From ca9709f1df066b32305ebf85acae3886b15003bd Mon Sep 17 00:00:00 2001 From: Adam Keester <72414466+akeeste@users.noreply.github.com> Date: Mon, 25 Nov 2024 11:07:24 -0600 Subject: [PATCH] Strain processing example (#358) * initial strain module setup * update some variable names * rename strain.strain.py to strain.main.py * update strain module init file * updated strain functions and example notebook * black formatting * update calculate_torsion * minor example changes * move all functions to the strain example * fix reading raw data * add citation * add example timing to generate_notebook_matrix.py * fix strain example images * update global coordinate system * add additional figures and context of set-up * one more figure on basic beam loading --- .github/workflows/generate_notebook_matrix.py | 1 + examples/data/strain/R17.csv | 140740 +++++++++++++++ examples/data/strain/blade_hub_interface.png | Bin 0 -> 69160 bytes examples/data/strain/global_cs.png | Bin 0 -> 160469 bytes examples/data/strain/loading_setup.png | Bin 0 -> 91356 bytes examples/data/strain/local_cs_full.png | Bin 0 -> 122273 bytes examples/data/strain/rotation.png | Bin 0 -> 95194 bytes examples/strain_measurement_example.ipynb | 1562 + 8 files changed, 142303 insertions(+) create mode 100644 examples/data/strain/R17.csv create mode 100644 examples/data/strain/blade_hub_interface.png create mode 100644 examples/data/strain/global_cs.png create mode 100644 examples/data/strain/loading_setup.png create mode 100644 examples/data/strain/local_cs_full.png create mode 100644 examples/data/strain/rotation.png create mode 100644 examples/strain_measurement_example.ipynb diff --git a/.github/workflows/generate_notebook_matrix.py b/.github/workflows/generate_notebook_matrix.py index 966f921e..e6477325 100644 --- a/.github/workflows/generate_notebook_matrix.py +++ b/.github/workflows/generate_notebook_matrix.py @@ -26,6 +26,7 @@ "qc_example.ipynb": 180, "river_example.ipynb": 180, 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\n", + "\n", + "The blade root (below) inserts inside the blade and mounts the blade to the hub. This interface contains a thin-walled, cuboid section with circular hole through the center for cable routing.\n", + "\n", + "
\n", + "\n", + "
\n", + "\n", + "Four, 90 degree strain rosettes (top, bottom, left, right) are mounted to the outer flat surfaces of the thin-walled cuboid. Each strain rosette has a local coordinate system, denoted in the figure below. The global coordinate system corresponds to the blade orientation. The strain gauges are calibrated using the known load and measured strain at the blade root.\n", + "\n", + "
\n", + "\n", + "
\n", + "\n", + "We will start by importing the necessary python packages (`pandas`, `xarray`, `numpy` ``matplotlib.pyplot``). Due to the highly variable nature of experimental configurations, these functions are not included in an MHKiT module. This example can be used as a guide to process strain data from other experimental configurations. Pandas is used to read the CSV file robustly. xarray is used to handle the multidimensional data easily. \n", + "\n", + "1Gunawan, Budi, et al. \"Calibration Of Fiber Optic Rosette Sensors For Measuring Bending Moment On Tidal Turbine Blades.\" International Conference on Ocean Energy, Melbourne, Australia, September 17 – 19, 2024." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a228dbc7-e9ac-4382-ba86-b622a3fa51fa", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import xarray as xr\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "markdown", + "id": "8facc458-2fff-4d5d-a0bd-b13d2f498420", + "metadata": {}, + "source": [ + "## Load strain data and map rosettes to TBLR (top, bottom, left, right)\n", + "The strain data is contained in a CSV file. Time is the first column. Strain data is ordered by rosette and each rosette corresponds to three strain measurements (ea, eb, ec). Rosettes 1, 2, 3, 4 correspond to the top, bottom, left, and right rosettes in the global coordinate system." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "da942f7d-f390-4eb6-af59-e9218c5cfe77", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ea_1eb_1ec_1ea_2eb_2ec_2ea_3eb_3ec_3ea_4eb_4ec_4
time
0.000.3790.2082.926-0.6231.1600.2700.3091.877-0.0382.376-0.312-1.811
0.01-2.5781.3601.5230.192-1.9431.4293.1281.3721.5390.0180.689-1.305
0.020.8391.8622.198-0.820-1.3470.7851.1242.6870.5940.370-0.4650.039
0.03-5.249-0.9611.248-0.881-1.2311.2520.8930.7180.0240.6540.4890.989
0.04-3.3771.0782.092-0.504-0.5041.268-0.821-0.9890.577-4.508-0.3120.514
.......................................
1407.3513.2873.473-18.279-2.061-0.4285.25625.28011.56325.195-0.634-21.175-37.170
1407.3616.5415.171-18.800-3.036-5.3077.30023.14114.14126.548-2.776-20.132-35.298
1407.3716.7225.529-15.892-2.061-4.5176.49522.50013.67925.744-1.433-19.965-38.288
1407.3814.0314.216-19.068-2.321-3.1759.24621.55113.43425.676-1.133-19.163-37.157
1407.3916.1846.869-17.448-3.017-4.7577.31724.27412.31026.638-1.606-21.142-38.964
\n", + "

140740 rows × 12 columns

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" + ], + "text/plain": [ + " ea_1 eb_1 ec_1 ea_2 eb_2 ec_2 ea_3 eb_3 ec_3 \\\n", + "time \n", + "0.00 0.379 0.208 2.926 -0.623 1.160 0.270 0.309 1.877 -0.038 \n", + "0.01 -2.578 1.360 1.523 0.192 -1.943 1.429 3.128 1.372 1.539 \n", + "0.02 0.839 1.862 2.198 -0.820 -1.347 0.785 1.124 2.687 0.594 \n", + "0.03 -5.249 -0.961 1.248 -0.881 -1.231 1.252 0.893 0.718 0.024 \n", + "0.04 -3.377 1.078 2.092 -0.504 -0.504 1.268 -0.821 -0.989 0.577 \n", + "... ... ... ... ... ... ... ... ... ... \n", + "1407.35 13.287 3.473 -18.279 -2.061 -0.428 5.256 25.280 11.563 25.195 \n", + "1407.36 16.541 5.171 -18.800 -3.036 -5.307 7.300 23.141 14.141 26.548 \n", + "1407.37 16.722 5.529 -15.892 -2.061 -4.517 6.495 22.500 13.679 25.744 \n", + "1407.38 14.031 4.216 -19.068 -2.321 -3.175 9.246 21.551 13.434 25.676 \n", + "1407.39 16.184 6.869 -17.448 -3.017 -4.757 7.317 24.274 12.310 26.638 \n", + "\n", + " ea_4 eb_4 ec_4 \n", + "time \n", + "0.00 2.376 -0.312 -1.811 \n", + "0.01 0.018 0.689 -1.305 \n", + "0.02 0.370 -0.465 0.039 \n", + "0.03 0.654 0.489 0.989 \n", + "0.04 -4.508 -0.312 0.514 \n", + "... ... ... ... \n", + "1407.35 -0.634 -21.175 -37.170 \n", + "1407.36 -2.776 -20.132 -35.298 \n", + "1407.37 -1.433 -19.965 -38.288 \n", + "1407.38 -1.133 -19.163 -37.157 \n", + "1407.39 -1.606 -21.142 -38.964 \n", + "\n", + "[140740 rows x 12 columns]" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "raw_data = pd.read_csv(\n", + " \"data/strain/R17.csv\",\n", + " sep=\",\",\n", + " header=None,\n", + " index_col=0,\n", + " names=[\n", + " \"time\",\n", + " \"ea_1\",\n", + " \"eb_1\",\n", + " \"ec_1\",\n", + " \"ea_2\",\n", + " \"eb_2\",\n", + " \"ec_2\",\n", + " \"ea_3\",\n", + " \"eb_3\",\n", + " \"ec_3\",\n", + " \"ea_4\",\n", + " \"eb_4\",\n", + " \"ec_4\",\n", + " ],\n", + ")\n", + "\n", + "raw_data" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a9cb05dc-519c-4171-9541-3a3887d9a12b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset> Size: 15MB\n",
+       "Dimensions:      (time: 140740, rosette: 4)\n",
+       "Coordinates:\n",
+       "  * time         (time) float64 1MB 0.0 0.01 0.02 ... 1.407e+03 1.407e+03\n",
+       "  * rosette      (rosette) int64 32B 1 2 3 4\n",
+       "    rosetteName  (rosette) <U6 96B 'top' 'bottom' 'left' 'right'\n",
+       "Data variables:\n",
+       "    ea           (time, rosette) float64 5MB 3.79e-07 -6.23e-07 ... -1.606e-06\n",
+       "    eb           (time, rosette) float64 5MB 2.08e-07 1.16e-06 ... -2.114e-05\n",
+       "    ec           (time, rosette) float64 5MB 2.926e-06 2.7e-07 ... -3.896e-05
" + ], + "text/plain": [ + " Size: 15MB\n", + "Dimensions: (time: 140740, rosette: 4)\n", + "Coordinates:\n", + " * time (time) float64 1MB 0.0 0.01 0.02 ... 1.407e+03 1.407e+03\n", + " * rosette (rosette) int64 32B 1 2 3 4\n", + " rosetteName (rosette) \n", + "\n", + "\n", + "\n", + "Now we can calculate the axial strains and shear strain for each 90 degree rosette. All rosettes are oriented in this way so a Dataset coordinate corresponding to rosette index is convenient here." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c320c113-19c6-4195-bbda-0b3b4a31c739", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset> Size: 28MB\n",
+       "Dimensions:         (time: 140740, rosette: 4)\n",
+       "Coordinates:\n",
+       "  * time            (time) float64 1MB 0.0 0.01 0.02 ... 1.407e+03 1.407e+03\n",
+       "  * rosette         (rosette) int64 32B 1 2 3 4\n",
+       "    rosetteName     (rosette) <U6 96B 'top' 'bottom' 'left' 'right'\n",
+       "Data variables:\n",
+       "    ea              (time, rosette) float64 5MB 3.79e-07 ... -1.606e-06\n",
+       "    eb              (time, rosette) float64 5MB 2.08e-07 1.16e-06 ... -2.114e-05\n",
+       "    ec              (time, rosette) float64 5MB 2.926e-06 2.7e-07 ... -3.896e-05\n",
+       "    axial_strain_x  (time, rosette) float64 5MB 3.79e-07 ... -1.606e-06\n",
+       "    axial_strain_y  (time, rosette) float64 5MB 2.926e-06 2.7e-07 ... -3.896e-05\n",
+       "    shear_strain    (time, rosette) float64 5MB -1.445e-06 ... -8.57e-07
" + ], + "text/plain": [ + " Size: 28MB\n", + "Dimensions: (time: 140740, rosette: 4)\n", + "Coordinates:\n", + " * time (time) float64 1MB 0.0 0.01 0.02 ... 1.407e+03 1.407e+03\n", + " * rosette (rosette) int64 32B 1 2 3 4\n", + " rosetteName (rosette) \n", + "\n", + "\n", + "\n", + "In this case, we can transform the bending moment from the global coordinate system to align with the blade's flapwise direction." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "91466833-a041-4ef8-b48f-e130bacc587f", + "metadata": {}, + "outputs": [], + "source": [ + "angle = 0 * np.pi / 180 # rotation angle of the root\n", + "data[\"moment_flapwise\"] = data[\"moment_x\"] * np.cos(angle) - data[\"moment_y\"] * np.sin(angle)\n", + "data[\"moment_edgewise\"] = data[\"moment_x\"] * np.sin(angle) + data[\"moment_y\"] * np.cos(angle)" + ] + }, + { + "cell_type": "markdown", + "id": "26d55c97-9138-4ee1-816d-bf0cf66bfbb7", + "metadata": {}, + "source": [ + "### Visualize loads\n", + "We can now plot various quantities of interest, including the normal force at the blade root, flapwise and edgewise bending moments, equivalent load applied to the blade, and torsion. These quantities are then used to validate the experimental set-up using the known loads before advancing to an open-water test campaign." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "4e5f3f74-d774-4e8c-b186-16534eaba0a7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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TIr5+gL7c9b3NksVCJAdMaoioRqInrhKVR3RrqP+4YXAtvNYlxuVv366Jpf/qKCqbukOKiMpwTQ0RVdu05YdF5WMpifDyVGNC71iJInJOOyY+goTZG/XleZtOY2T3RhJGROSYOFJDRNVyp7gUX++4oC93DtPB3Y0vKbYQ7u+FVztH68vvrT0hYTREjouvQERULS2mrRWVn47WSRSJa5jcr7mozGkoImNMaoioygz/oJ6a0VOiSFyL4WLrx/+7XaJIiBwTkxoiqpLzOeLbindMfESiSFzT+F5N9R8fupInYSREjodJDRFVSbf3N4vK4f5e0gTiogwXCHMaiugeJjVEZDHDP6Dce0Yapww25WNiQ1SGSQ0RWWT1oWui8tHpvSSKhFRuSrz7dCtRnVYnSBQNkeNgUkNElSrV6jDiu3368kMNasPbg9tcSekfbSNF5YaTVplpSeQ6mNQQUaUa3XewIgD8NLyDRJHQ/Qyn/zgNRa6OSQ0RVah1qvjk7TOzeOSBI8l4o4uoXFCkkSgSIukxqSEis87n3EHe3Xt/JH8f1QluSoWEEZGhxqG+onJcyjozLYmcn2ySmvnz56NVq1bw8/ODn58fEhISsHr16so/kYiqzfD27bh6/tIEQhUyPDC0fBpKEAQIAhcQk+uQzUq/evXqIT09HY0bN4YgCPj6668xYMAA7N+/Hy1atJA6PCKnw9u35UOhUGBcYmPMWX9KX2dufQ2/j+TMZJPUPP7446JyWloa5s+fj7/++stsUlNcXIzi4mJ9OT8/HwCg0Wig0Vhv3rn8Wta8ppyw/87X/ws3C0XlP/7dtcL+OeNzUBWO0P+RXaNFSY053+44h2fb1rPq13aE/kuJ/bd9/y29tkKQ4dikVqvFTz/9hKFDh2L//v1o3ry5yXYpKSlITU01ql+8eDG8vb1tHSaRbI3dIf5/Z25CqUSRUFUZfu9M4feT5KawsBCDBg1CXl4e/Pz8zLaTVVJz6NAhJCQkoKioCD4+Pli8eDH69jV/J4apkZrIyEjk5ORU+KRUlUajQUZGBnr06AGVSmW168oF+y/f/hcUlSLvrgb1apcddSAIApokZ4janEjtAWUli4Pl/BxYgxz633iqeAGxNQ8hlUP/bYn9t33/8/PzERQUVGlSI5vpJwBo2rQpMjMzkZeXh59//hlDhw7Fli1bzI7UqNVqqNVqo3qVSmWTJ95W15UL9l9e/T92LR995m6rsM3xGb2hVrlZfE25PQfW5sj9Pze7L6In3tugb9mBLDxjsIFfTTly/+2B/bdd/y29rmzufgIADw8PNGrUCG3atMHs2bPRunVrzJ07V+qwiGRHqxMqTWgAwLMKCQ05NoVCgb5xYfry+J8P8s4ocjqySmoM6XQ60fQSEVnGki31eZeM8/lkcBtR+f6RGyJnIJvpp4kTJ6JPnz6oX78+CgoKsHjxYmzevBlr166VOjQiWXn+s79E5b8mPoowf0+JoiF7OzmzD5pMubfH16/7LuPJB617NxSRVGST1GRnZ+PFF1/EtWvX4O/vj1atWmHt2rXo0aOH1KERyYYgCNhx9qa+3LVJMBMaF+PhrkSDQG+c///b9t/88QCeiK8LhYI7RZP8ySap+fLLL6UOgUj2DKcbvn65nUSRkJQ2j+8u2pwveuIqTjeSU5D1mhoishx3CKb7HZ/RW1zOypcoEiLrYVJD5AKu5t4Vlfu3jpAoEnIUnio3RNw39dh7zjbeDUWyx6SGyAV0SN8oKn/0fLxEkZAj+XPio6Iy74YiuWNSQ+TkOO1EFVn/ZldR2ZL9i4gcFZMaIieWXyQ+BG7ZyI4SRUKOqlGIDx6OqaMvH7uWD62O01AkT0xqiJyUIAholSI+7+eByABpgiGH9sNrCaKyJZszEjkiJjVETspwfQSnnagi52aLDwdeeyRLokiIqo9JDZET+mnPJVF5Sr9mEkVCcqFQKNCtabC+/Pr/9nIaimSHSQ2RkynSaDH+54P6sp+nO/7ZOUbCiEguFr0k3oyR01AkN7LZUZiILBM7dY2ofDCll0SRkBwdTu2FltPunanXZMpqtIjww/6LuQCASX1j8c9OMVAqeawCOR6O1BA5kTd/zBSVz87qa7ohkRk+avH/uiWlOn1CAwCzVh1HDEdwyEExqSFyEqVaHX7dd0Vf9vN053/TVC2WLCo33P+IyBEwqSFyEo0mrxaVOe1ENXE6rU+lbb7Zcd72gRBVAdfUEDmBmSuOispnOO1ENeTupjQ5YnP/CE3y8iN4MaGBHaMiqhhHaohkJOd2MZ6a/yfO59yBIAgo1epQpNHii+3n9G3e7tkEbpx2IhsxTHQ4DUWOhCM1RDIhCALazlwPAOj2/maz7UY90thOEZGr2vhWVzzyny36ckmpTsJoiO7hSA2RTFhygrIl6yCIaiom2EdUbpG6XqJIiMSY1BDJQOzU1ZW2+fDZ1nB346802YfhsQpjd3Dgn6THn0IiB1dSqkORRjy8f/+6BkEQoFBwDQ3Zl0KhQL+4cKw8dE1fd/hKPuIbBEoYFbk6/ltH5OCaTBGP0hgu1GRCQ1KZN/hBUfmJBX9JFAlRGSY1RA7M8M4S3qpNjsZwGop3Q5GUmNQQOaiRi/eJyjMGtuSt2uRwFAoFlg5/WFS3PPOKmdZEtsWkhsgBaXUCVh68Jqob8nCURNEQVaxlXT9ReewPmdIEQi6PSQ2RA2pocGCgJWfxEElpbkKpqMxpKJICkxoiB/PPr/eIygem9ZQoEqKqWTOmo6h8+EqeRJGQq2JSQ+RACoo0WH/sur7srlTA30slYURElmsYXAs+6ns7hTz23+0SRkOuiEkNkQOJS1knKp/m3U4kM4dTxafDcxqK7IlJDZGD4O3b5CxWjO4kKr+z5rhEkZCrYVJD5AAW77woKk/oHcvbt0m2Wtb1F5Xnbz4DQRAkioZcCY9JIJKYIAiYtPSQqG5Et4YSRUNkHefT+4lGH00dyHoguSf8vblmjKyHIzVEEjN8seft2+QsDHcbNtR6+jpsPXnDTtGQK2BSQyShH/dcEpV5+zY5E4VCIbobypQXv9plp2jIFTCpIZLQv38+qP+4fXQd3r5NTsfwbihTeIcUWQvX1BBJxPCFfMnrCRJFQmRbpqZUS0p1ohPoP996Fq92ibFnWOSEOFJDJIHh/9srKvP2bXI1Hu7iPz9pq47xDimqMY7UENlQYUkpmievrbDN5L7NePs2uSRTd0hxoTzVBEdqiGyosoQGAIfcyaWdNRil/HXfZYkiIWcgm6Rm9uzZeOihh+Dr64uQkBAMHDgQJ06ckDosIrMsWfx4Kq2PHSIhclxKpQJDE6L05Td/PCBhNCR3spl+2rJlC0aOHImHHnoIpaWlmDRpEnr27ImjR4+iVq1aUodHJHLgUq6o/NWwtujeNAR3SrTIu6tBYC0PeKrcpAmOyMGkDmiJr3dc0JcbJK3kNBRVi2xGatasWYNhw4ahRYsWaN26NRYtWoSLFy9i7969lX8ykR2VanUYMO8PUd0jsaH6PTvqBngxoSEycGJmb1G595ytEkVCciabkRpDeXl5AIA6deqYbVNcXIzi4mJ9OT8/HwCg0Wig0WisFkv5tax5TTlh/8X9bzxVfNL2qRk9nf654c8A+3//++pQAhjYOhzLDlwDABzPKkDenbvw9nD8P1P8/tu+/5ZeWyHI8B46nU6H/v37Izc3F9u3bzfbLiUlBampqUb1ixcvhre3ty1DJBd1IleBT47dG4X5T/tSuMtmPJRIemN3iJOYuQmlEkVCjqSwsBCDBg1CXl4e/Pz8zLaTZVIzYsQIrF69Gtu3b0e9evXMtjM1UhMZGYmcnJwKn5Sq0mg0yMjIQI8ePaBSud6OsOx/Wf8TExPRYsZmff3o7jEY80gjyeKyJ/4MsP/W7P/9o51uSgWOp/ao8TVtid9/2/c/Pz8fQUFBlSY1jj+uZ2DUqFFYsWIFtm7dWmFCAwBqtRpqtdqoXqVS2eSJt9V15cLV+39/QgMAb/VqJkkcUnL1nwH23zr9/2VEAp6avwMAoNUJKCyFLI4Q4fffdv239LqyGRgXBAGjRo3C0qVLsXHjRkRHR0sdEpGe4ZC54d4bRGS5NlHitZKtU9eZaUkkJpukZuTIkfj222+xePFi+Pr6IisrC1lZWbh7967UoZGLKywRz/kveOFBKLlDMFGNGN7SzUMvyRKySWrmz5+PvLw8dOvWDeHh4fq3JUuWSB0auTBBENB6xkZRXe+W4RJFQ+Rcdk9OFJX/PJMjUSQkF7JZUyPD9czkAqInrhKVuWEYkfUE+4rXRA76fCd/x6hCshmpIXI06auPi8qHpyWaaUlE1cVpKKoKJjVE1VCq1WHBljP68hMNtFBzQxoimzBceH/4Sh50OgH5RRrk3C7G1VyuraQyspl+InIkjSavFpW7hXN6lMhWlEoFOjQMxJ9nbgIAHvuv6U1XOTVF/NeSqIoMh79PzegpUSRErmPxqw9X2oZTU8SkhqgKDl7OFZWX/quDNIEQuaCTM/tU2iYrr8gOkZCj4vQTkYUEQUD/j8Wnb8fXr+2yh9gR2ZuHu9LkFNPkpYfw3c6LAICHZ2/gNJQL40gNkYV4+zaRY0p7Ik5U5jSU6+JIDdF9LH0xZEJD5FjOzuqLmEn3/vGYt+k0RnZ3jQNl6R6O1BD9P0sTmq9fbmfjSIioqpRKBV5MiNKX31t7gpu2uiAmNUQA3liSaXHbrk2CbRcIEVXb9AEtRWXDKWNyfpx+IpcnCAKW7r+iL3/+YlskNgtBQXEpsvKKcPByHpqF+6JhsA88VW4SRkpElTmf3k806togaSWni10IR2rI5Rn+N9ejeSgUCgX8PFVoEuqLp9vUQ4sIfyY0RDLx3T/bi8qrD12TKBKyNyY15NIM19HwPzoi+evYKEhUHvHdPq6vcRFMashlDflyp6h8Oq3yjb2ISB4M/0Hh+hrXwKSGXNLZG7ex7VSOvrx3SiLc3fjrQORMzs0WH4TJ/WucH1/FySU98p8tonKgj1qiSIjIVhQKBTLe6CKqW555xUxrcgZMasjlcB0NketoHOqLdg3q6Mtjf8jk+honxqSGXEqjSeJ59bOz+pppSUTO4sfhCaIy19c4LyY15DKOXctHqe7ef2irxnSGUqmQMCIishfDEVmur3FOTGrIJeh0AvrM3aYvt67nj+YRfhJGRET2tnJMJ1E5beVRiSIhW2FSQy4hxmDaafmoTmZaEpGzahHhLyp/vu0cSkp1EkVDtsCkhpweFwYTUTnD3/8mU1brPy7V6qDR6pB3V2PvsMhKLDr76eDBg1W+cPPmzeHuzqOlSFqfbz0rKu+c9KhEkRCRozB1PpS5diQvFmUdDzzwABQKhcW3wSmVSpw8eRIxMTE1Co6oJnQ6AWmrjunLSX1iEernKWFEROQoDkzridap6ypsw8Mw5cfioZSdO3ciODi40naCIKBly5aVtiOypVKtDo0mrxbVDe/aUKJoiMjR+Hup8M3L7fDiV7sqbPfn6Rx0MDhLihyXRUlN165d0ahRIwQEBFh00S5dusDLy6smcRHViGFCw/+2iMhQlybBJl8bWqeu06+rGfTFTpyZ1Rdu3P5BFixaKLxp0yaLExoAWLVqFcLDw6sbE1GNPPvpDlH5YEpPiSIhIjk6ME38mtFwEjfrkwve/USy9eX2c2iQtBIpvx3B3PWnsOl4Nv48nYOd527p2ywb2RF+nioJoyQiOeJmffJk8Zqa6dOnW9QuOTm52sEQWer+F5hFf5432+6ByADbB0NETulIai+0mLZWX/5572U83aaehBFRZSxOapYuXWr2MYVCgRMnTqCoqIhJDdnc/M1nLGrHdTREVBO11O7wUbvjdnEpAODtnw4gsVkIArw9JI6MzLE4qdm/f7/J+szMTCQlJeHw4cN49dVXrRYYkSmCIOCdNccrbXeGB1USkRUcTu0lGhl+YHoG/2FyYNXeHe/cuXOYOnUqlixZgieffBJHjhxB48aNrRkbkRHD03X54kJEtmZqsz6+9jimKi8UzsnJwejRoxEbG4tr167hzz//xJIlS5jQkM3xuAMikorhXZRcOOyYLE5q7ty5g9TUVDRs2BB//vknfv/9d2zYsAEPPfSQLeMjAgB0fW+TqDxjQAuJIiEiV+TnqcKIbuINPE9n35YoGjLH4umnhg0boqCgAKNHj8bzzz8PhUJh8kyoVq1aWTVAoj/P5ODCzUJ9+eWO0RiS0EC6gIjIJU3oHSu6USHxgy04ObMPuC2f47A4qcnOzgYAvPvuu3jvvfdE50CVnwulUCig1WqtHyW5rCKNFoM+3ymqS368uUTREJGrM1xf02TKapyawQ0+HYXFSc25c+dsGQeREUEQEDt1jaiO62iISGrnZvcV3bTQeOo6zE2QMCDSszipiYqKAgBoNBqoVKZ3aM3JybFOVEQwvtPp3Gzepk1E0lMoFNgx8REkzN6orxu7wx19+RIluSrf/fTcc8+Jpp7KXb9+Hd26dbNGTGZt3boVjz/+OCIiIqBQKLBs2TKbfj2SjuGdBV+/3A4KBWeuicgxhPt7YXD7+qK673dfkigaKlflpObixYv45z//Kaq7du0aunXrhtjYWKsFZsqdO3fQunVrzJs3z6Zfh6T13lrx5nqJzULQtUmwRNEQEZmW9kScqJz82zEUFGkkioaAaiQ1q1atwp9//ok333wTAHD16lV069YNcXFx+PHHH60e4P369OmDmTNn4oknnrDp1yHpHLuWj3mbxMcgfDGU2wYQkWMyXOcXl7LO5GwG2UeVdxQODg7GunXr0KlTJwDAihUr8OCDD+K7776DUulYh34XFxejuLhYX87PzwdQti5Io7FeNl1+LWteU06s1f8ijRZ95m4T1Z2a0dPhn1dX//4DfA7Yf9fu/5Gp3dBixmZ9OXriKjQN9UGAtwo7z/0NABjdPQZjHmkkTYA2Zo/vv6XXVgjVTClPnjyJzp07o0ePHvjf//5n9/UOCoUCS5cuxcCBA822SUlJQWpqqlH94sWL4e3tbcPoqDrG7hDn2HMeLgWX0RCRHBRrgX/vqnycYG5CqR2icT6FhYUYNGgQ8vLy4OfnZ7adRUlN7dq1TSYthYWFUKvVcHNz09fdunWrmiFXjSVJjamRmsjISOTk5FT4pFSVRqNBRkYGevToYfbOMGdmjf43nrpOVD6Wkgh3N8ca+TPH1b//AJ8D9p/9z8jIwKS9atwpqXivtuX/ehjNw63398cR2OP7n5+fj6CgoEqTGoumn+bMmWOtuOxKrVZDrVYb1atUKps88ba6rlxUt/+GdzrtmvwovDyNv2+OztW//wCfA/bftfufOfVRo3/QDA345C8cTOkJP0/ne55s+f239LoWJTVDhw6tUTBE5vxjwQ6juhBfTwkiISKqOXMbhN7/z1urlHU4N7svt6mwAYvG98sX2FqqoKCgWsFU5vbt28jMzERmZiaAsl2OMzMzcfHiRZt8PbKtHh9swa7z4ulK7hhMRM7o+IzeorLh5qJkHRYlNbVr19af/WSJunXr4uzZs9UOypw9e/YgPj4e8fHxAIA333wT8fHxSE5OtvrXIusQBAHrj17HrnO3kJ1fhJzbxThz4zZ2nLmJUwYn3DKhISJn5alyw6KXxNtTGE69U81ZNP0kCAK++OIL+Pj4WHRRW93W1a1bN97/LyNanYCGkyz7b4QJDRE5u25NQ9CvVThWHrymr2uQtJKvf1ZkUVJTv359fP755xZfNCwszKUXi1EZSxOaM7N4YAoRuYZ5gx7EyoPiEZpNx7PRPTZEooici0VJzfnz520cBjmT4lItmk5ZU3lDAKfS+sBNycVyROQ6zqf3E009vbRoNw4k94S/NwcDaqrKOwoTVaSwpBTNk9eK6j5/sS16NA+VKCIiIsdjmNi0nr6O01BWII/dzUgWBEEwSmgm923GhIaIyIQDyT1FZS4crjkmNWQVxVqgSXKGqG5Kv2Z4tUuMRBERETk2f28Vlrz2sKiOiU3NMKmhGivV6ozOPPl376b4Z2cmNEREFWkfE4j/Ph8vqmNiU31MaqhGrucXoVnKelFdVKA3/tXNOU+jJSKytsdbRxjVMbGpHosWCh88eNDiC7Zq1arawZC8aHUC2s/aIKr7V7eG+HfvWIkiIiKSJ8OFwwDw24Gr6G8i4SHzLEpqHnjgASgUCgiCUOlZFVptxSeUknPQmdhY7x9t6jKhISKqpnOz+4qOTxjz/X4UFpfiuXb1JYxKXiyafjp37hzOnj2Lc+fO4ZdffkF0dDQ++eQT7N+/H/v378cnn3yChg0b4pdffrF1vOQA7pZoEWOQ0AyM0iJtYAuJIiIikj+FQoFzs8WbkSb9eggFRbbZpd8ZWTRSExUVpf/4mWeewUcffYS+fe898a1atUJkZCSmTp2KgQMHWj1IcizNksUb6/VoFoLuAVclioaIyHkoFAocTu2FltPubY8Rl7IOx2f0hqfKTcLI5KHKC4UPHTqE6Ohoo/ro6GgcPXrUKkGRY9LqBKM535kDW+KTQQ9IExARkRPyUbvjxEzxqd6xUy3bpd3VVTmpadasGWbPno2SkhJ9XUlJCWbPno1mzZpZNThyHKVandEamtT+LfDCw1FmPoOIiKpL7e6GVWM6i+oaJK1ESalOoojkocrHJCxYsACPP/446tWrp7/T6eDBg1AoFPj999+tHiBJT6sT0GjyalHd611iMLRDA2kCIiJyAc0j/JDavwWm/XZEX9dkymqTbXnEQpkqj9S0a9cOZ8+excyZM9GqVSu0atUKaWlpOHv2LNq1a2eLGElC+UUaoxGa17vGYGJfjsoREdmapf88cl+bMtU60LJWrVp47bXXrB0LOZgijRatUtaJ6t7s0QRjHm0sUURERK7nfHo/tJy2FreLSytst3jnRQxq79q3f1f7lO6jR4/i4sWLorU1ANC/f/8aB0XSu1NcihbTxIdTTn2sOV7pZLxInIiIbOtwai98kHESH204pa9zUyqg1Qn68qSlh7B41wWsGN3Z1CVcQpWTmrNnz+KJJ57AoUOH9BvyAdBvysfN9+Tv278uYMqyw6K6FhF+TGiIiCT0Zo8meLNHE6P6+6eeDl/Jx9L9l/FEfD17huYwqrymZuzYsYiOjkZ2dja8vb1x5MgRbN26FW3btsXmzZttECLVhCAIuJp7FzdvF6NIo0VhSSmKNOYTz1GL9xklNON7NcXKMa6b+RMRObLdkxNF5TeWHMDqQ9ckikZaVR6p2bFjBzZu3IigoCAolUoolUp06tQJs2fPxpgxY7B//35bxEnVUFhSiubJaytvWIF1b3RBk1BfK0VERETWFuyrNjpiYcR3+zC8a0Mk9XGto2uqPFKj1Wrh61v2Ry4oKAhXr5btJBsVFYUTJ05YNzqqtuH/21vjhObsrL5MaIiIZMDUEQsLtpzB33dKzHyGc6pyUtOyZUscOHAAANC+fXu8++67+OOPPzB9+nTExMRYPUCqugZJK7HmSFaNrnF2Vl8olRUfXkpERI5DoVDgVFofUV38jAyXSmyqPP00ZcoU3LlzBwAwffp0PPbYY+jcuTMCAwOxZMkSqwdIVWNqr4LvX30YCQ0DK/w8nU6AQoFKT2EnIiLHpXJT4lRaHzS+b8PU+BkZODmzDzzcqzyOITtVTmp69eql/7hRo0Y4fvw4bt26hdq1a/MPooS0OsFokzyg7Ch7S74vHJUhInIOKjclPh4Uj1GL761xbTJlNda/2RWNQnwkjMz2apS2Xb58GZcvX0adOnWY0Eho68kbJhOa8+n9+H0hInJBj7WKwPo3u4rqEj/YggZJKyu8A1buqpzU6HQ6TJ8+Hf7+/oiKikJUVBQCAgIwY8YM6HQ8aMveBsz7Ay9+tUtUl9gslOeAEBG5uEYhPtj4Vlej+tipa9AgaaV+nzlnUuXpp8mTJ+PLL79Eeno6OnbsCADYvn07UlJSUFRUhLS0NKsHScYEQRDdvlcu+bHmeJmb5BEREYCYYB/snpyIh9LWGz0WPXEV3uzRBH6e7mjboA4ahfjAU+UmQZTWU+Wk5uuvv8YXX3whOg6hVatWqFu3Lv71r38xqbGDizcL0eW9TUb1x6b3hpeHvH8giYjIuoJ91Tif3g8fbzyF99edFD32QcZJo/ZyHumvclJz69YtxMYab+YTGxuLW7duWSUoMqbVCegzdytOXr9t8nE5/xASEZHtjXqkMUY90hi/H7iK0d+b3yi3QdJK2f5NqfKamtatW+Pjjz82qv/444/RunVrqwRF92w6no0GSSvRcNIqkwlN58ZBsv3hIyIi+3u8dQS++2f7CtvIdc1NlUdq3n33XfTr1w/r169HQkICgLKjEy5duoRVq4zXeFD1lJTq0GTK6grbHErpCV9PlZ0iIiIiZ9GxkfE/xD/vvYy3fzqgL0dPXCW7/W2qHGnXrl1x8uRJPPHEE8jNzUVubi6efPJJnDhxAp0789BDa7h0q7DChGZ8r6Y4n96PCQ0REVnN023qoV2DOqK6JlNW405xqUQRVV2VR2oAICIiwmhB8OXLl/Haa6/hs88+s0pgruhOcSlaTDN/XpOlG+kRERFVx4/DE7Di4FXRxn0tpq3FgeSe8Pd2/H+kq5XUmHLz5k18+eWXTGqqwdzt2QCQ8UYXNOahkkREZCePtYpAuL8nnpq/Q1/Xevo6LB/ZEa0jA6QLzALymShzUim/HTGb0BxI7smEhoiI7K5NVB2se6OLqG7AvD/wx+kciSKyjNVGaqhqdDoBMSaONgCAD59tjSfi69k5IiIionuahPpi39QeeHBGhr5u8Bc7zbR2x9gd6wAAuyY/ihBfTztEaIwjNRKY8PNBkwlNv7hwnE/vx4SGiIgcQp1aHjid1qdKn/Ptjgs2iqZyFo/UPPnkkxU+npubW9NYXEKDpJUm67kImIiIHJG7mxLn0/uZ/ftl6NFmoTaOyDyLR2r8/f0rfIuKisKLL75oy1gBAPPmzUODBg3g6emJ9u3bY9euXZV/kgMQBMHkD8SPryfwNG0iInJ4lmz0uuilhyRdTGzxSM3ChQttGYdFlixZgjfffBMLFixA+/btMWfOHPTq1QsnTpxASEiIpLH5F56H4sxG4NYpILgphLt/QygphDKgHrQKFR754jSAUAD3khfuBExERHJi6u+WRqPBqlWr0LdvX6hU0t72LauFwh988AFeffVVvPTSSwCABQsWYOXKlfjqq6+QlJRk1L64uBjFxcX6cn5+PoCyb4BGo7FaXKq0IHQDgBP36hS4l764AdiiLvs4oei/eKlPB7zUIcqqMUipvB/O0p+qcvX+A3wO2H/2//73rsYe/bf02gpBJoc7lJSUwNvbGz///DMGDhyorx86dChyc3OxfPlyo89JSUlBamqqUf3ixYvh7e1tlbgEARiYWbVpt1Vxn0Dj7mOVr09ERGQvvQ+NhLq0AABQqAqEh7YARao6uOb/IG74tkSudwOb/H0rLCzEoEGDkJeXBz8/P7PtZJPUXL16FXXr1sWff/6pP3MKAP79739jy5Yt2LnT+DYzUyM1kZGRyMnJqfBJqaqfvvkIgy5Nr/LnaSY79v3+ltJoNMjIyECPHj0kH3qUgqv3H+BzwP6z/07df0GAalawxc1Lh66CUK+dVUPIz89HUFBQpUmNrKafqkqtVkOtVhvVq1Qqq/7gPfPiGCxf1aji+cSSQmBWuDiOtCBgxJ9AaAurxSIlaz+vcuPq/Qf4HLD/7L/T9f/3ccDeqq2pdd84HXjF/JE/1WHp8yqbfWqCgoLg5uaG69evi+qvX7+OsLAwiaKqAg9v4K0TxvXzOwAp/sCxFfaPiYiIyJSCrLK/TVVMaAAAQ3+zfjwWks1IjYeHB9q0aYMNGzbo19TodDps2LABo0aNkjY4S/mGASl5wPtNgNvi5AxLBt/7ePJ1QCXNboxEROTCtBpgRpD5x1PyjKp491M1vfnmmxg6dCjatm2Ldu3aYc6cObhz547+bijZePskUHIHmBVh+vG0/9+4yImmpoiIyIHodMDBJUBxQdk/3Aql+J9rQ9NyARnspyarpObZZ5/FjRs3kJycjKysLDzwwANYs2YNQkOl272w2jxqlWW8uZeAOS1Nt5nf4d7Han9g/CnA3XiNEBERkVmVjb5UZHIWoPKybjw2JKukBgBGjRoln+kmSwRE3hvO+7QLcO2A6XbFecDM+zYYVLoDyTdtHx8REclT7kVgTlz1PveVDCDSuncw2YPskhqn9vrWsvcF14H/NKm4ra60bBEXAIw/A9SqZhZORETORacDpteu/uebWDcjF0xqHJFv6L0fqm8GAGc3V9z+vYZl74f/AYSZmcoiIiLnV/7PrjlhrYBnFgGBDe0Sjr0xqXF0LxrslHz9SFmic+eGcdsFHcvej9kP1ImxfWxEROQYTOyFpjf+LFAr0L7xSIRJjdyEtgDGny77+NDPwC+vGLf5KL7s/ZClQMNH7BcbERHZn7nRGZmui6kJJjVyFvd02VtBFvCfpsaP/++JsvctnwL6fQDcOA5c3gP4hJTdxqctAQpvAQd/ANw9yxYfJ4wE4l+wbz+IiKhi2lJgRhVGW2S8LqYmmNQ4g/JN/UpLgJkmzuc4/EvZmyWWjyx7A1z2l4KIyKFUtk7mfi401WQKkxpn4u7x/8lNsfj27+oq/0VickNEZH+CAKQGWN6er9VMapySu7rsh7uqvxDmpPgDXf4NPDK55tciIqLKHfgBWPq6cf0r6wFPP+DCH8CuL8o+HrYSULrZP0YHxKTGmSkU1cvcN8wAtr0vrtv6btnb1JuAG39siIhsxtx00/2v58FNgbYv2yceGZHNKd1kR49OLfvlCTWxE+WMQOCXf9o/JiIiZ7djnumEZvQ+Ti1ZiP9yk3kjtpuewjr0U9nb6H1Ou4ETEZFdmRudkclBko6CIzVUsfIprDeOGj/23wfLfhF1WvvHRUTkDATBdELz2Idlr71MaKqESQ1Zxr+u2eFP1exQBBYct3NAREQyV3Dd9M0c03K5XqaamNRQ1aTkAcm3jKo7nZ4FVRoP1SQissjW900fXMzRmRrhmhqqOqVb2S/e+hRg+4fix7i3DRFRxUxNN720GojqYP9YnAxHaqj6ElOAyVmmH0vxL5srJiKiMsW3TSc0U28yobESJjVUMyovaCbnYGf0WOPHUgOABZ3tHhIRkcO5fhSYXde4PvkW9/6yIj6TZBVZAW2gmZxjvK4m62DF55ZwmoqInMneRcDvBv/k+YQCt6+L69T+wMSLdgvLVTCpIetKySs7AXx2PQvb+wNTcwA3lW3jIiKyMbM3SxgmNG+dKDuImKyO009kfWrfqo3AzAgClg63XTxERDY2YP+LljWclsuExoaY1JDtpOQBbxwxrg9sBPiGi+sOfF82aqMttU9sRETWoNNZvp3F1Ju8XdvGOP1EtuVfz/yoTWkxMDNEXDcjsOyOKpWX7WMjIqqJ3IvAHBNn5HGtoGQ4UkPScVeb/uVPCwO+6m3/eIiILPV+U6OERtsjjQmNxJjUkPRS8oDXt4nrLu6o+K4pIiKppPgDt8V7dK1t8SF07V6XKCAqx6SGHEN4K2DiZeP6FH9Ap7N/PEREhswcPqmZdANFHoESBESGmNSQ4zB319T02sDJdfaPh4ioXGmx6cMneVaTQ2FSQ44nJQ9o0kdct/gZILW2NPEQkWvLOWV8U4NnANfPOCAmNeSYBv1gPB0l6LjOhojsa/GzwMdtxXUvrQGSLkgTD1WISQ05LrVv2UZVhlL8gVvn7B4OEbmYr3oDJ9eI6yZfB6ISpImHKsWkhhybQmF6iPejBwCtxu7hEJGLSPEvuwvzftNyAZWnJOGQZbj5HslDSl7Zf033v8jMqGAXz+RbgNLN9nERkbxteRc4shRo+zLgXQfwqwt81cu4HdfPyAKTGpKPl9eU3VJp6g4EQ9Pr8KBMIjKvKA9Ir3+vvOpt822Z0MgGp59IXhSKsmMULDEjCLiaadNwiEiGbpwQJzQVYUIjK0xqSH5UXqZfaGoFA74R4rrPugKfdLBPXETk+FL8gXntKm83cAETGhni9BPJl7kXnOLbwOy698rZR8peyPgCReTaTG0JwfV3ToUjNeR81D5A8t/G9dzjhsh1mfr9n3KDCY2TYVJDzkmpND0yk+JfttiYiFyDmfOakJIHuHvYPx6yKdkkNWlpaejQoQO8vb0REBAgdTgkF6YSm9QAIO+K3UMhIjvT6cyf10ROSTZJTUlJCZ555hmMGDFC6lBIblLygFcyxHUfNge2vi9NPERkezpd2WG4hpjQODXZJDWpqal44403EBcXJ3UoJEeR7YzPkto4g+tsiJzR3xeME5onPmVC4wKc+u6n4uJiFBcX68v5+fkAAI1GA43Gelvsl1/LmteUE9n0X+kJTLwO1exQcX2KPzSTc6p9Wdn034Zc/Tlg/x2o/yW3oZrbSlRVOmA+hOZPATaKz6H6LwF79N/SaysEQV6rJhctWoRx48YhNze30rYpKSlITU01ql+8eDG8vb1tEB3JxYD9LxrVLX/g67LN/YhIlgILjqHT6dmiulVx86FxryVRRGQthYWFGDRoEPLy8uDn52e2naRJTVJSEt55550K2xw7dgyxsbH6clWSGlMjNZGRkcjJyanwSakqjUaDjIwM9OjRAyqV623LL9f+q9KMz47SvH2u7HTwKpBr/63J1Z8D9l/6/iuOr4D7L8PEcSVdBdxsf4eTI/RfSvbof35+PoKCgipNaiSdfnrrrbcwbNiwCtvExMRU+/pqtRpqtdqoXqVS2eSJt9V15UJ2/U/JA2ZHAsX5+irV+9FA0kXg9g3g7i3gj7nArbPA7etAn3eBuKfNXk52/bcBV38O2H+J+r/vG+C30eK65L+hUtp32Si//7brv6XXlTSpCQ4ORnBwsJQhkKubeAkoyAL+0/RenbkzYX55pextWi6nqYiksOvzig+eLMffUZclm7ufLl68iMzMTFy8eBFarRaZmZnIzMzE7du3pQ6N5M43DBh/1vL2qQHcwI/I3janM6GhSskmqUlOTkZ8fDymTZuG27dvIz4+HvHx8dizZ4/UoZEzqBVo+mgFc5jYENnP8lHA5tmVt2NC4/Jkc0v3okWLsGjRIqnDIGdm7miFcifXAYufuVdODQCG/wEENjX7KURUQx80B/INdgDnfjNkhmxGaogk16Qn8PpWcd2CjlAcXSpNPETOLsWfCQ1VCZMaoqoIbw1Mvi6qcl/6KoIKjkgUEJGTMncIJVEFmNQQVZXKs2zu/j4dT79jct8bIqoGJjRUTUxqiKpDoTBKbAAAXyTaPRQip8KEhmqASQ1RdZlKbC7v5iGZRNXFhIZqiEkNUU0oFKYPw2RiQ1Q1TGjICpjUEFnB8vhvjCtT/LmXDZElDBOaHjOY0FC1MKkhshKTIzapAXaPg0g2SgqNE5r+HwMdx0gTD8kekxoia0rJAzwMTvm+f8RGpy37mCM45OoEAZgVLq576kvgwSHSxENOQTY7ChPJxqTLZdu67//fvTpzIzaj9gJBjewSFpEktKXAjMDK2728Dqjf3vbxkFPjSA2RLQz4GHjy88rbfdwGyLts+3iIpKDVWJbQJF1iQkNWwaSGyFZa/QMYs7/ydh+2AC7+Zft4iOxJcxeYYcGGlG8cBTz9bB8PuQROPxHZUp0Y03dxaIqAtNB75a96ASN3AcE8HJOcwPUjwPwO4rqkS4BHLUDpVraehqdpkw1wpIZICipPYKrB3VLz2gGHfpYmHiJrKbxlnNCM2lM2GqN0KyszoSEbYVJDJBU3lfEozi+vcOM+ki3FlX3Au9HiyqSLQFBjaQIil8Okhkhqps6QYmJDMhPx919wX9RTXJn8N+DJn2WyHyY1RFIzdzgmExuSCeVf8/DQ+U/Elcm3ACX/xJB98SeOyBEoFKYXFDOxIUe363O4bZgmrpty4976GSI7YlJD5EjMJTbcgZgcUYo/sOptcd20XMDdQ5JwiJjUEDkaU4lNagATG3Is3z5lVKWZdIN3NpGkmNQQOaKUPCAsTlyXGgAU8eRicgCb04HT60VVyx9YxISGJMekhshRDd8OdDYY2k+vX7aXTd4V4NOuZcP/5W86nTRxkmtZ/BywebaoSjM5B1DwzwlJjzsKEzmyR6cC4a2BH+87ufiXV0y3nV4bmHS1bNdWopramAZsfbfydil5gEZj+3iILMDUmsjRNe8PvH3asrazIoDSYtvGQ85v2b8sS2hMbUVAJCEmNURy4BMMTL1pWduZIcDdv20bDzmvGcFA5neVt0vJ4xoacjicfiKSCzf3ssSm5DbgFSB+LPcSMKflvfI7DYAXfgUaPWrPCEnutrwHaEvEdeV34/EQSpIBjtQQyYmbu3FCAwABkcDr28R13z4J3Dpnl7DICXzdH9g0U1x3//QSExqSASY1RM4ivFXZQuH7ffQAcPOMJOGQjCzsC5zbIq7j9BLJEJMaImfiUQuYmiOu+++DQEqAJOGQDKT4Axf+MKjjfkgkT0xqiJyNm6rsdGQRAfj+eUnCIQf2aRfjOiY0JGNMaoickVIJTMkW151YxQMy6Z53ooFrB8R1TGhI5pjUEDkrdzVP/ibTUvyBu7cM6pjQkPwxqSFydqY2SGNi47pMfe+Z0JCTYFJD5OwUCo7YUBlT33Oj9VdE8sWkhshVmEtsBKHsY0EAdFr7xkT2Y26ERsk/A+Q8uKMwkStJyTP+45YaYLrtlBuAu4fNQyIrKrwFvBttWVtOOZETYopO5GpS8oDAxpW3mxl8bxSHHN+l3UxoyOUxqSFyRaP3AE8vrLxdagCguWvzcKiGiguALxMta8uEhpyYLKafzp8/jxkzZmDjxo3IyspCREQEXnjhBUyePBkeHhweJ6qWlk8CzQfe2wq//P2xFcCSwffapYUBk68DKk+7h0gWKL4NzK4nrpt0DfDwliYeIgnJYqTm+PHj0Ol0+PTTT3HkyBF8+OGHWLBgASZNmiR1aETyplSWJTP3n/HT7DHglfXidmmhwJlN9o2NKqctBWbXFdclXWJCQy5LFklN7969sXDhQvTs2RMxMTHo378/3n77bfz6669Sh0bknCIfAoYbnAf0v4HA8ZWShEMmXPwLmBEorptwAfD0kyYeIgcgi+knU/Ly8lCnTp0K2xQXF6O4uFhfzs/PBwBoNBpoNBqrxVJ+LWteU07Yfyftf2BTYOxRqOY2v1f3wyDoYh6F9vkloqZO+xxYyO79L7wF1Ve9xDG8dRZwrwVI8D3g95/9v/+9Lb9GZRSCIL/bG06fPo02bdrg/fffx6uvvmq2XUpKClJTU43qFy9eDG9vDs8SWUTQYUDmMKPq5fHf2D8Wgl/hRXQ/MUVUtzJuPkrda0kUEZHtFRYWYtCgQcjLy4Ofn/nRSEmTmqSkJLzzzjsVtjl27BhiY2P15StXrqBr167o1q0bvvjiiwo/19RITWRkJHJycip8UqpKo9EgIyMDPXr0gEqlstp15YL9d4H+67RQzQ41qtZMzil77wrPQQXs1v/so1B9Lj5ZW5N0rexkdgnx+8/+27r/+fn5CAoKqjSpkXT66a233sKwYcMqbBMTE6P/+OrVq+jevTs6dOiAzz77rNLrq9VqqNVqo3qVSmWTJ95W15UL9t+Z+68yuXGfKi1IdIuwcz8HlbNp/4+vAn54Xlw3ai9Uno4z6szvP/tvq/5bel1Jk5rg4GAEBwdb1PbKlSvo3r072rRpg4ULF0LJrb2J7M/UjsQp/sD/j9iQjZxYbZzQcMdnIiOyyAyuXLmCbt26oX79+nj//fdx48YNZGVlISsrS+rQiFyPic3bVGlBgKCTIBgXcGo98P1z4jomNEQmyeLup4yMDJw+fRqnT59GvXriTaZkuM6ZSP5S8oDPugNX9+mrBmQOg+ahrUDd1mUVpSVlaz3u3wOHqubUeuC7p8R103L5nBKZIYukZtiwYZWuvSEiO3ttE7B8JLD/W32V4SJWEW7Pb97VTOCzrpW3Y0JDVCFZTD8RkYMaMA8YscOytin+PCDTlG3/sSyhSf6bCQ1RJZjUEFHNhDaHZlK2ZW1TA5jY3G/bf4AN0ytvl3yr7EgLIqqQLKafiMjBKZRYHv8N+vbtW3brpU5374/wT8OAI0vvtU0NKBt1cPU/0tcOGic0ybcApVvZx4LAkRmiKnLxVxUison7E5ZnFgEPDBY/Pr122UJiV3VxJ/BpZ3FdSt69hAZgQkNUDUxqiMj2Bn4CxD0jrpsZXLb/iqvZ8xXwVU9xHRdRE1kFkxoiso+nvgCe+15c9/1zZXdQuYrDvwIr3hDXJf8tTSxETohJDRHZT2xfYEymuG7/t8BH8ZKEY1c7PgF+fklcl3SJa4uIrIi/TURkX3WigcnXxXW3zhofv+BMfn4ZWDtRXDctF/C03sG6RMSkhoikoPIs+6NuyBkTmy3vAYd/EddxEz0im2BSQ0TSUChML5BN8QdKi+0fjy18PwjYNFNcl5LHhIbIRpjUEJG0TCU2M0OAkkL7x2JN0wOBEyvFdbzLicimmNQQkfRS8oCEUeK6WeHAD4NNt3d0nz8C6ErFdUxoiGyOOwoTkWPolQZ0GQ+8E3Wv7vgK0+ts6rYBXt1ov9hM0WqAGUEAABWAAQCw30xbJjREdsGRGiJyHF4BwIQLlbe7slf6RcX/n9BUigkNkd0wqSEix+IVYHkiIFViY+nXZUJDZFecfiIix2QuITBMKFL87Zs8GH793u9A02oQNq34Ed17PQaVhyeg8gbcPewXExEB4EgNEcmNudvAdTrbfl2dzjihafEE8PBwQOWFu+pgwDuwbKSJCQ2RJJjUEJH8pOQBtaPFddNrA/v+Z7uvOb22uDxsVdkJ5ETkMJjUEJE8jc0EXlwurvttlPXX2WiKjK/ZYwbQoKN1vw4R1RiTGiKSr5huQNJF43prJjZpoeLy0BVAxzHWuz4RWQ2TGiKSN08zC4VT/IG7udW/rk5rnBw9+y0Q3bn61yQim2JSQ0TOwVRi804UcHlv1a+l0wLT64jrJl4Bmj1evdiIyC6Y1BCR80jJAx4wOFrhi0eATxIsv4amyDiheepLQO1T8/iIyKaY1BCRcxn4CTDpmrgu+6jl62wM19C8tBqIe9o6sRGRTTGpISLn4+ENJP9tXG8qsdFpgeLbwJlNxo+/vg2I6mCbGInI6rijMBE5J6WybDrK1A7ElnjjCOBfz/pxEZHNcKSGiJxbSh7QM61qn/PCL0xoiGSISQ0ROb8Oo4AROyxr+/JaoFGibeMhIpvg9BMRuYbQ5jw1m8jJcaSGiIiInAKTGiIiInIKTGqIiIjIKTCpISIiIqfApIaIiIicApMaIiIicgpMaoiIiMgpMKkhIiIip8CkhoiIiJyCbJKa/v37o379+vD09ER4eDiGDBmCq1evSh0WEREROQjZJDXdu3fHjz/+iBMnTuCXX37BmTNn8PTTT0sdFhERETkI2Zz99MYbb+g/joqKQlJSEgYOHAiNRgOVSmXyc4qLi1FcXKwv5+fnAwA0Gg00Go3VYiu/ljWvKSfsv2v3H+BzwP6z//e/dzX26L+l11YIgiDYLAobuXXrFkaMGIErV65g+/btZtulpKQgNTXVqH7x4sXw9va2ZYhERERkJYWFhRg0aBDy8vLg5+dntp2skpoJEybg448/RmFhIR5++GGsWLECgYGBZtubGqmJjIxETk5OhU9KVWk0GmRkZKBHjx5mR42cGfvv2v0H+Byw/+w/+2/b/ufn5yMoKKjSpEbS6aekpCS88847FbY5duwYYmNjAQDjx4/HK6+8ggsXLiA1NRUvvvgiVqxYAYVCYfJz1Wo11Gq1vlyev929e9eqT7xGo0FhYSHu3r2L0tJSq11XLth/1+4/wOeA/Wf/2X/b9v/u3bsA7v0dN0fSkZobN27g5s2bFbaJiYmBh4eHUf3ly5cRGRmJP//8EwkJCRZ9vfLPISIiIvm5dOkS6tWrZ/ZxSUdqgoODERwcXK3P1el0ACCaXqpMREQELl26BF9fX7OjO9VRPq116dIlq05ryQX779r9B/gcsP/sP/tv2/4LgoCCggJERERU2E4Wdz/t3LkTu3fvRqdOnVC7dm2cOXMGU6dORcOGDS0epQEApVJZYYZXU35+fi75A12O/Xft/gN8Dth/9p/9t13//f39K20ji31qvL298euvv+LRRx9F06ZN8corr6BVq1bYsmWLaM0MERERuS5ZjNTExcVh48aNUodBREREDkwWIzWOTq1WY9q0aS47asT+u3b/AT4H7D/7z/47Rv9ltU8NERERkTkcqSEiIiKnwKSGiIiInAKTGiIiInIKTGqIiIjIKTCpsYJ58+ahQYMG8PT0RPv27bFr1y6pQ6qx2bNn46GHHoKvry9CQkIwcOBAnDhxQtSmqKgII0eORGBgIHx8fPDUU0/h+vXrojYXL15Ev3794O3tjZCQEIwfP16WZ6Okp6dDoVBg3Lhx+jpn7/+VK1fwwgsvIDAwEF5eXoiLi8OePXv0jwuCgOTkZISHh8PLywuJiYk4deqU6Bq3bt3C4MGD4efnh4CAALzyyiu4ffu2vbtSZVqtFlOnTkV0dDS8vLzQsGFDzJgxQ3TujLP1f+vWrXj88ccREREBhUKBZcuWiR63Vn8PHjyIzp07w9PTE5GRkXj33Xdt3TWLVNR/jUaDCRMmIC4uDrVq1UJERARefPFFXL16VXQNZ+2/oeHDh0OhUGDOnDmieofov0A18sMPPwgeHh7CV199JRw5ckR49dVXhYCAAOH69etSh1YjvXr1EhYuXCgcPnxYyMzMFPr27SvUr19fuH37tr7N8OHDhcjISGHDhg3Cnj17hIcffljo0KGD/vHS0lKhZcuWQmJiorB//35h1apVQlBQkDBx4kQpulRtu3btEho0aCC0atVKGDt2rL7emft/69YtISoqShg2bJiwc+dO4ezZs8LatWuF06dP69ukp6cL/v7+wrJly4QDBw4I/fv3F6Kjo4W7d+/q2/Tu3Vto3bq18Ndffwnbtm0TGjVqJDz//PNSdKlK0tLShMDAQGHFihXCuXPnhJ9++knw8fER5s6dq2/jbP1ftWqVMHnyZOHXX38VAAhLly4VPW6N/ubl5QmhoaHC4MGDhcOHDwvff/+94OXlJXz66af26qZZFfU/NzdXSExMFJYsWSIcP35c2LFjh9CuXTuhTZs2oms4a//v9+uvvwqtW7cWIiIihA8//FD0mCP0n0lNDbVr104YOXKkvqzVaoWIiAhh9uzZEkZlfdnZ2QIAYcuWLYIglP2Sq1Qq4aefftK3OXbsmABA2LFjhyAIZb8kSqVSyMrK0reZP3++4OfnJxQXF9u3A9VUUFAgNG7cWMjIyBC6du2qT2qcvf8TJkwQOnXqZPZxnU4nhIWFCe+9956+Ljc3V1Cr1cL3338vCIIgHD16VAAg7N69W99m9erVgkKhEK5cuWK74K2gX79+wssvvyyqe/LJJ4XBgwcLguD8/Tf8o2at/n7yySdC7dq1RT//EyZMEJo2bWrjHlVNRX/Uy+3atUsAIFy4cEEQBNfo/+XLl4W6desKhw8fFqKiokRJjaP0n9NPNVBSUoK9e/ciMTFRX6dUKpGYmIgdO3ZIGJn15eXlAQDq1KkDANi7dy80Go2o77Gxsahfv76+7zt27EBcXBxCQ0P1bXr16oX8/HwcOXLEjtFX38iRI9GvXz9RPwHn7/9vv/2Gtm3b4plnnkFISAji4+Px+eef6x8/d+4csrKyRP339/dH+/btRf0PCAhA27Zt9W0SExOhVCqxc+dO+3WmGjp06IANGzbg5MmTAIADBw5g+/bt6NOnDwDn778ha/V3x44d6NKlCzw8PPRtevXqhRMnTuDvv/+2U2+sIy8vDwqFAgEBAQCcv/86nQ5DhgzB+PHj0aJFC6PHHaX/TGpqICcnB1qtVvRHCwBCQ0ORlZUlUVTWp9PpMG7cOHTs2BEtW7YEAGRlZcHDw0P/C13u/r5nZWWZfG7KH3N0P/zwA/bt24fZs2cbPebs/T979izmz5+Pxo0bY+3atRgxYgTGjBmDr7/+GsC9+Cv62c/KykJISIjocXd3d9SpU8fh+5+UlITnnnsOsbGxUKlUiI+Px7hx4zB48GAAzt9/Q9bqr5x/J+5XVFSECRMm4Pnnn9cf4Ojs/X/nnXfg7u6OMWPGmHzcUfovi7OfSFojR47E4cOHsX37dqlDsZtLly5h7NixyMjIgKenp9Th2J1Op0Pbtm0xa9YsAEB8fDwOHz6MBQsWYOjQoRJHZ3s//vgjvvvuOyxevBgtWrRAZmYmxo0bh4iICJfoP5mn0Wjwj3/8A4IgYP78+VKHYxd79+7F3LlzsW/fPigUCqnDqRBHamogKCgIbm5uRne8XL9+HWFhYRJFZV2jRo3CihUrsGnTJtSrV09fHxYWhpKSEuTm5ora39/3sLAwk89N+WOObO/evcjOzsaDDz4Id3d3uLu7Y8uWLfjoo4/g7u6O0NBQp+5/eHg4mjdvLqpr1qwZLl68COBe/BX97IeFhSE7O1v0eGlpKW7duuXw/R8/frx+tCYuLg5DhgzBG2+8oR+1c/b+G7JWf+X8OwHcS2guXLiAjIwM/SgN4Nz937ZtG7Kzs1G/fn396+GFCxfw1ltvoUGDBgAcp/9MamrAw8MDbdq0wYYNG/R1Op0OGzZsQEJCgoSR1ZwgCBg1ahSWLl2KjRs3Ijo6WvR4mzZtoFKpRH0/ceIELl68qO97QkICDh06JPpBL38hMPyD6WgeffRRHDp0CJmZmfq3tm3bYvDgwfqPnbn/HTt2NLqF/+TJk4iKigIAREdHIywsTNT//Px87Ny5U9T/3Nxc7N27V99m48aN0Ol0aN++vR16UX2FhYVQKsUvj25ubtDpdACcv/+GrNXfhIQEbN26FRqNRt8mIyMDTZs2Re3ate3Um+opT2hOnTqF9evXIzAwUPS4M/d/yJAhOHjwoOj1MCIiAuPHj8fatWsBOFD/rbbk2EX98MMPglqtFhYtWiQcPXpUeO2114SAgADRHS9yNGLECMHf31/YvHmzcO3aNf1bYWGhvs3w4cOF+vXrCxs3bhT27NkjJCQkCAkJCfrHy29p7tmzp5CZmSmsWbNGCA4OlsUtzabcf/eTIDh3/3ft2iW4u7sLaWlpwqlTp4TvvvtO8Pb2Fr799lt9m/T0dCEgIEBYvny5cPDgQWHAgAEmb/GNj48Xdu7cKWzfvl1o3Lixw97SfL+hQ4cKdevW1d/S/euvvwpBQUHCv//9b30bZ+t/QUGBsH//fmH//v0CAOGDDz4Q9u/fr7+7xxr9zc3NFUJDQ4UhQ4YIhw8fFn744QfB29vbIW5prqj/JSUlQv/+/YV69eoJmZmZotfE++/kcdb+m2J495MgOEb/mdRYwX//+1+hfv36goeHh9CuXTvhr7/+kjqkGgNg8m3hwoX6Nnfv3hX+9a9/CbVr1xa8vb2FJ554Qrh27ZroOufPnxf69OkjeHl5CUFBQcJbb70laDQaO/fGOgyTGmfv/++//y60bNlSUKvVQmxsrPDZZ5+JHtfpdMLUqVOF0NBQQa1WC48++qhw4sQJUZubN28Kzz//vODj4yP4+fkJL730klBQUGDPblRLfn6+MHbsWKF+/fqCp6enEBMTI0yePFn0B8zZ+r9p0yaTv/NDhw4VBMF6/T1w4IDQqVMnQa1WC3Xr1hXS09Pt1cUKVdT/c+fOmX1N3LRpk/4aztp/U0wlNY7Qf4Ug3LdFJhEREZFMcU0NEREROQUmNUREROQUmNQQERGRU2BSQ0RERE6BSQ0RERE5BSY1RERE5BSY1BAREZFTYFJDREREToFJDRFJatiwYRg4cKDdv+6iRYugUCigUCgwbtw4iz5n2LBh+s9ZtmyZTeMjoqpzlzoAInJeCoWiwsenTZuGuXPnQqqNzf38/HDixAnUqlXLovZz585Feno6wsPDbRwZEVUHkxoisplr167pP16yZAmSk5NFp3/7+PjAx8dHitAAlCVdYWFhFrf39/eHv7+/DSMioprg9BMR2UxYWJj+zd/fX59ElL/5+PgYTT9169YNo0ePxrhx41C7dm2Ehobi888/x507d/DSSy/B19cXjRo1wurVq0Vf6/Dhw+jTpw98fHwQGhqKIUOGICcnp8oxf/LJJ2jcuDE8PT0RGhqKp59+uqZPAxHZCZMaInI4X3/9NYKCgrBr1y6MHj0aI0aMwDPPPIMOHTpg37596NmzJ4YMGYLCwkIAQG5uLh555BHEx8djz549WLNmDa5fv45//OMfVfq6e/bswZgxYzB9+nScOHECa9asQZcuXWzRRSKyAU4/EZHDad26NaZMmQIAmDhxItLT0xEUFIRXX30VAJCcnIz58+fj4MGDePjhh/Hxxx8jPj4es2bN0l/jq6++QmRkJE6ePIkmTZpY9HUvXryIWrVq4bHHHoOvry+ioqIQHx9v/Q4SkU1wpIaIHE6rVq30H7u5uSEwMBBxcXH6utDQUABAdnY2AODAgQPYtGmTfo2Oj48PYmNjAQBnzpyx+Ov26NEDUVFRiImJwZAhQ/Ddd9/pR4OIyPExqSEih6NSqURlhUIhqiu/q0qn0wEAbt++jccffxyZmZmit1OnTlVp+sjX1xf79u3D999/j/DwcCQnJ6N169bIzc2teaeIyOY4/UREsvfggw/il19+QYMGDeDuXrOXNXd3dyQmJiIxMRHTpk1DQEAANm7ciCeffNJK0RKRrXCkhohkb+TIkbh16xaef/557N69G2fOnMHatWvx0ksvQavVWnydFStW4KOPPkJmZiYuXLiAb775BjqdDk2bNrVh9ERkLUxqiEj2IiIi8Mcff0Cr1aJnz56Ii4vDuHHjEBAQAKXS8pe5gIAA/Prrr3jkkUfQrFkzLFiwAN9//z1atGhhw+iJyFoUglRbeRIRSWjRokUYN25ctdbLKBQKLF26VJLjHYjIPI7UEJHLysvLg4+PDyZMmGBR++HDh0u6AzIRVYwjNUTkkgoKCnD9+nUAZdNOQUFBlX5OdnY28vPzAQDh4eEWnxlFRPbBpIaIiIicAqefiIiIyCkwqSEiIiKnwKSGiIiInAKTGiIiInIKTGqIiIjIKTCpISIiIqfApIaIiIicApMaIiIicgr/B6fP9VjLyoZMAAAAAElFTkSuQmCC", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Normal forces\n", + "(data[\"normal_topBottom\"]/1000).plot()\n", + "(data[\"normal_leftRight\"]/1000).plot()\n", + "((data[\"normal_topBottom\"]+data[\"normal_leftRight\"])/2000).plot()\n", + "plt.legend(['N1','N2','N_average'])\n", + "plt.ylabel('Normal force [kN]')\n", + "plt.xlabel('Time [s]')\n", + "plt.grid()\n", + "\n", + "# Moment\n", + "plt.figure()\n", + "(data[\"moment_x\"]/1000).plot()\n", + "(data[\"moment_y\"]/1000).plot()\n", + "plt.legend(['Mx','My'])\n", + "plt.ylabel('Moment [kN*m]')\n", + "plt.xlabel('Time [s]')\n", + "plt.grid()\n", + "\n", + "# Blade load\n", + "plt.figure()\n", + "(data[\"moment_y\"]/(blade_span*1000)).plot()\n", + "(data[\"moment_x\"]/(blade_span*1000)).plot()\n", + "plt.legend(['Px','Py'])\n", + "plt.ylabel('Load [kN]')\n", + "plt.xlabel('Time [s]')\n", + "plt.grid()\n", + "\n", + "# Torsion\n", + "plt.figure()\n", + "(data[\"torsion_top\"]/1000).plot()\n", + "(data[\"torsion_bottom\"]/1000).plot()\n", + "(data[\"torsion_left\"]/1000).plot()\n", + "(data[\"torsion_right\"]/1000).plot()\n", + "(data[\"torsion_mean\"]/1000).plot()\n", + "plt.legend([\"T1\", \"T2\", \"T3\", \"T4\", \"T_average\"])\n", + "plt.ylabel('Torsion [kN*m]')\n", + "plt.xlabel('Time [s]')\n", + "plt.grid()" + ] + } + ], + "metadata": { + "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": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}

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In the experimental campaign, the turbine blade is mounted to a vertical wall and a known load is applied near the blade tip causing shear forces, bending moments, and torsion at the blade root. Note that the horizontal profiles of shear and bending moment, below, are simplified illustrations for the case of a uniform, cantilevered beam.\n", + "\n", + "