{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Model setup XBeach 2D\n", "\n", "Setup a 2D XBeach model with the Python toolbox " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\Users\\ridde_mo\\AppData\\Local\\anaconda3\\envs\\py38\\lib\\site-packages\\scipy\\__init__.py:146: UserWarning: A NumPy version >=1.16.5 and <1.23.0 is required for this version of SciPy (detected version 1.23.5\n", " warnings.warn(f\"A NumPy version >={np_minversion} and <{np_maxversion}\"\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "**no xbTools installation found in environment, adding parent path of notebook to see if it works\n" ] } ], "source": [ "# import default modules\n", "import numpy as np\n", "from scipy import interpolate\n", "import matplotlib.pyplot as plt\n", "from mpl_toolkits.mplot3d import axes3d, Axes3D \n", "from matplotlib import cm\n", "import sys\n", "import os\n", "\n", "# method to import xbtools with try routine\n", "try:\n", " import xbTools\n", "except ImportError:\n", " print('**no xbTools installation found in environment, adding parent path of notebook to see if it works')\n", " sys.path.append(os.path.abspath(os.path.join('..', '..', 'xbeach-toolbox')))" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Import the toolbox." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "## import specific tools from xbTools\n", "from xbTools.grid.creation import xgrid, ygrid\n", "from xbTools.grid.extension import seaward_extend, lateral_extend\n", "from xbTools.xbeachtools import XBeachModelSetup\n", "from xbTools.general import wave_functions, visualize_mesh" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Data\n", "Load and plot the bathymetry data" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\ridde_mo\\AppData\\Local\\Temp/ipykernel_22540/3489134793.py:25: MatplotlibDeprecationWarning: Axes3D(fig) adding itself to the figure is deprecated since 3.4. Pass the keyword argument auto_add_to_figure=False and use fig.add_axes(ax) to suppress this warning. The default value of auto_add_to_figure will change to False in mpl3.5 and True values will no longer work in 3.6. This is consistent with other Axes classes.\n", " ax = Axes3D(fig)\n" ] }, { "data": { "text/plain": [ "Text(0.5, 0, 'y [m]')" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "## load data\n", "bathy = np.loadtxt('..//examples//data//input//bathy.dep')\n", "\n", "## set bathy grid\n", "nx = 124\n", "ny = 72\n", "dx = 5\n", "dy = 20\n", "\n", "x = np.linspace(0,(nx-1)*dx,nx)\n", "y = np.linspace(0,(ny-1)*dy,ny)\n", "\n", "X, Y = np.meshgrid(x,y)\n", "\n", "## plot\n", "plt.figure()\n", "plt.pcolor(x,y,bathy)\n", "plt.colorbar()\n", "plt.xlabel('x [m]')\n", "plt.ylabel('y [m]')\n", "plt.title('default bathy')\n", "plt.axis('scaled')\n", "\n", "fig = plt.figure()\n", "ax = Axes3D(fig)\n", "surf = ax.plot_surface(X, Y, bathy, cmap=cm.coolwarm, linewidth=0, antialiased=False)\n", "plt.xlabel('x [m]')\n", "plt.ylabel('y [m]')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Create x-grid\n", "Create spatially varying x-grid resolution.\n", "\n", "Note that the following settings can be specified:\n", "\n", "`xgrid(x,z,\n", " ppwl=20,\n", " dxmin=5,\n", " dxmax=np.inf,\n", " vardx=1,\n", " wl = 0,\n", " eps = 0.01,\n", " Tm = 8,\n", " xdry=None,\n", " zdry=None,\n", " dxdry = None,\n", " depthfac = 2,\n", " maxfac = 1.15,\n", " nonh = False)`" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "xgr,zgr = xgrid(x, bathy[20,:],dxmin=2)\n", "\n", "\n", "plt.figure()\n", "plt.plot(x,bathy[20,:],'-o')\n", "plt.plot(xgr,zgr,'.-')\n", "plt.legend(['Bathy','xgr'])\n", "plt.xlabel('x [m]')\n", "plt.ylabel('z [m]')\n", "plt.grid('on')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Create y-grid\n", "Create spatially varying y-grid resolution.\n", "\n", "ygrid has the following default settings:\n", "\n", "`ygrid(y,\n", " dymin = 5,\n", " dymax = 20,\n", " area_type='center',\n", " maxerror = 0.05,\n", " transition_distance = -0.1,\n", " area_size = 0.4):`" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Enable optimization of transition distance\n", "Area type center\n", "Transition 142.0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "c:\\Users\\ridde_mo\\repos\\xbeach-toolbox\\xbTools\\grid\\creation.py:339: RuntimeWarning: overflow encountered in power\n", " Lj[1] = cell1 * np.sum(np.power(fj[1],np.arange(1,ni+1,1)) )\n", "c:\\Users\\ridde_mo\\repos\\xbeach-toolbox\\xbTools\\grid\\creation.py:340: RuntimeWarning: overflow encountered in double_scalars\n", " Lj[2] = cell1 * np.sum(np.power(np.mean(fj),np.arange(1,ni+1,1)) )\n", "c:\\Users\\ridde_mo\\repos\\xbeach-toolbox\\xbTools\\grid\\creation.py:340: RuntimeWarning: overflow encountered in power\n", " Lj[2] = cell1 * np.sum(np.power(np.mean(fj),np.arange(1,ni+1,1)) )\n", "c:\\Users\\ridde_mo\\repos\\xbeach-toolbox\\xbTools\\grid\\creation.py:330: RuntimeWarning: overflow encountered in double_scalars\n", " fj[1] = 1.1 * fj[1]\n" ] }, { "data": { "text/plain": [ "Text(0, 0.5, 'dy [m]')" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Nsxu7gbp6ADCzbwGXAJt4p8yCA6dHF5aU3IgxMG6mSjdI9PKNwaieCbPijiSzDpj4gU8AR7h7e9TBSMxq6qF1Y9xRSLnLN8H4w2BYVdyRZFYh4/ifAcZHHIckQW6OavZI9Nqa1M0Ts0Ja/N8G1oR19d/u3uju50QWlcRDI3skal1dQYt/li7ailMhiX8p8F1gLdAVbTgSq5rukT3rlfglGm+8BHt3a0RPzApJ/G3u/qPII5H4Te4e2bMB5n403likPO2bZ1ddPXEqJPE/bmbfBu5h/66eJyKLSuKhkT0SNc2zmwiFJP7uq3dP6rFNwznLVU29LuKS6OSboGoMjD007kgy7YCJ390XlSIQSYhcPTz/EHTuhcpC2gUig9DWCJOOABuoBJhErd/hnGZ2wMs3C3mMpEyuPqjJr9m4JAqvPhvU4Ne5FauBmnTXm9lWBq7O+a/AvcUNSWLl4Rj+FT+F1bfA4ntUQVGK44Vl8OYrQWXOpefo3IrRQIn/VeAHB3h+YxFjkSTY2cdsXHpzSjFs+GO44jq3YjZQkbbTShiHJMWRZ8DD3wVcsyNJcY3OBUur0LkVM317J/urbYAZJ8COFzUblxRXd6fxB74WNDB0bsUmyjl3bzGzbWGph+5t15vZBjN72sx+Z2bjozq+HISZJ8Hu12Da8XFHIuUkvwnGTIVFVyrpxyyyxA/cBpzVa9sDwNHufizwHHBlhMeXoaqZG/TBvvZC3JFIOWlr1BW7CXHAxG9mq83s/4STsRTM3R8Btvfadr+77w1vrgBmDGafUiKajUuikG8KxvBL7App8V8ETAMeM7M7zexMs6JcfbEE+FN/d5rZZeE/ndWtra1FOJwUbPLsYKnSDVIsb22H3ds1z25CHDDxu3uTu18NzAZ+AdwCbDaz68xs4lAOamZXA3uB2wc47o3uvsDdF+RyuaEcRoZqxBgYPzOo0ilSDCrOligF9fGb2bHA94Hrgd8CFwCvA/812AOa2WLgbOBid/cDPV5ikpurFr8Uj4qzJUohc+4+DuwAbgaucPfuCp0rzeyUwRzMzM4Cvg580N3fGmSsUkq5OfD8X1SzR4oj3wgVw4IpFyV2hbyjL3T35/u6w90/1t+TzOwO4DRgspm1AN8gGMUzAngg/Jpghbv/w2CDlhLoObJHH8/lYOWbgsnV1YhIhH7/Cmb2lR7r77rf3Qcs5+Dun+pj882DCU5i1D2yZ9t6JX45eJpnN1EG+vc7NlzOAU4gmIgF4KPAI1EGJQmQ656Na2O8cUj6dXXC9ufhqA/HHYmEBqrVcx2Amd0PHO/ub4S3vwn8uiTRSXyqRsOYKbDud3D4B3WlpQzdhnuh822wyrgjkVAho3pmAu09brcDdZFEI8mxZRXsag3qpy89R/XTZWi2rILffi5YX/ETnUcJUUji/zmwysy+aWbfAFYCS6MNS2LXvAy6R9t2l9AVGazmZdDZEax37dV5lBCFTL34L2b2J6C7hur/dPc10YYlsatbGAy/6+oIRmKohK4MRd3CoAyzd6oUc4IUNLbK3Z8Anog4FkmS2gY4+9/gns/DB76uPn4ZmtoGmHoM7NoGFy7VeZQQUVbnlLQ7OrxMo3s6RpGh2NUWtPSV9BNDiV/6VzU6uNJSVTplqNp3westKs6WMEr8MrBcvWr2yNBtDy/6VznmRFHil4HV1Ad1Vjr3HvixIr2pKmciKfHLwHJhzZ7tfZZrEhlYd1XOiWrxJ4kSvwysRrNxyUHIN8EhM6BqVNyRSA9K/DKw7tm4lPhlKNoaYbJq8CeNEr8MrHtkzzbNxiWD5A75TZp8JYGU+OXAauaqxS+Dt6sV3t6poZwJpMQvB5abE3xk18geGYx9I3rU4k8aJX45sNzcoGbPA9eouqIUrvGBYNm+K9445F0iS/xmdouZbTOzZ3psm2hmD5hZY7icENXxpYi6Szas+JlKNEthtqyC5T8O1u/6e50zCRNli/824Kxe264AHnT3o4AHw9uSdDtbwpUulWiWwjQvC8owg86ZBIos8bv7I8D2XpvP5Z1a/kuB86I6vhTREacD4bzLKq0rhahbiM6Z5Cp1H/8Ud38ZIFzW9PdAM7vMzFab2erW1taSBSh9qG0IfkbXwOJ7VGVRDmza/KAO/2Gn6pxJoMR+uevuN7r7AndfkMvl4g5HZp4Mu18L3tAiB7Jjc/Dd0HGfVtJPoFIn/lfN7FCAcLmtxMeXoaoJR/ZsfyHuSCQNVJwt0Uqd+O8BFofri4Hfl/j4MlS5OcGyVVfwSgG6i7Ppqt1EinI45x3AcmCOmbWY2aXAd4APm1kj8OHwtqTB5DmAqTa/FCbfCCMnwqiJcUcifShozt2hcPdP9XPXGVEdUyJUNQomHKYWvxSmrUndPAmW2C93JYFy9dC6Me4oJA3yTermSTAlfilcrj6s2dMRdySSZHtehzdfUeJPMCV+Kdy+kT2ajUsGsH1TsFTiTywlfilcLpyN65HrVXtF+rfxvmC5d0+8cUi/lPilcHteD5Zrf6NibdK3Latg2fXB+j3/pHMkoZT4pXBbHwtXXIW3pG/7FWfr0DmSUEr8Uri6hUH9FVDhLembirOlghK/FK62AY6+IEj+n71LNVjk3WacAJUjYEaDirMlmBK/DM6RZ4B3wahJcUciSfTGy9C5B479hJJ+ginxy+B0j+zZpit4pQ8qzpYKSvwyOJNnAwatqtkjfVBxtlRQ4pfB2VezR4lf+pBvguGjYOy0uCORASjxy+Dl5qpKp/Qt3wQTj4AKpZYk019HBq+mPniDq2aP9NbWCJPVzZN0SvwyeLmwZs8D1+rKTHlH81/hteagq0cSTYlfBq8rbOmv+JlKN0hgyyr4z48BDmt/pXMi4ZT4ZfB2toQrXSrdIIHmZbA3bBB0deqcSLhYEr+ZfdnMnjWzZ8zsDjOrjiMOGaIjTkeX5ct+6ha+84WuzonEK3niN7PpwBeABe5+NFAJXFTqOOQg1DZA7YkwOqfL8iVQ2xBc1T18NCz+g86JhIurq2cYMNLMhgGjgJdiikOG6rCTYfcOmDY/7kgkKXbvhGnHKemnQMkTv7tvBW4ANgMvAzvd/f7ejzOzy8xstZmtbm1tLXWYciDdI3vym+KORJIi3wSTjog7CilAHF09E4BzgVnANGC0mX2m9+Pc/UZ3X+DuC3K5XKnDlAOpCWv26ApeAdj9GrzVBpNUoycN4ujq+RDwgru3unsHcBfw/hjikIMx6ShUs0f26f7kp+JsqRBH4t8MnGRmo8zMgDMAlXpMm6pRMKFOVTol0F2VU8XZUiGOPv6VwG+AJ4C1YQw3ljoOKYKauWrxSyDfCFYZNAYk8WIZ1ePu33D3enc/2t0/6+5vxxGHHKQRY6HtOXjxv+OOROK2ZRVUj4OX1sQdiRRAV+7K0GxZBc/eFczG9fPzdIl+lm1ZFdTp2b1dJTxSQolfhqZ5WXBpPgSX6usS/ex64RHAg3WV8EgFJX4ZmrqFwaX5EFyqr0v0s2vy7HClQuUaUkKJX4amtiG4NL96Asx8v67WzLKq0cHy+M+qhEdKDIs7AEmx2oagdMP25+OOROLUPYZ/0VUwdmq8sUhB1OKXg5MLZ+Pa2x53JBKXfCNUjYUxU+KORAqU2hZ/R0cHLS0t7NmzJ+5QDlp1dTUzZsxg+PDhcYcyeDVzoWtv0OrvLuMg2ZJvCqZbNIs7EilQahN/S0sLY8eOpa6uDkvxCefu5PN5WlpamDVrVtzhDF5uTrBsXa/En1VtTTDzxLijkEFIbVfPnj17mDRpUqqTPoCZMWnSpPR+cpk8GzBYfavGb2fRC8tg52YYNjLuSGQQUpv4gdQn/W6p/j1eWRssX3hYF+9kzZZVcPvHg/Wn79DfPkVSnfglAZqXoYt3Mkrz7KZWavv4B+vuNVu5/r6NvLRjN9PGj+TyM+dw3vzpcYeVfnULoWJY8AVv5XBdvJMl3fPsdnXpwq2UyUSL/+41W7nyrrVs3bEbB7bu2M2Vd63l7jVb4w4t/WobYOFXg/VzfqyLd7KktgEOXxQM5dQ8u6lSFi3+6/7wLOteer3f+9ds3kF7Z9d+23Z3dPK13zzNHas29/mcedMO4RsffU+/+7zmmmuYPHkyX/ziFwG4+uqrmTJlCl/4wheG8BukXP1H4OHvBC1/yZbdr8H0+Ur6KZOJFn/vpH+g7YW49NJLWbp0KQBdXV3ceeedXHzxxUPeX6pNPgqsAlo3xh2JlJJ7cPGWJl9JnbJoog3UMgc45Tv/xdYdu9+1ffr4kfzy708e0jHr6uqYNGkSa9as4dVXX2X+/PlMmjRpSPtKveEjgwk4WjUbV6a8lYc9OzXPbgplosV/+ZlzGDm8cr9tI4dXcvmZcw5qv5/73Oe47bbbuPXWW1myZMlB7Sv1cnNhm2bjypR8U7DUPLupk4nEf9786Xz7Y8cwffxIjKCl/+2PHXPQo3rOP/98/vznP/PYY49x5plnFifYtKoJa/Y8/D2N586K5+4Llu1vxhuHDFosXT1mNh64CTiaYBD4EndfHuUxz5s/vejDN6uqqli0aBHjx4+nsrLywE8oZxXDwTvhoW/Dsh+oPG+527IK/vtHwfrv/hEOma6/d4rE1eL/IfBnd68H3guksnO4q6uLFStWcOmll8YdSvx2bw+W3qULubKgeVlw7Qbo751CJU/8ZnYI8AHgZgB3b3f3HaWO42CtW7eOI488kjPOOIOjjlIfJ3PPCVdMF/NkQd1CICw1or936sTR1XM40ArcambvBR4Hvujuu3o+yMwuAy4DmDlzZsmDPJB58+bx/POagGSfWQth7DQYOQ4++iN97C93098XDOGdeSJ86Dr9vVMmjq6eYcDxwE/dfT6wC7ii94Pc/UZ3X+DuC3K5XKljlKGYNj+4fF9JoPzteDH4Tue9n9bfO4XiSPwtQIu7rwxv/4bgH4GkXU09bN+k2biyoE1DOdOs5Inf3V8BtphZ9yD6M4B1pY5DIpALZ+PqHt8t5av7b6yrdlMprlE9/wTcbmZPA8cB/xpTHFJM3bNxLbtBY/nL3YuPwrDqdyZal1SJJfG7+5Nh//2x7n6eu78WRxxSZHt2Bstn7tKkLOVsyyrY+P9g7x74j3P1d06hTFy5u8+WVbDs+7GfqJ2dnbEePzIt3a+ra2x3OWteFlyvAfo7p1RZFGnjT1e8MwVgf95+HV59JjhhrQKmHA0jDun/8VOPgb/9Tr9391eWecOGDTz88MPMmjWLrq4ulixZwgUXXEBdXR1Llizh/vvv5/Of/zwXXXTRUH7TZKtbGLy2rok5ytq094UrumYjrbLT4t+z851Wine90y0xRH2VZZ4yZQrNzc2sXbuWm266ieXL969CUV1dzV//+tfyTPoQDOs79pNB8v/MbzXMr1yNmhAsj/64SnOkVHm0+Adome+zZVXQ79zZHrRSPn7TQZ2wfZVlXr58ORdeeCEVFRVMnTqVRYsW7fecT37yk0M+XmoccQY8dQeMnBB3JBKVtsZgufArMGXgkuiSTOWR+AtR2xC0TpqXBR9Ni9BK6S7L/Morr7BkyRLuu+++AR8/evTogz5m4tXUB8vW9TBlXryxSDTymwCDiYfHHYkMUXYSPwTJvogfS88//3yuvfZaOjo6+MUvfsGuXbtYunQpixcvprW1lYceeohPf/rTRTteKkw6CjB49EfB6J7+jKmBqe+FV56EN1uHdqxi7CNJsaTl99n6BAwfHXyvpm6eVMpW4i+y3mWZP/7xj/Pggw9y9NFHM3v2bE488UTGjRsXd5il9crTgMPLTwY/Ur5uOxsuuVfJP4WU+A9Cd1nmX//61wBUVFRwww03MGbMGPL5PA0NDRxzzDEANDc3xxhpCWloX3Z0D+VU4k8dJf4hWrduHWeffTbnn3/+fmWZzz77bHbs2EF7ezvXXHMNU6dOjTHKGNQtDL4871S9nrKnoZyppcQ/RP2VZX7ooYdKH0yS1DbAJX+Ep34xcP9ylvrES7mPUsUypgbe+ym19lMq1Ynf3TGzuMM4aO4edwjFVeQv0UWkuFJ7AVd1dTX5fD71SdPdyefzVFdXxx2KiGREalv8M2bMoKWlhdbWg/hInBDV1dXMmDEj7jBEJCNSm/iHDx/OrFmz4g5DRCR1UtvVIyIiQ6PELyKSMUr8IiIZY2kYFWNmrcCLRdrdZKCtSPuKkuIsvrTEmpY4IT2xpiVOKG6sh7l7rvfGVCT+YjKz1e6+IO44DkRxFl9aYk1LnJCeWNMSJ5QmVnX1iIhkjBK/iEjGZDHx3xh3AAVSnMWXlljTEiekJ9a0xAkliDVzffwiIlmXxRa/iEimKfGLiGRMZhK/mZ1lZhvNrMnMrog5lloz+4uZrTezZ83si+H2iWb2gJk1hssJPZ5zZRj7RjM7s8TxVprZGjO7N+Fxjjez35jZhvC1PTmJsZrZl8O/+zNmdoeZVSclTjO7xcy2mdkzPbYNOjYze5+ZrQ3v+5FFUD+9n1ivD//+T5vZ78xsfNyx9hVnj/u+amZuZpNLGqe7l/0PUAlsAg4HqoCngHkxxnMocHy4PhZ4DpgHfA+4Itx+BfDdcH1eGPMIYFb4u1SWMN6vAL8A7g1vJzXOpcDnwvUqYHzSYgWmAy8AI8PbvwIuSUqcwAeA44FnemwbdGzAKuBkwIA/AX9bolj/BhgWrn83CbH2FWe4vRa4j+Di1MmljDMrLf4GoMndn3f3duBO4Ny4gnH3l939iXD9DWA9QUI4lyB5ES7PC9fPBe5097fd/QWgieB3ipyZzQA+AtzUY3MS4zyE4A12M4C7t7v7jiTGSlAVd6SZDQNGAS8lJU53fwTY3mvzoGIzs0OBQ9x9uQcZ6z96PCfSWN39fnffG95cAXTXO48t1n5eU4B/A74G9BxhU5I4s5L4pwNbetxuCbfFzszqgPnASmCKu78MwT8HoCZ8WJzx/zvBydnVY1sS4zwcaAVuDbulbjKz0UmL1d23AjcAm4GXgZ3ufn/S4uxlsLFND9d7by+1JQQtY0hYrGZ2DrDV3Z/qdVdJ4sxK4u+rLyz2caxmNgb4LfAld399oIf2sS3y+M3sbGCbuz9e6FP62Faq13kYwcfpn7r7fGAXQbdEf+J6TScQtOpmAdOA0Wb2mYGe0se22M/dUH+xxR6zmV0N7AVu797Ux8NiidXMRgFXA9f2dXc/8RQ1zqwk/haC/rRuMwg+XsfGzIYTJP3b3f2ucPOr4Uc6wuW2cHtc8Z8CnGNmzQTdY6eb2X8mMM7uY7e4+8rw9m8I/hEkLdYPAS+4e6u7dwB3Ae9PYJw9DTa2Ft7pYum5vSTMbDFwNnBx2C0CyYr1CIJ//E+F760ZwBNmNrVUcWYl8T8GHGVms8ysCrgIuCeuYMJv428G1rv7D3rcdQ+wOFxfDPy+x/aLzGyEmc0CjiL4oidS7n6lu89w9zqC1+y/3P0zSYszjPUVYIuZzQk3nQGsS2Csm4GTzGxUeB6cQfAdT9Li7GlQsYXdQW+Y2Unh7/g/ejwnUmZ2FvB14Bx3f6vX75CIWN19rbvXuHtd+N5qIRjs8UrJ4izmt9dJ/gH+jmD0zCbg6phjOZXgY9rTwJPhz98Bk4AHgcZwObHHc64OY99IBCMkCoj5NN4Z1ZPIOIHjgNXh63o3MCGJsQLXARuAZ4CfE4zgSEScwB0E3z10ECSkS4cSG7Ag/P02Af+XsEpACWJtIugj735f/SzuWPuKs9f9zYSjekoVp0o2iIhkTFa6ekREJKTELyKSMUr8IiIZo8QvIpIxSvwiIhmjxC8yCGZWZ2a7zezJQT7vk2FVxXsjCk2kYEr8IoO3yd2PG8wT3P2XwOeiCUdkcJT4RUJm9i0L50YIb/+LmX3hAM+pC+u/32RBff3bzexDZvaoBfXrS1XxU6RgSvwi77iZsDSBmVUQlKm4fcBnBI4EfggcC9QDnya4OvurwFWRRCpyEIbFHYBIUrh7s5nlzWw+MAVY4+75Ap76gruvBTCzZ4EH3d3NbC1QF13EIkOjxC+yv5sIZsSaCtxS4HPe7rHe1eN2F3qPSQKpq0dkf78DzgJOIJgWT6TsqDUi0oO7t5vZX4Ad7t4ZdzwiUVDiF+kh/FL3JODCQh7v7s3A0T1uX9LffSJJoa4ekZCZzSOo5/6guzf287BOYNxQLuACfgK8dlBBihSB6vGLiGSMWvwiIhmjxC8ikjFK/CIiGaPELyKSMUr8IiIZ8/8BYhhdXWz27GEAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ygr = ygrid(y)\n", "\n", "plt.figure()\n", "plt.plot(y[:-1],np.diff(y),'-o')\n", "plt.plot(ygr[:-1],np.diff(ygr),'.-')\n", "plt.legend(['y','ygr'])\n", "plt.xlabel('y [m]')\n", "plt.ylabel('dy [m]')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Interpolate\n", "Interpolate data to new grid" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "f = interpolate.interp2d(x, y, bathy, kind='linear')\n", "\n", "zgr = f(xgr,ygr)\n", "\n", "plt.figure()\n", "plt.pcolor(xgr,ygr,zgr)\n", "plt.xlabel('x [m]')\n", "plt.ylabel('y [m]')\n", "plt.axis('scaled')\n", "plt.title('xgr, ygr bathy')\n", "\n", "xgr, ygr = np.meshgrid(xgr,ygr)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Seaward extend\n", "Extend the grid to the required offshore depth. In this case 20 m with a artifial slope of 1/20.\n", "\n", "If desired the function `offshore_depth` can also be used to determine the required offshore water depth." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "no convergence\n", "Artificial slope of 1:10\n", "Hm0,shoal = 9.008451731585167\n", "d start = 19.977837324773713\n", "Hm0,shoal/d profile = 1.451507604860271\n", "Hm0,shoal/d slope = 0.45092226876900976\n", "n profile = 0.5248467628414396\n", "n slope = 0.7776515191101054\n" ] }, { "data": { "text/plain": [ "Text(0, 0.5, 'z [m]')" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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L2xwpnOOGyioiiVb1ROPKRqODlgWCh+GIoVXXTunHOAebWY8O+WBldmfgUGeDXqjJJTouPI5TExeeFUFiYF4ejGeYKkYiMOyWPUqV23VZEMSyZFdp3djkV7vGS/Ufv0GsazL6FpJapffJTXP33xnFhcdxauLCswaUWddGy8ZRNr6YVwCQKkbHPXUyNRzJu/QsRG/r2fj5/sLS1p9zR+TC4zg1ceFZEcpCR+2FMosblI9RqoK/l0UZLfbL8vGMnjMr4xzuRq12g1XVDY57XHhWjHnkEh1nNJjl2rOocbMYDaoSXKWC0x+E5c0GHqbhnPYeaRcex6mJC88qMouNeoRpJzx3nOOqeo3yic+qydKq+9ZV54oA8IdtYyiPT9NRQ9sO9H6ipEskfSa+3jmp80DvM5LO90w+rnzMNGncU0ab69nG3ofCDSK6O1jGUeuUHltY2lbJk/T17A7K/gLgXWZ2X+Bd8f0+D/Q+KXuvwjbpKiXm6nGTorVa2ZJQzEI2knKkjCZ7n1YDvRMCur8h7r+BnaDtHuh9AZSpSZOEZJGrqsfRHzIyrK/B4G4xCijx9a6x3AO9T2BWa9g015v2mGnHIlVWtaaZJmfpvFkWg4EHep+SpqYtylZVTzp+2egkQRM7DQc8hPaF54aoihFfb4zlHui9RZbxwa9LukC0bdq+48XAuXH/XHaCtnug9xkYqHAzmKyr1rlVWdxSQduVCKtFIRzKPap8MM7px1yqqRm8Qx59egpP0mYMB20Hen8p8BZJzwCuBX4EwAO9j2Gc4jp6mKkygs6k+lWjP8aVoUxVm7frdUrbgd4Bzh5zvAd63wODR2TQGyRB2SsEpywc1LTCttfA7nuhozx4qCZtb7s9y2IwcMYw7wWhw9duTu3KZHt+mFO36pQ0a0LKAfrBLZt2DAYe9HBVKB70NVK/6jBunNUnC0LW4sfjwuMsDVXRRAv6ZGPndDrYTCG79oqrbctI1WqdinVqi2ZWNa2OWpebxpqlt5RzIBGswnO0qelT73n2MeOMArOWz5NJaUcy2SChb1d9NrPeIPBhz7TLB2jertcpLjxLzDKbmBdhaeuQ0836HMqOspn1OCY7wqZ6HN85TFfbfMM26LBjqMhpVrVytW2Fmfd6tzIWaY4uo+hxttTjUHaUY7IjdLXNlnocrggC0gQuPE5rTJsJbpRJKxlSA0Kqto2qcPPG1bYVZh4q3TQWrsrz55QBexI5WXRqy+gTjAY969BViF+QmQVDglvbnEXTlLo2y3Un9Rx9y0qjjrYxQQouPM6KMRTiN/ZA49a6NY2rbSvIvKM4TLpeNsP6sdFlOXtVC1PSsU/PNsjMyHJjS0c5oG3ykr5gJd2wnWkZn81qWc3UszIqcJPyklYx5IqQ9D6LwHseZyyzCG9bJu1iNTVAXxlHbYOebewLZziniimc26Z5oCUbpCTJZPG9VZ67l1XQ06hms5qph+MhZEPhdA/nXfqInnUG2zfyzV2hp/KG5dmFZ59Rd7yUCl5TvcykQCPFfXvWidnmwla8L3Brm1OLVRsn1U1wlY59wmu2pwDydXDhWRPKTQ7lVPUcbYxz9vKQH867g/2u+oNA70AS7L2IJlr7NlPhwrMqzDmxb9M9VCabq5kaRtI3IrraBhKhSbIltIELj7OypIJSllW7aVx4Fk1FqOppV0zX7UXG9Qzj1LFpJkhTqjIkVFGWo6focXqJRa3Y3+mNsugs144gLUR4JP2ipCslXSHpTZK26mRQWFfacDWYllkFrE1yy3ayJOyHeR5J9wCeA5xlZg8GOoQMCXUyKKwZswz7Zz+89BIty+he4lmPCkhqaevHuaD+UG+3h4ZOwaLUtg3goKQN4BAhhO5MGRTabe7+Y1pVcFzPNKtgTDtm6STtyi2jg8X4bTvhqNqKZNq68JjZl4BXECKGXg983czeyewZFHaxzlkSps3Ts4y0GZa3TfVtEWrbnQm9yRnAKcAxkn6y6pSSstKfu/2QJaEJJo1f2lhdMC3ZyDrp4BingZm6LWMBVCwMlXTxFOffbGY/PeM9HwN8zsxuivd5G/AfiBkUzOz6KTMo7A+KZzV5JlZtFcEk0oF/FX3TVBOffUR38mF7pmpV9QOAZ1bUC/j9Gve8FniEpEPAHYTY1ZcB3yBkTngpuzMovFHSKwk91X2BD9e4rzMjs/YyuU2Iiz2lkExzH8gGKwzSvKRtOsZVCc95ZvbeqpMl/fqsNzSzD0l6K/BRQkaEjwGvBY5l9gwKq0/6rI3+qo7JklCYsSetki6OKVZZV1G3NysLFD9LfeW1E2EMQjL8tfdtR4CCypYNEly1wVjhMbO3TDp5mmPGnPciQsqRlCPMmEHBKWcV8oXvRaj6ZGT0474Gq6gLi10QpLzx1dUTneEknQWcB5wWjxdgZvatjbZsP1MyzpkXtX12Whpn1RWqRWS7m8aT9CLgl4HLadYl3JlCaCZFEZ3WWW4c44Rk0nimLbrq74TczbbZiotDt7IeW1mPLu1p9NMIz01mNo3lzVkg62aBG0cmo6M8bBhdbUc1zjigfixv5zd+GuF5kaTzCUtmBjOPZva2xlrl7KLIijCv8cy83QXaJPQ+edwMLAhTV9uteZHCdMLzNOD+QJcdtc2ApRee/I47gOGZYI28FqTHFB/KdmltUTfLU5yst4rXGnzFB6p/JSsta3scG9URxGnUtyZVvE4UmiJe9QFtg+BQdoQt9Rq55zimEZ5vM7Nvabwlzp6Yxny9qqQWtYI0G0JXO+kU22SaGaVL48pmp2XGuSUsQ3KrcdatNqxeQXByDmh70ANtZb1dS3eaZpqe51HAuZI+RxjzuKl6nqQP2wJ6jb2oV8OTmO1a4zrkZBgZxVinfUPwNMJzTuOtcEYYTge/7OxlwnMvdJRzIObrWcT9JwqPmX2hjYY4TGcAMO3qoZrOINfk9ev2WMVcT6G+tbksZ9CGcRWSPjrp5GmOcdplWdy322IR6lpB5apqSZ+sqBdwpzm3xxlHg0t21pHc1PhnVSU895/i/PVZ3bysVAjNtObpqvmcRSy7mcc9c1OIWZBkhgsu2kuwPMfHOs6yk5PRsw161ge1r8J5ipE1Ie2grMQPaBkWdc6bnnXIyAfZEbr0W1VrXXgWTDrZuUu92oMz3LqSJvQ9WqSOzyFXRrezzVHrhMWj9KM7dnOf0cQVBpJ+Pg1A6LTAFHl6ZrqcDcd5XlamDT9VpBXpWWcouVXfMnp0lir01N2Bf5b0FknnSKvgp7i+NL0sZy9BCdskzc0zuh21TitRdCYKj5n9GiHoxgXATwOfkfRbks5suG37j7qx2RKBKlS6VehpqhgX2zo3cTjv0rMOh21jIDChbIPDdoAenUEYqiaFaKpQI2ZmwJfjtg3cGXirpJc31jJniGWKX71I+kUw9yhcw0HhY8jdlqKGTjPmeY6kjwAvB/4J+BYzezbwMODJdW4q6QRJb5X0KUlXSXqkB3qfnb2url70yuxZKXrTI9YlRzFqTjAe7KhtG/QIqlvTAjRNz3MS8MNm9gNm9udm1gMwsxx4fM37/i7wt2Z2f+DbgKvwQO+lLFOPswxqYBpOd1yMtr5l5C1ED51mzPM/x02YmtlVs95Q0vHAdxPGUJjZUTO7BQ/03gjLInjzpG2/nXEsIkvCvYGbgD+W9DFJ50s6hv0a6L0iudXYGb8Sw0LaQ62jwBT049KetNfpkCf5SHd6naZTLC5CeDaAhwKvNrOHEMLsvqDi+P0X6H3O8zyLogk1b9w106U5/cSg0CSLEJ7rgOvM7EPx/VsJwnRDDPCOB3pvn3Fjq7LM1csw9knJZKXLj5bBYDBXzOzLwBcl3S8WnU2IQ30xIcA77A70/hRJm5LOYI0DvU9lPauRu3RaoZjlmrMyrwc5JLQaHvOE4B85WXztk8W5nmaFZ1Fr234BuEjSAeCzhPBWGfsx0HtDWLpSdAE05epQlmWhTxCoMNax1gwKCxEeM/s4cFZJlQd6H8eUwjBmLenaMFY9UzbImjBcB52GPhBPJb/CzDIH1FS4qpmT8u5xIN8ZEZ6wvm0jLNux7lCq+aaNBi48y84KWd7GxnKbY1+YJWbplKbN0uVtcdaaeQ3Um5g72qtQzVMo6+DCs2iKCc+yh3NMj1OqgiU9VNWDnpeoestmep5GKIo292NaxUIdLCxuHfLGw1G58DhrQZtZsAtceJaRCr+eOurTrOfMsydqslcrDAK75n1kgwiiC/fncVqipnGgTdeCvQjDtOeuSu4gFx5n5chtZ9HnuPFRG+F3XXhWhGnndNKV1enxy+QXNG/STA1QGA12917zVuFcePY5q+ZNuky48Cw9Yha/nrZYBvN20Ybgnu2TpE5Nxqlloz1LnZ5m1snIJgUrj85uVffoKB+rus0TF54FI9vZdjHuu59glWtLE1uG3meRuPA4Q+zVqNBatM7oABcSXBmbWY+u+hyIq6rbsLZ5rOolpFCtmorNmpt2rU4ub8fuLHTjrofamZ/Jot9Oh5zjOofZzHockx0hI6RY3Mp6g0nTELO6uTa58CwTxa921QNb4rAzKe3htMKyrIwTgCITdld9utqO+Um3S4W4iZUGrrbtU8y08FXJ0zLpwU/dsEfLm8SFZ5kYazlg+qU7ycrqeU+KLsska0Ze7lFa6ufja9ucPbIuKwzKBGRRLE9LnJlpyrV61QgZEYYf5XWN2+a0yLS9zbiUJNOWLYqOcvpjVhiEqDoLzAzXFJI6MdzuO+L7fZklocqRdKbrTNkLrYLqVmXISMc7RRiqvKTnaYNF9jzPJWRHKPAsCXNiHgKyTL1LGcUkaKGelaVkLKxtTRkNFiI8kk4FfhA4Pyn2LAktsYzjpFkXdlZNyKY9V9bgb8Ciep7fAX4Fhgzx+zNLQglSyeqCisXVk1hGYUmp6uXK6oaCug+c4sof5bUa80h6PHCjmX1k2lNKytY7S0ILLFotm8f9cxtOsViobm2NfxaxPOe7gCdKehywBRwv6UJilgQzu96zJLRDsXbNrLl1dE3SR2AbwFEAerZB1/qD8dDauSSY2QvN7FQzO51gCHi3mf0kniXBWTGWaWHoS/EsCa2To5WJVpPSUXB2K8zVRRjeMO+TtRLtfqHCY2bvAd4T97+KZ0mYiVTValrtqiNkTaUZSekqqGkd2VCQ95ys8Xv7CgPHqckyqW3OKEs0iK+j2jX1y5/FXuawbUAeeritrEeGcTjv7srR0xTe8zhOTbznWTWm6I2qvEpXmdHEvb18Y+fnP4etrEfPNtjKesAamqodZ11w4XF2MWlh6TzGMvMcD5Ul+fW4bY6zxLjwOE5NXHicmSlb1FmYskcH9dMQzimPdDN6rXRFdbGGLbcwIZrFFQdNR80ZtK2VuzjOGuLC4wxRNx38NDHgRnuRcROvZeXjeqaCLfWGQux2lDfqCAcuPI5TGxcex6mJC88+oO6K6zrenuNCWE1DGk87VdOK+Zqh+qIMGzk2H6obblutZo3FhcdxauLC4zg1ceFxgOqgiakaNrp0ZxYVbVZ1brd1LsYmSNS0TDld9aOzXj5Q7ZpemhPa4zhOLVx4HKcmLjxO6QRnGzGtR+87GjI3VfN24lPvtsh1yNlUL3qT5gO1rumHexFBD+8p6R8kXSXpSknPjeX7MtC7s7osoufZBv67mT0AeATwczGYuwd6d1aKRQQ9vN7MPhr3byNkSrgHHuh9pSjN20N9S1wZqYqWm0LW0XjNbrYNBKtaEXqqk6hsTaZTHLSv8TtUIOl04CHAh/BA786KscjkVscCfwE8z8xurTq0pMwDvTsLZ1H5eboEwbnIzN4Wi2+IAd7ZV4HeiwzYsj2lEalLmVVt3KToLKnn552FoVDhBilFLCuNz9aJsQvWcpJUkoALgKvM7JVJlQd6d1aKRaUY+Sngckkfj2W/igd6d1aM1oXHzP6R8crJ/gv0XhasfWhNV3Pqx14Dsc87kHtnwrWKtW39qLKlqlnPOnSVhTgG5ByKgQ+bxFcYOE5NXHgcpyYuPAumSN4rsdvqlmyS7cSgnoNVbpz7wbIn/y3y8UBQ1fqIozY8+ugoZ2tCwJB54MLjODVx4XGcmniKkUWTWpg08sqIqsZI+pC4P2tKETMtRRqS0vhsU1gX02PChGg+5GXaVfNB3kM7HMephQuP49RkrdW27OBBAHRwK7xubcFWWDBqBw+E180uAPnmBvlmcBPa3urEsvDb0j8g+ptBb9qOr3k4nX58zbvQj2tR86QsvDfyrsX7RSvQgSpr0LCqBgypbxpR4SR2qXdjr9ySylYn4HsZVepXpnzHmzS6JLSJ9zyOUxMXHsepyVqrbSuBxuxXlUV23AVs6pC6xWTruONnCc3bVKr4SffLER2CW0JOmFTum0Cp9a2F9rRwD8dZS1x4HKcmrrYtmjLNp9CdzAb1FvU3YYNTFMsMyPPk1IydCdR4mTL1L4sq3OjEZJaso0stc+lxZSrbNBOcdRl1V+gnnqSdxOKWkbOlPh1Bv2Gt0nsex6nJWvc8+R13AMO/ELtWwETSY4oPZbu0tqibZVlzGgcgXGvwo1g537NjFJhpbmZMT7NfaGNpDnjP4zi1ceFxnJq48DhOTVx4HKcmKyM8ks6JWRKulvSCRbfHcVZCeGJWhN8HHgs8EPixmD3BcRbGSggPISvC1Wb2WTM7CryZkD3BcRbGqgjPVJkSPEuC0yarIjxTZUrwLAlOm6yK8Kx3pgRnJVkV4fln4L6SzpB0gJBm8eIFt8nZ58iWPURkRNLjgN8BOsDrYvD3quNvAr5QUnUS8JW5N3BveJumYx5tOs3M7jKPxqyM8MwLSZeZ2VmLbkeKt2k6lq1Nq6K2Oc7S4cLjODXZj8Lz2kU3oARv03QsVZv23ZjHcebFfux5HGcuuPA4Tk3WWngk/bakT0n6pKS3Szohlp8u6Q5JH4/ba5JzHibp8uj68HvSLGEAa7WxdVcLSfeU9A+SrpJ0paTnxvIXS/pS8rk8LjnnhbGNn5b0Aw216/Pxs/+4pMti2YmSLpH0mfh65zbbVImZre0GfD+wEfdfBrws7p8OXDHmnA8DjySsp/sb4LENtq8DXAPcGzgAfAJ4YAufy8nAQ+P+ccC/Elw9Xgz8UsnxD4xt2wTOiG3uNNCuzwMnjZS9HHhB3H9B8h220qaqba17HjN7p5kVQXAuJayJG4ukk4HjzeyDFr6hPwF+qMEmLsTVwsyuN7OPxv3bgKsoWaWe8CTgzWZ2xMw+B1xNaHsbPAl4Q9x/AzvfxyLbBKy52jbC0wk9ScEZkj4m6b2S/mMsuwdhEWpBqevDHJnK1aJJJJ0OPAT4UCz6+ajmvi5RkdpqpwHvlPQRSc+KZXczs+shCD1w15bbNJaVj9sm6e+Bu5dUnWdmfxWPOY8Qhu2iWHc9cC8z+6qkhwF/KelBTOn6MEfavt/wzaVjgb8Anmdmt0p6NfAbsQ2/Afxvwo9OW+38LjP7N0l3BS6R9KmKYxf62cEaCI+ZPaaqXtK5wOOBs6MqhpkdgeAtZ2YfkXQN8M2EX69UtWva9WFhrhaSugTBucjM3gZgZjck9X8EvKPNdprZv8XXGyW9naCG3SDpZDO7PqrVN7bZpirWWm2TdA7wfOCJZnZ7Un6XGBcBSfcG7gt8NqoFt0l6RLSyPRX4qwabuBBXi/i3XQBcZWavTMpPTg77T8AVcf9i4CmSNiWdQfi8PjznNh0j6bhin2DsuSLe+9x42LnsfB+Nt2kibVon2t4Ig8gvAh+P22ti+ZOBKwnWmo8CT0jOOYvwpV0DvIq4CqPBNj6OYO26hqBqtvG5PIqg4nwy+WweB/wpcHksvxg4OTnnvNjGT9OABZJgcfxE3K4sPgvgm4B3AZ+Jrye21aZJmy/PcZyarLXa5jhN4sLjODVx4XGcmrjwOE5NXHgcpyYuPI5TExeeNSR1uZjxvB+NS/zfMflox4VnfbnGzL59lhPM7M+AZzbTnPXDhWfFkPTwuOp5Ky5puVLSgyecc3p0Cjxf0hWSLpL0GEn/FJ3MWl3Kvy6s/MLQ/YaZ/bOki4HfBA4CF5rZFRNOA7gP8CPAswhr6n6csEznicCv0qzf0lriwrOa/C+CABwGnjPlOZ8zs8sBJF0JvMvMTNLlBM9aZ0ZcbVtNTgSOJbhQb015TpqwKE/e5/iPaC1ceFaT1wL/g+Dc97IFt2Xf4r84K4akpwLbZvbG6JP0AUnfa2bvXnTb9hvukrCGxLgE7zCzSivcmHMfTYig8/g5N2vtcLVtPekDd6ozSQr8AfC1Jhq1bnjP4zg18Z7HcWriwuM4NXHhcZyauPA4Tk3+P29SP/pEBmb2AAAAAElFTkSuQmCC", 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "d_start, slope, Hm0_shoal = wave_functions.offshore_depth(Hm0=9, Tp=15, depth_offshore_profile=abs(bathy[0,0]), depth_boundary_conditions=20)\n", "\n", "xgr, ygr, zgr = seaward_extend(xgr,ygr,zgr,slope=1/20,depth=-20)\n", "\n", "plt.figure()\n", "plt.pcolor(xgr,ygr,zgr)\n", "plt.axis('scaled')\n", "plt.xlabel('x [m]')\n", "plt.ylabel('y [m]')\n", "plt.title('seaward extended 2D grid')\n", "\n", "plt.figure()\n", "plt.plot(xgr[:,:].T,zgr[:,:].T)\n", "plt.xlabel('x [m]')\n", "plt.ylabel('z [m]')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Lateral extend\n", "Extend the grid lateral with 5 rows" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'lateral extended 2D grid')" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "xgr,ygr,zgr = lateral_extend(xgr,ygr,zgr,n=5)\n", "\n", "plt.figure()\n", "plt.pcolor(xgr,ygr,zgr)\n", "plt.axis('scaled')\n", "plt.xlabel('x [m]')\n", "plt.ylabel('y [m]')\n", "plt.title('lateral extended 2D grid')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### Create model setup\n", "Create the model setup class" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "xb_setup = XBeachModelSetup('Test simulation')\n", "\n", "xb_setup.set_grid(xgr, ygr, zgr, posdwn=-1, alfa=10)\n", "xb_setup.set_nebed(np.ones_like(zgr))\n", "xb_setup.set_friction(np.ones_like(zgr))\n", "\n", "xb_setup.set_waves('jonstable', {'Hm0' : [1.5, 2, 1.5],\n", " 'Tp' : [4, 5, 4],\n", " 'gammajsp' : [3.3, 3.3, 3.3], \n", " 's' : [20, 20, 20],\n", " 'mainang' : [270, 280, 290],\n", " 'duration' : [3600, 3600, 3600],\n", " 'dtbc' : [1,1,1]})\n", "\n", "xb_setup.set_params({'Wavemodel' : 'surfbeat',\n", " 'morphology' : 0,\n", " 'bedfriccoef' : 0.01,\n", " 'tstop' : 3600,\n", " 'zs0' : 0,\n", " 'nglobalvar' : ['zb', 'zs', 'H'],\n", " 'npointvar' : ['zs', 'H'],\n", " 'nmeanvar' : ['zb'],\n", " 'npoints' : ['1 0', '6 0', '10 0', '12 0']})\n", "\n", "sim_path = os.path.join('xb-2D')\n", "if not os.path.exists(sim_path):\n", " os.mkdir(sim_path)\n", "xb_setup.write_model(os.path.join(sim_path))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Write grid to shapefile\n", "Create a shapefile." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "xb-2D\\shape/grid.shp is saved\n" ] } ], "source": [ "visualize_mesh.write_mesh_to_shp(xgr, ygr, os.path.join('xb-2D','shape/grid.shp'),0)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.8.12" } }, "nbformat": 4, "nbformat_minor": 4 }