mirror of
https://github.com/wassname/simpeg.git
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235 lines
107 KiB
Plaintext
235 lines
107 KiB
Plaintext
{
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"metadata": {
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"name": ""
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},
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"nbformat": 3,
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"nbformat_minor": 0,
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"worksheets": [
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{
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"cells": [
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{
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"cell_type": "code",
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"collapsed": false,
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"input": [
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"import sys\n",
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"sys.path.append('../')\n",
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"\n",
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"import numpy as np\n",
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"import matplotlib.pyplot as plt\n",
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"from SimPEG import TensorMesh\n",
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"%pylab inline"
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],
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"language": "python",
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"metadata": {},
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"outputs": [
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{
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"output_type": "stream",
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"stream": "stdout",
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"text": [
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"Populating the interactive namespace from numpy and matplotlib\n"
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]
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}
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],
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"prompt_number": 1
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Test 1D Plots\n",
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"\n",
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"For 1D nodal or cell-centered plots are supported.\n"
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]
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},
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{
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"cell_type": "code",
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"collapsed": false,
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"input": [
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"x0 = np.zeros(1)\n",
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"h = np.random.rand(32)\n",
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"mesh = TensorMesh([h],x0)"
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],
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"language": "python",
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"metadata": {},
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"outputs": [],
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"prompt_number": 2
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},
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{
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"cell_type": "code",
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"collapsed": false,
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"input": [
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"ax1 = plt.subplot()\n",
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"ax1.set_title('sin(x) on CC grid')\n",
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"ph1 = mesh.plotImage(np.sin(mesh.gridCC),ax=ax1)\n",
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"ax2 = plt.subplot()\n",
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"ax2.set_title('sin(x) on N grid')\n",
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"ph2 = mesh.plotImage(np.sin(mesh.gridN), ax=ax2,imageType='N')"
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],
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"language": "python",
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"metadata": {},
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"outputs": [
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{
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"metadata": {},
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"output_type": "display_data",
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"png": 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YdJo6AyXR1tLvXd7mfvky8NNPwMMPm++cdnZsdduiRewxnpAOr77KnqxMWWzm4cFmg1qt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\n+eefw9PTE97e3nj99de5aNNB5n6Tjh0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|
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"text": [
|
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"<matplotlib.figure.Figure at 0x10c1e9910>"
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]
|
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},
|
|
{
|
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"metadata": {},
|
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"output_type": "display_data",
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"png": 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HsYe3L2bSvbl7avGSPWhSVRu0/MIGWAw4IgI4ckS7c3oj+/ezHrZ9+mhzPmXk7q3d1HRt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\nQuZOEARhQMjcCYIgDMj/Bw+z0RIErmLRAAAAAElFTkSuQmCC\n",
|
|
"text": [
|
|
"<matplotlib.figure.Figure at 0x10dd96ed0>"
|
|
]
|
|
}
|
|
],
|
|
"prompt_number": 3
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Test 2D Plots\n",
|
|
"\n",
|
|
"Plot x and y coordinates of cell-centred points"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"collapsed": false,
|
|
"input": [
|
|
"x0 = np.zeros(2)\n",
|
|
"h1 = np.linspace(.1,.5,3)\n",
|
|
"h2 = np.linspace(.1,.5,5)\n",
|
|
"mesh = TensorMesh([h1,h2],x0)"
|
|
],
|
|
"language": "python",
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"prompt_number": 4
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"collapsed": false,
|
|
"input": [
|
|
"fig = plt.figure(1)\n",
|
|
"ax1 = plt.subplot()\n",
|
|
"ax1.set_title('mesh.gridCC[:,0]')\n",
|
|
"mesh.plotImage(mesh.gridCC[:,0],ax = ax1)\n",
|
|
"ax2 = plt.subplot()\n",
|
|
"ax2.set_title('mesh.gridFx[:,1]')\n",
|
|
"mesh.plotImage(mesh.gridFx[:,1],ax = ax2,imageType='Fx')"
|
|
],
|
|
"language": "python",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"metadata": {},
|
|
"output_type": "display_data",
|
|
"png": 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|
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"text": [
|
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"<matplotlib.figure.Figure at 0x10ddc1ad0>"
|
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]
|
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},
|
|
{
|
|
"metadata": {},
|
|
"output_type": "display_data",
|
|
"png": "iVBORw0KGgoAAAANSUhEUgAAAYYAAAEZCAYAAACTsIJzAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\niFFs+w+jIAAAAABJRU5ErkJggg==\n",
|
|
"text": [
|
|
"<matplotlib.figure.Figure at 0x10df9cf50>"
|
|
]
|
|
},
|
|
{
|
|
"metadata": {},
|
|
"output_type": "pyout",
|
|
"prompt_number": 5,
|
|
"text": [
|
|
"<matplotlib.collections.QuadMesh at 0x10dfc4f50>"
|
|
]
|
|
}
|
|
],
|
|
"prompt_number": 5
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## Test 3D Plots\n"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"collapsed": false,
|
|
"input": [
|
|
"x0 = np.zeros(3)\n",
|
|
"h1 = np.linspace(.1,.5,3)\n",
|
|
"h1 = np.r_[1,2,1]\n",
|
|
"h2 = np.r_[1,3]\n",
|
|
"h3 = np.linspace(.1,.5,10)\n",
|
|
"\n",
|
|
"mesh = TensorMesh([h1,h2,h3],x0)"
|
|
],
|
|
"language": "python",
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"prompt_number": 6
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"collapsed": false,
|
|
"input": [
|
|
"ax1 = plt.subplot()\n",
|
|
"ax1.set_title('mesh.gridCC[:,0]')\n",
|
|
"a1 = mesh.plotImage(mesh.gridCC[:,0],ax=ax1,annotationColor='w')\n",
|
|
"ax2 = plt.subplot()\n",
|
|
"ax2.set_title('mesh.gridFx[:,1]')\n",
|
|
"a2 = mesh.plotImage(mesh.gridFx[:,1],ax=ax2,imageType='Fx')\n",
|
|
"ax3 = plt.subplot()\n",
|
|
"ax3.set_title('mesh.gridEz[:,2]')\n",
|
|
"mesh.plotImage(mesh.gridEz[:,2],ax=ax3,imageType='Ez')"
|
|
],
|
|
"language": "python",
|
|
"metadata": {},
|
|
"outputs": [
|
|
{
|
|
"metadata": {},
|
|
"output_type": "display_data",
|
|
"png": 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BaGoCJOmO126K9OnnrRoqKwEAvlOnIm/XLm2AE92NeIqhjKpQiYrCQjgOHIjc7dtRUVAA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\nAABJRU5ErkJggg==\n",
|
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"text": [
|
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"<matplotlib.figure.Figure at 0x10dfd5c50>"
|
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]
|
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},
|
|
{
|
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"metadata": {},
|
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"output_type": "display_data",
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"png": 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VAIAjR/KxeHEAJAm4t1Pu5dUDxcVVOHeuSK67YFR0mSe1TNd5RkUNxpo1IfjD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\nljgRkYL9Px5JJb38BetZAAAAAElFTkSuQmCC\n",
|
|
"text": [
|
|
"<matplotlib.figure.Figure at 0x10dfa5990>"
|
|
]
|
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},
|
|
{
|
|
"metadata": {},
|
|
"output_type": "display_data",
|
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"png": 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|
|
"text": [
|
|
"<matplotlib.figure.Figure at 0x10f09be50>"
|
|
]
|
|
},
|
|
{
|
|
"metadata": {},
|
|
"output_type": "pyout",
|
|
"prompt_number": 7,
|
|
"text": [
|
|
"<matplotlib.collections.QuadMesh at 0x10f2d2a90>"
|
|
]
|
|
}
|
|
],
|
|
"prompt_number": 7
|
|
}
|
|
],
|
|
"metadata": {}
|
|
}
|
|
]
|
|
} |