/openmdao/docs/_executed_book/examples/paraboloid.ipynb",
   "parameters": {},
   "start_time": "2026-10-02T14:41:01.195334+00:00",
   "version": "2.7.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}