228 lines
99 KiB
Plaintext
228 lines
99 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 3,
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"metadata": {},
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"outputs": [],
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"source": [
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"import os\n",
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"import sys\n",
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"\n",
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"import matplotlib.pyplot as plt\n",
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"import numpy as np\n",
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"from mpl_toolkits import mplot3d\n",
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"from Turbinen_class_file import Turbine\n",
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"\n",
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"#importing pressure conversion function\n",
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"current = os.path.dirname(os.path.realpath('messy.ipynb'))\n",
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"parent = os.path.dirname(current)\n",
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"sys.path.append(parent)\n",
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"from functions.pressure_conversion import pressure_conversion"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 4,
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"Turbine has the following attributes: \n",
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"----------------------------- \n",
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"Type = Generisch \n",
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"Nominal flux = 0.85 m³/s \n",
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"Nominal pressure = 10.6 bar\n",
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"Nominal LA = 100.0 % \n",
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"Closing time = 1 s \n",
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"Current flux = -inf m³/s \n",
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"Current pipe pressure = -inf bar \n",
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"Current LA = -inf % \n",
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"Simulation timestep = 1 s \n",
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"----------------------------- \n",
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"\n"
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]
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}
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],
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"source": [
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"Q_nenn = 0.85\n",
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"p_nenn = pressure_conversion(10.6,'bar','Pa')\n",
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"Test_1 = Turbine(Q_nenn,p_nenn,1,1,'bar')\n",
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"Test_1.get_info(full=True)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 5,
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"metadata": {},
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"outputs": [],
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"source": [
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"n_p = 201\n",
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"n_LA = 201\n",
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"\n",
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"ps = np.linspace(0,2*Test_1.p_n,n_p,endpoint=True)\n",
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"LAs = np.linspace(0,1,n_LA,endpoint=True)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"metadata": {},
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"outputs": [
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{
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"data": {
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"text/plain": [
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"Text(0.5, 0, 'Q [m³/s]')"
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]
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},
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"execution_count": 6,
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"metadata": {},
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"output_type": "execute_result"
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},
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{
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"data": {
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"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 432x288 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"Q_mat = np.empty([n_LA,n_p])\n",
|
|
"\n",
|
|
"pp,ll = np.meshgrid(ps,LAs)\n",
|
|
"\n",
|
|
"for i in range(n_p):\n",
|
|
" for j in range(n_LA):\n",
|
|
" Test_1.set_pressure(pp[i,j])\n",
|
|
" Test_1.set_LA(ll[i,j],display_warning=False)\n",
|
|
" Q_mat[i,j] = Test_1.get_current_Q()\n",
|
|
"\n",
|
|
"fig1 = plt.figure()\n",
|
|
"ax1 = plt.axes(projection='3d')\n",
|
|
"\n",
|
|
"ax1.plot_surface(pp, ll, Q_mat,cmap='viridis', edgecolor='none')\n",
|
|
"ax1.set_xlabel('P [Pa]')\n",
|
|
"ax1.set_ylabel('LA')\n",
|
|
"ax1.set_zlabel('Q [m³/s]')\n"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"(0.0, 1.275)"
|
|
]
|
|
},
|
|
"execution_count": 7,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": "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",
|
|
"text/plain": [
|
|
"<Figure size 432x288 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"LA_test = 0.1\n",
|
|
"LA_index = int(np.argmin(abs(LAs-LA_test)))\n",
|
|
"LA_test2 = LAs[LA_index]\n",
|
|
"\n",
|
|
"fig = plt.figure()\n",
|
|
"plt.plot(ps,Q_mat[LA_index,:])\n",
|
|
"plt.xlabel('p [PA]')\n",
|
|
"plt.ylabel('Q [m³/s]')\n",
|
|
"plt.title('LA = '+ str(100*LA_test2) + ' [%]')\n",
|
|
"plt.ylim([0,1.5*Q_nenn])"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 8,
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"(0.0, 1.275)"
|
|
]
|
|
},
|
|
"execution_count": 8,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 432x288 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"p_test = pressure_conversion(20.,'bar','Pa')\n",
|
|
"p_index = int(np.argmin(abs(ps-p_test)))\n",
|
|
"p_test2 = ps[p_index]\n",
|
|
"\n",
|
|
"fig = plt.figure()\n",
|
|
"plt.plot(LAs,Q_mat[:,p_index])\n",
|
|
"plt.xlabel('LA [-]')\n",
|
|
"plt.ylabel('Q [m³/s]')\n",
|
|
"plt.title('P = '+ str(p_test2) + ' [Pa]')\n",
|
|
"plt.ylim([0,1.5*Q_nenn])"
|
|
]
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": "Python 3.8.13 ('Georg_DT_Slot3')",
|
|
"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": "3.8.13"
|
|
},
|
|
"orig_nbformat": 4,
|
|
"vscode": {
|
|
"interpreter": {
|
|
"hash": "84fb123bdc47ab647d3782661abcbe80fbb79236dd2f8adf4cef30e8755eb2cd"
|
|
}
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 2
|
|
}
|