{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "a96341c4",
   "metadata": {},
   "source": [
    "```{try_on_binder}\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "251ea43f",
   "metadata": {
    "load": "myst_code_init.py",
    "tags": [
     "remove-cell"
    ]
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The pymor.discretizers.builtin.gui.jupyter extension is already loaded. To reload it, use:\n",
      "  %reload_ext pymor.discretizers.builtin.gui.jupyter\n"
     ]
    }
   ],
   "source": [
    "from IPython import get_ipython\n",
    "ip = get_ipython()\n",
    "if ip is not None:\n",
    "    ip.run_line_magic('load_ext', 'pymor.discretizers.builtin.gui.jupyter')\n",
    "    ip.run_line_magic('matplotlib', 'inline')\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\", category=UserWarning, module='torch')\n",
    "import pymor.tools.random\n",
    "pymor.tools.random._default_random_state = None\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04fc28e4",
   "metadata": {},
   "source": [
    "(getting-started)=\n",
    "\n",
    "# Getting started\n",
    "\n",
    "## Trying it out\n",
    "\n",
    "While we consider pyMOR mainly as a library for building MOR applications, we\n",
    "ship a few example scripts. These can be found in the `src/pymordemos`\n",
    "directory of the source repository (some are available as Jupyter notebooks in\n",
    "the `notebooks` directory). Try launching one of them using the `pymor-demo`\n",
    "script:\n",
    "\n",
    "```\n",
    "pymor-demo thermalblock --plot-err --plot-solutions 3 2 3 32\n",
    "```\n",
    "\n",
    "The demo scripts can also be launched directly from the source tree:\n",
    "\n",
    "```\n",
    "./thermalblock.py --plot-err --plot-solutions 3 2 3 32\n",
    "```\n",
    "\n",
    "This will reduce the so called thermal block problem using the reduced basis\n",
    "method with a greedy basis generation algorithm. The thermal block problem\n",
    "consists in solving the stationary heat equation\n",
    "\n",
    "```\n",
    "- ∇ ⋅ [ d(x, μ) ∇ u(x, μ) ] = 1     for x in Ω\n",
    "                  u(x, μ)   = 0     for x in ∂Ω\n",
    "```\n",
    "\n",
    "on the domain Ω = [0,1]^2 for the unknown u. The domain is partitioned into\n",
    "`XBLOCKS x YBLOCKS` blocks (`XBLOCKS` and `YBLOCKS` are the first\n",
    "two arguments to `thermalblock.py`). The thermal conductivity d(x, μ)\n",
    "is constant on each block (i,j) with value μ_ij:\n",
    "\n",
    "```\n",
    "(0,1)------------------(1,1)\n",
    "|        |        |        |\n",
    "|  μ_11  |  μ_12  |  μ_13  |\n",
    "|        |        |        |\n",
    "|---------------------------\n",
    "|        |        |        |\n",
    "|  μ_21  |  μ_22  |  μ_23  |\n",
    "|        |        |        |\n",
    "(0,0)------------------(1,0)\n",
    "```\n",
    "\n",
    "The real numbers μ_ij form the `XBLOCKS x YBLOCKS` - dimensional parameter\n",
    "on which the solution depends.\n",
    "\n",
    "Running `thermalblock.py` will first produce plots of two detailed\n",
    "solutions of the problem for different randomly chosen parameters\n",
    "using linear finite elements. (The size of the grid can be controlled\n",
    "via the `--grid` parameter. The randomly chosen parameters will\n",
    "actually be the same for each run, since a the random generator\n",
    "is initialized with a fixed default seed in\n",
    "{func}`~pymor.tools.random.default_random_state`.)\n",
    "\n",
    "After closing the window, the reduced basis for model order reduction\n",
    "is generated using a greedy search algorithm with error estimator.\n",
    "The third parameter `SNAPSHOTS` of `thermalblock.py` determines how many\n",
    "different values per parameter component μ_ij should be considered.\n",
    "I.e. the parameter training set for basis generation will have the\n",
    "size `SNAPSHOTS^(XBLOCKS x YBLOCKS)`. After the basis of size 32 (the\n",
    "last parameter) has been computed, the quality of the obtained reduced model\n",
    "(on the 32-dimensional reduced basis space) is evaluated by comparing the\n",
    "solutions of the reduced and detailed models for new, randomly chosen\n",
    "parameter values. Finally, plots of the detailed and reduced solutions, as well\n",
    "as the difference between the two, are displayed for the random\n",
    "parameter values which maximises reduction error.\n",
    "\n",
    "## The thermalblock demo explained\n",
    "\n",
    "In the following we will walk through the thermal block demo step by\n",
    "step in an interactive Python shell. We assume that you are familiar\n",
    "with the reduced basis method and that you know the basics of\n",
    "[Python](<https://www.python.org>) programming as well as working\n",
    "with {{ NumPy }}. (Note that our code will differ a bit from\n",
    "`thermalblock.py` as we will hardcode the various options the script\n",
    "offers and leave out some features.)\n",
    "\n",
    "First, start a Python shell. We recommend using\n",
    "[IPython](<https://ipython.org>)\n",
    "\n",
    "```\n",
    "ipython\n",
    "```\n",
    "\n",
    "You can paste the following input lines starting with `>>>` by copying\n",
    "them to the system clipboard and then executing\n",
    "\n",
    "```\n",
    "%paste\n",
    "```\n",
    "\n",
    "inside the IPython shell.\n",
    "\n",
    "First, we will import the most commonly used methods and classes of pyMOR\n",
    "by executing:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "1040ef57",
   "metadata": {},
   "outputs": [],
   "source": [
    "from pymor.basic import *\n",
    "from pymor.core.logger import set_log_levels\n",
    "set_log_levels({'pymor.algorithms.greedy': 'ERROR', 'pymor.algorithms.gram_schmidt.gram_schmidt': 'ERROR', 'pymor.algorithms.image.estimate_image_hierarchical': 'ERROR'})"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f3c6fdab",
   "metadata": {},
   "source": [
    "Next we will instantiate a class describing the analytical problem\n",
    "we want so solve. In this case, a\n",
    "{meth}`~pymor.analyticalproblems.thermalblock.thermal_block_problem`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "eafc8405",
   "metadata": {},
   "outputs": [],
   "source": [
    "p = thermal_block_problem(num_blocks=(3, 2))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "79297620",
   "metadata": {},
   "source": [
    "We want to discretize this problem using the finite element method.\n",
    "We could do this by hand, creating a {{ Grid }}, instatiating\n",
    "{class}`~pymor.discretizers.builtin.cg.DiffusionOperatorP1` finite element diffusion\n",
    "operators for each subblock of the domain, forming a {{ LincombOperator }}\n",
    "to represent the affine decomposition, instantiating a\n",
    "{class}`~pymor.discretizers.builtin.cg.L2ProductFunctionalP1` as right hand side, and\n",
    "putting it all together into a {{ StationaryModel }}. However, since\n",
    "{meth}`~pymor.analyticalproblems.thermalblock.thermal_block_problem` returns\n",
    "a {class}`~pymor.analyticalproblems.elliptic.StationaryProblem`, we can use\n",
    "a predifined *discretizer* to do the work for us. In this case, we use\n",
    "{func}`~pymor.discretizers.builtin.cg.discretize_stationary_cg`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "921ddac3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "714a1098eaee4964a2160130b98911b5",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Accordion(children=(HTML(value='', layout=Layout(height='16em', overflow_y='auto', width='100%')),), selected_…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fom, fom_data = discretize_stationary_cg(p, diameter=1./50.)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "757abb06",
   "metadata": {},
   "source": [
    "`fom` is the {{ StationaryModel }} which has been created for us,\n",
    "whereas `fom_data` contains some additional data, in particular the {{ Grid }}\n",
    "and the {{ BoundaryInfo }} which have been created during discretization. We\n",
    "can have a look at the grid,"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "068f8aa6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Tria-Grid on domain [0,1] x [0,1]\n",
      "x0-intervals: 50, x1-intervals: 50\n",
      "elements: 10000, edges: 15100, vertices: 5101\n"
     ]
    }
   ],
   "source": [
    "print(fom_data['grid'])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d9fb7e4c",
   "metadata": {},
   "source": [
    "and, as always, we can display its class documentation using\n",
    "`help(fom_data['grid'])`.\n",
    "\n",
    "Let's solve the thermal block problem and visualize the solution:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "5e10346b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7ba88b34f8ab4b23a305f3ff2ea719fb",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Accordion(children=(HTML(value='', layout=Layout(height='16em', overflow_y='auto', width='100%')),), selected_…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "U = fom.solve([1.0, 0.1, 0.3, 0.1, 0.2, 1.0])\n",
    "fom.visualize(U, title='Solution')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5441e538",
   "metadata": {},
   "source": [
    "Each class in pyMOR that describes a {{ Parameter }}-dependent mathematical\n",
    "object, like the {{ StationaryModel }} in our case, derives from\n",
    "{{ ParametricObject }}. {{ ParametricObjects }} automatically determine the\n",
    "{{ Parameters }} they depend on from {{ ParametricObjects }} that have been passed\n",
    "as {meth}`__init__` arguments and from the\n",
    "{meth}`~pymor.parameters.base.ParametricObject.parameters_own` and\n",
    "{meth}`~pymor.parameters.base.ParametricObject.parameters_internal`\n",
    "attributes that have been set in {meth}`__init__`.\n",
    "Let's have a look:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "c5da59f4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{diffusion: 6}\n"
     ]
    }
   ],
   "source": [
    "print(fom.parameters)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9b62f474",
   "metadata": {},
   "source": [
    "This tells us, that the {{ Parameters }} which\n",
    "{meth}`~pymor.models.interface.Model.solve` expects\n",
    "should be a dictionary with one key `'diffusion'` whose value is a one-dimensional\n",
    "{{ NumPy_array }} of size `6`, corresponding to the block structure of\n",
    "the problem. However, as an exception to this rule, the interface methods of\n",
    "{{ Models }} allow simply passing the list `[1.0, 0.1, 0.3, 0.1, 0.2, 1.0]` by\n",
    "internally calling {meth}`~pymor.parameters.Parameters.parse`.\n",
    "\n",
    "Next we want to use the {func}`~pymor.algorithms.greedy.greedy` algorithm\n",
    "to reduce the problem. For this we need to choose a reductor which will keep\n",
    "track of the reduced basis and perform the actual RB-projection. We will use\n",
    "{class}`~pymor.reductors.coercive.CoerciveRBReductor`, which will\n",
    "also assemble an error estimator to estimate the reduction error. This\n",
    "will significantly speed up the basis generation, as we will only need to\n",
    "solve the high-dimensional problem for those parameters in the training set\n",
    "which are actually selected for basis extension. To control the condition of\n",
    "the reduced system matrix, we must ensure that the generated basis is\n",
    "orthonormal w.r.t. the H1_0-product on the solution space. For this we pass\n",
    "the {attr}`h1_0_semi_product` attribute of the model as inner product to\n",
    "the reductor, which will also use it for computing the Riesz representatives\n",
    "required for error estimation. Moreover, we have to provide\n",
    "the reductor with a {{ ParameterFunctional }} which computes a lower bound for\n",
    "the coercivity of the problem for given {{ parameter_values }}."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "24f5d557",
   "metadata": {},
   "outputs": [],
   "source": [
    "reductor = CoerciveRBReductor(\n",
    "   fom,\n",
    "   product=fom.h1_0_semi_product,\n",
    "   coercivity_estimator=ExpressionParameterFunctional('min(diffusion)', fom.parameters)\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "20922218",
   "metadata": {},
   "source": [
    "Moreover, we need to select a training set of {{ parameter_values }}. The problem\n",
    "`p` already comes with a {{ ParameterSpace }}, from which we can easily sample\n",
    "these values.  E.g.:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7babc093",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{diffusion: [0.1, 0.1, 0.1, 0.1, 0.1, 0.1]}\n"
     ]
    }
   ],
   "source": [
    "training_set = p.parameter_space.sample_uniformly(4)\n",
    "print(training_set[0])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e3fa07d4",
   "metadata": {},
   "source": [
    "Now we start the basis generation:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "75930126",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8bc99f96f40a4beaa01083f545c296c7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Accordion(children=(HTML(value='', layout=Layout(height='16em', overflow_y='auto', width='100%')),), selected_…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "greedy_data = rb_greedy(fom, reductor, training_set, max_extensions=32)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c0d21e9a",
   "metadata": {},
   "source": [
    "The `max_extensions` parameter defines how many basis vectors we want to\n",
    "obtain. `greedy_data` is a dictionary containing various data that has\n",
    "been generated during the run of the algorithm:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "ac8f95c0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dict_keys(['max_errs', 'max_err_mus', 'extensions', 'time', 'rom'])\n"
     ]
    }
   ],
   "source": [
    "print(greedy_data.keys())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "00abc81e",
   "metadata": {},
   "source": [
    "The most important items is `'rom'` which holds the reduced {{ Model }}\n",
    "obtained from applying our reductor with the final reduced basis."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "764b08fa",
   "metadata": {},
   "outputs": [],
   "source": [
    "rom = greedy_data['rom']"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4110c500",
   "metadata": {},
   "source": [
    "All vectors in pyMOR are stored in so called {{ VectorArrays }}. For example\n",
    "the solution `U` computed above is given as a {{ VectorArray }} of length 1.\n",
    "For the reduced basis we have:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "e19fec0c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pymor.vectorarrays.numpy.NumpyVectorArray'>\n",
      "32\n",
      "5101\n"
     ]
    }
   ],
   "source": [
    "RB = reductor.bases['RB']\n",
    "print(type(RB))\n",
    "print(len(RB))\n",
    "print(RB.dim)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4caf5b03",
   "metadata": {},
   "source": [
    "Let us check if the reduced basis really is orthonormal with respect to\n",
    "the H1-product. For this we use the {meth}`~pymor.vectorarrays.interface.VectorArray.gramian`\n",
    "method:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "87babad8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.5144135945277526e-15\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "gram_matrix = RB.gramian(fom.h1_0_semi_product)\n",
    "print(np.max(np.abs(gram_matrix - np.eye(32))))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b03a03b7",
   "metadata": {},
   "source": [
    "Looks good! We can now solve the reduced model for the same {{ parameter_values }}\n",
    "as above.  The result is a vector of coefficients w.r.t. the reduced basis, which is\n",
    "currently stored in `RB`. To form the linear combination, we can use the\n",
    "`reconstruct` method of the reductor:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "5d65f8be",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[[ 0.56008169  0.19410562  0.00463453  0.01675562  0.04900982  0.07760119\n",
      "  -0.08043888 -0.02889488 -0.03121126  0.26467367  0.13991773 -0.09805741\n",
      "   0.16005484  0.04417512 -0.05245844 -0.00132281 -0.01304436  0.01330245\n",
      "  -0.02185056  0.00625769 -0.00868736 -0.00115484  0.01895446 -0.00153234\n",
      "   0.02306277  0.0035532   0.01061803 -0.00225572  0.00199581 -0.0068476\n",
      "   0.00186538  0.0047302 ]]\n",
      "5101\n"
     ]
    }
   ],
   "source": [
    "u = rom.solve([1.0, 0.1, 0.3, 0.1, 0.2, 1.0])\n",
    "print(u)\n",
    "U_red = reductor.reconstruct(u)\n",
    "print(U_red.dim)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f0c33610",
   "metadata": {},
   "source": [
    "Finally we compute the reduction error and display the reduced solution along with\n",
    "the detailed solution and the error:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "ee5732db",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.00480011]\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1280x960 with 7 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ERR = U - U_red\n",
    "print(ERR.norm(fom.h1_0_semi_product))\n",
    "fom.visualize((U, U_red, ERR),\n",
    "             legend=('Detailed', 'Reduced', 'Error'),\n",
    "             separate_colorbars=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1eb047b5",
   "metadata": {},
   "source": [
    "We can nicely observe that, as expected, the error is maximized along the\n",
    "jumps of the diffusion coefficient.\n",
    "\n",
    "Download the code: {download}`getting_started.md` {nb-download}`getting_started.ipynb`\n",
    "\n",
    "## Learning more\n",
    "\n",
    "As a next step, you should read our {ref}`technical_overview` which discusses the\n",
    "most important concepts and design decisions behind pyMOR. You can also follow our\n",
    "growing set of {doc}`tutorials`, which focus on specific aspects of pyMOR.\n",
    "\n",
    "Should you have any problems regarding pyMOR, questions or\n",
    "[feature requests](<https://github.com/pymor/pymor/issues>), do not hesitate\n",
    "to contact us via\n",
    "[GitHub discussions](<https://github.com/pymor/pymor/discussions>)!"
   ]
  }
 ],
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input: } ...</p><p style=\"line-height:120%\">00:09 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:09 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:09 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:09 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:09 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:11 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 0.1, 1.0, 0.1, 0.1, 1.0], input: } ...</p><p style=\"line-height:120%\">00:12 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:12 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:12 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:12 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:12 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:14 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 0.1, 0.1, 0.1, 0.1], input: } ...</p><p style=\"line-height:120%\">00:14 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:14 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:14 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:14 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:14 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:16 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 1.0, 0.1, 0.1, 0.1], input: } ...</p><p style=\"line-height:120%\">00:16 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:16 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:16 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:17 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:17 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:19 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 0.1, 0.1, 0.1, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:19 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:19 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:19 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:19 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:19 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:21 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 0.1, 0.1, 0.1, 1.0, 1.0], input: } ...</p><p style=\"line-height:120%\">00:21 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:21 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:21 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:21 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:21 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:24 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 0.1, 0.1, 1.0, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:24 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:24 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:24 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:24 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:24 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:26 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 1.0, 0.1, 0.1, 0.1, 0.1], input: } ...</p><p style=\"line-height:120%\">00:26 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:26 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:26 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:26 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:26 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:28 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 0.1, 0.1, 1.0, 0.1, 0.1], input: } ...</p><p style=\"line-height:120%\">00:28 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:28 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:28 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:29 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:29 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:31 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 0.1, 1.0, 0.1, 1.0], input: } ...</p><p style=\"line-height:120%\">00:31 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:31 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:31 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:31 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:31 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:33 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 0.1, 1.0, 0.1, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:34 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:34 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:34 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:34 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:34 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:36 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 1.0, 0.1, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:36 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:36 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:36 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:36 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:36 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:39 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 1.0, 0.1, 1.0, 0.1, 1.0], input: } ...</p><p style=\"line-height:120%\">00:39 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:39 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:39 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:39 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:39 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:41 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 0.1, 0.1, 1.0, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:41 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:41 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:41 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:41 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:41 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:44 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 1.0, 1.0, 0.1, 0.1], input: } ...</p><p style=\"line-height:120%\">00:44 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:44 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:44 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:44 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:44 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:46 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 1.0, 0.1, 0.1, 1.0, 1.0], input: } ...</p><p style=\"line-height:120%\">00:46 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:46 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:46 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:47 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:47 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:49 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 1.0, 1.0, 1.0, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:49 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:49 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:49 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:49 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:49 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:52 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 1.0, 1.0, 0.1, 0.1, 1.0], input: } ...</p><p style=\"line-height:120%\">00:52 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:52 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:52 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:52 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:52 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:54 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 0.1, 1.0, 0.1, 1.0, 1.0], input: } ...</p><p style=\"line-height:120%\">00:54 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:54 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:54 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:55 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:55 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">00:57 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 0.1, 1.0, 1.0, 0.1], input: } ...</p><p style=\"line-height:120%\">00:57 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">00:57 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">00:57 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">00:57 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">00:57 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">01:00 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 0.1, 1.0, 1.0, 0.1, 1.0], input: } ...</p><p style=\"line-height:120%\">01:00 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">01:00 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">01:00 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">01:00 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">01:00 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">01:03 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [0.1, 1.0, 0.1, 1.0, 1.0, 1.0], input: } ...</p><p style=\"line-height:120%\">01:03 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">01:03 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">01:03 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p style=\"line-height:120%\">01:03 |   <bold>ResidualReductor</bold>: Projecting residual operator ...</p><p style=\"line-height:120%\">01:03 <bold>CoerciveRBReductor</bold>: Building ROM ...</p><p style=\"line-height:120%\">01:05 <bold>StationaryModel</bold>: Solving ThermalBlock((3, 2))_CG for {diffusion: [1.0, 0.1, 0.1, 0.1, 0.4, 0.1], input: } ...</p><p style=\"line-height:120%\">01:05 <bold>CoerciveRBReductor</bold>: Operator projection ...</p><p style=\"line-height:120%\">01:05 <bold>CoerciveRBReductor</bold>: Assembling error estimator ...</p><p style=\"line-height:120%\">01:05 |   <bold>ResidualReductor</bold>: Estimating residual range ...</p><p 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