From 046f02f211ffcf3e73fbf2a21bdb541b3c05e82d Mon Sep 17 00:00:00 2001 From: SEOGI KANG Date: Sat, 27 Sep 2014 22:10:21 -0700 Subject: [PATCH] Fix bug about averaging Add Wiggle plot from Brendan --- notebooks/SeismicFWD.ipynb | 40470 ++++++++++----------- notebooks/SeismicRefraction_model1.ipynb | 17142 +++++---- simpegseis/SeisAcousticTime.py | 6 +- simpegseis/UtilsSeis.py | 32 + simpegseis/__init__.py | 1 + 5 files changed, 29439 insertions(+), 28212 deletions(-) create mode 100644 simpegseis/UtilsSeis.py diff --git a/notebooks/SeismicFWD.ipynb b/notebooks/SeismicFWD.ipynb index 21cc7bf..7133c75 100644 --- a/notebooks/SeismicFWD.ipynb +++ b/notebooks/SeismicFWD.ipynb @@ -1,7 +1,7 @@ { "metadata": { "name": "", - "signature": "sha256:43cef8feaa23d5020ffbd5874e54f80865dd6632477d24adbab1e45f5867176c" + "signature": "sha256:b8a51c40a152664559ff5f36e935013a6d1019641ab852ea89f76ef72cce6b44" }, "nbformat": 3, "nbformat_minor": 0, @@ -27,24 +27,24 @@ ] } ], - "prompt_number": 23 + "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "# Step1: set time\n", - "time = np.linspace(0, 0.04, 2**9)\n", + "time = np.linspace(0, 0.03, 2**9)\n", "dt = time[1]-time[0]\n", "# Step2: set Tx and Rx\n", "options={'tlag':0.0025, 'fmain':400} # You need to set waveform to set Tx\n", - "rx = AcousticRx(np.vstack((np.r_[0, 1], np.r_[0, 1])))\n", + "rx = AcousticRx(np.r_[10., 1])\n", "tx = AcousticTx(np.r_[0, 1], time, [rx], **options)\n", "# Step3: set survey (pass txlist)\n", "survey = SurveyAcoustic([tx])\n", "wave = tx.RickerWavelet()\n", "# Step4: set mesh\n", - "cs = 0.5\n", + "cs = 0.25\n", "hx = np.ones(150)*cs\n", "hy = np.ones(150)*cs\n", "mesh = Mesh.TensorMesh([hx, hy], 'CC')\n", @@ -67,14 +67,14 @@ "text": [ "You are good to go:)\n", ">> Stability information\n", - " dt: 7.83e-05 s\n", - " Optimal dt: 1.25e-04 s\n", - " Cell per wavelength (G): 4.00e+01\n", + " dt: 5.87e-05 s\n", + " Optimal dt: 6.25e-05 s\n", + " Cell per wavelength (G): 8.00e+01\n", " Optimal G: 1.60e+01\n" ] } ], - "prompt_number": 32 + "prompt_number": 2 }, { "cell_type": "code", @@ -91,12 +91,12 @@ "stream": "stdout", "text": [ ">> Start Computing Acoustic Wave\n", - ">> dt: 7.83e-05 s\n", - ">> Optimal dt: 1.25e-04 s\n", + ">> dt: 5.87e-05 s\n", + ">> Optimal dt: 6.25e-05 s\n", ">> Main frequency, fmain: 1.00e+02 Hz\n", - ">> Cell per wavelength (G): 4.00e+01\n", + ">> Cell per wavelength (G): 8.00e+01\n", " Tx at ( 0.00, 0.00): 1/ 1\n", - ">>Elapsed time: 2.55e+00 s" + ">>Elapsed time: 2.48e+00 s" ] }, { @@ -107,7 +107,7 @@ ] } ], - "prompt_number": 25 + "prompt_number": 3 }, { "cell_type": "code", @@ -119,26 +119,27 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 26 + "prompt_number": 4 }, { "cell_type": "code", "collapsed": false, "input": [ - "print data[0].shape" + "20./(0.0119-0.0025)" ], "language": "python", "metadata": {}, "outputs": [ { - "output_type": "stream", - "stream": "stdout", + "metadata": {}, + "output_type": "pyout", + "prompt_number": 5, "text": [ - "(2L, 512L)\n" + "2127.659574468085" ] } ], - "prompt_number": 27 + "prompt_number": 5 }, { "cell_type": "code", @@ -303,12 +304,12 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " \n", "
\n", - " \n", - " \n", + " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
\n", + " \n", + " \n", " Once \n", " Loop \n", " Reflect \n", @@ -379,10600 +380,10735 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imgQYZYPPBUSBVCOIRC\";\n", - " var slider_id = \"_anim_sliderQYZYPPBUSBVCOIRC\";\n", - " var loop_select_id = \"_anim_loop_selectQYZYPPBUSBVCOIRC\";\n", + " var img_id = \"_anim_imgGLCWAUBYLBQYJTDG\";\n", + " var slider_id = \"_anim_sliderGLCWAUBYLBQYJTDG\";\n", + " var loop_select_id = \"_anim_loop_selectGLCWAUBYLBQYJTDG\";\n", " var frames = new Array(0);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAJACAYAAABlmtk2AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\\\n", - "AAALEgAACxIB0t1+/AAAIABJREFUeJzt3X1wVIW5x/HfWZIQ31oEJOIuEEyWhEBMoih4r07XmoCI\\\n", - "UEGbktiiQmfQdvQyVMvlWi+RToj4UqeigNUixXvFgIqRojGpmGI7jQF5s65DQLEmG4K8KwJFyLl/\\\n", - 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before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " animQYZYPPBUSBVCOIRC = new Animation(frames, img_id, slider_id, 40, loop_select_id);\n", + " animGLCWAUBYLBQYJTDG = new Animation(frames, img_id, slider_id, 40, loop_select_id);\n", " }, 0);\n", " })()\n", "\n" ], "metadata": {}, "output_type": "pyout", - "prompt_number": 28, + "prompt_number": 6, "text": [ - "" + "" ] } ], - "prompt_number": 28 + "prompt_number": 6 }, { "cell_type": "code", @@ -10983,7 +11119,7 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 29 + "prompt_number": 7 }, { "cell_type": "code", @@ -10999,12 +11135,12 @@ "stream": "stdout", "text": [ ">> Start Computing Acoustic Wave\n", - ">> dt: 7.83e-05 s\n", - ">> Optimal dt: 1.25e-04 s\n", + ">> dt: 5.87e-05 s\n", + ">> Optimal dt: 6.25e-05 s\n", ">> Main frequency, fmain: 1.00e+02 Hz\n", - ">> Cell per wavelength (G): 4.00e+01\n", + ">> Cell per wavelength (G): 8.00e+01\n", " Tx at ( 0.00, 0.00): 1/ 1\n", - ">>Elapsed time: 2.75e+00 s" + ">>Elapsed time: 2.90e+00 s" ] }, { @@ -11015,7 +11151,7 @@ ] } ], - "prompt_number": 30 + "prompt_number": 8 }, { "cell_type": "code", @@ -11180,12 +11316,12 @@ "\n", "\n", "
\n", - " \n", + " \n", "
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"prompt_number": 31 + "prompt_number": 9 }, { "cell_type": "code", @@ -20980,7 +20960,15 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 34 + "prompt_number": 10 + }, + { + "cell_type": "code", + "collapsed": false, + "input": [], + "language": "python", + "metadata": {}, + "outputs": [] } ], "metadata": {} diff --git a/notebooks/SeismicRefraction_model1.ipynb b/notebooks/SeismicRefraction_model1.ipynb index 4119203..5e3aaa6 100644 --- a/notebooks/SeismicRefraction_model1.ipynb +++ b/notebooks/SeismicRefraction_model1.ipynb @@ -1,7 +1,7 @@ { "metadata": { "name": "", - "signature": "sha256:2e169609a1b4834650aca656220a6f661645ae4e595f5a20251c4c1e1eb3bd09" + "signature": "sha256:ba0d58707794e1b5c15674f466132dbb41862fb584eeaebdb1c82a786054b850" }, "nbformat": 3, "nbformat_minor": 0, @@ -27,27 +27,28 @@ ] } ], - "prompt_number": 6 + "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "# Step1: set time\n", - "dt = 0.8e-4\n", - "ntime = 1700\n", + "dt = 6e-5\n", + "ntime = 2000\n", "time = np.arange(ntime)*dt\n", "# Step4: set mesh\n", - "cs = 0.5\n", - "cs = 0.5\n", + "cs = 0.20\n", + "cs = 0.20\n", "hx = np.ones(500.)*cs\n", - "hy = np.ones(200.)*cs\n", + "hy = np.ones(250.)*cs\n", "mesh = Mesh.TensorMesh([hx, hy], 'CC')\n", "# Step2: set Tx and Rx\n", "tlag = 0.008\n", - "options={'tlag':tlag, 'fmain':100.} # You need to set waveform to set Tx\n", - "nrx = 99\n", - "xtemp_rx = np.arange(nrx)*2.5+2.5+mesh.vectorCCx.min()\n", + "fmain = 100.\n", + "options={'tlag':1./fmain, 'fmain':fmain} # You need to set waveform to set Tx\n", + "nrx = 180\n", + "xtemp_rx = np.arange(nrx)*0.5+0.5+mesh.vectorCCx.min()\n", "xy_rx = np.c_[xtemp_rx, np.ones(nrx)*mesh.vectorCCy.max()]\n", "rx = AcousticRx(xy_rx)\n", "\n", @@ -62,9 +63,9 @@ "prob.setPMLBC(20, dt, bcflag='left', const=1.)\n", "prob.storefield = True\n", "# Step7: set velocity model and check stability\n", - "v = np.ones(mesh.nC)*800.\n", - "v[mesh.gridCC[:,1]<30.] = 1500.\n", - "v[mesh.gridCC[:,1]<0.] = 2300.\n", + "v = np.ones(mesh.nC)*400.\n", + "v[mesh.gridCC[:,1]> Stability information\n", - " dt: 8.00e-05 s\n", - " Optimal dt: 1.09e-04 s\n", - " Cell per wavelength (G): 1.60e+01\n", + " dt: 6.00e-05 s\n", + " Optimal dt: 6.67e-05 s\n", + " Cell per wavelength (G): 2.00e+01\n", " Optimal G: 1.60e+01\n" ] } ], - "prompt_number": 102 + "prompt_number": 4 }, { "cell_type": "code", "collapsed": false, "input": [ - "mesh.plotImage(v)" + "print time.max()\n", + "mesh.plotImage(v)\n", + "plt.plot(rx.locs[:,0], rx.locs[:,1], 'k.')" ], "language": "python", "metadata": {}, "outputs": [ + { + "output_type": "stream", + "stream": "stdout", + "text": [ + "0.11994\n" + ] + }, { "metadata": {}, "output_type": "pyout", - "prompt_number": 65, + "prompt_number": 5, "text": [ - "(,)" + "[]" ] }, { "metadata": {}, "output_type": "display_data", - "png": 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"text": [ - "" + "" ] } ], - "prompt_number": 65 + "prompt_number": 5 }, { "cell_type": "code", @@ -125,21 +135,21 @@ { "metadata": {}, "output_type": "pyout", - "prompt_number": 66, + "prompt_number": 6, "text": [ - "[]" + "[]" ] }, { "metadata": {}, "output_type": "display_data", - "png": 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"text": [ - "" + "" ] } ], - "prompt_number": 66 + "prompt_number": 6 }, { "cell_type": "code", @@ -156,12 +166,12 @@ "stream": "stdout", "text": [ ">> Start Computing Acoustic Wave\n", - ">> dt: 8.00e-05 s\n", - ">> Optimal dt: 1.09e-04 s\n", + ">> dt: 6.00e-05 s\n", + ">> Optimal dt: 6.67e-05 s\n", ">> Main frequency, fmain: 1.00e+02 Hz\n", - ">> Cell per wavelength (G): 1.60e+01\n", - " Tx at (-124.75, -124.75): 1/ 1\n", - ">>Elapsed time: 5.77e+01 s" + ">> Cell per wavelength (G): 2.00e+01\n", + " Tx at ( -49.90, -49.90): 1/ 1\n", + ">>Elapsed time: 1.06e+02 s" ] }, { @@ -172,7 +182,7 @@ ] } ], - "prompt_number": 67 + "prompt_number": 7 }, { "cell_type": "code", @@ -184,60 +194,67 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 70 + "prompt_number": 9 }, { "cell_type": "code", "collapsed": false, "input": [ - "print 50./1500." + "# from IPython.display import set_matplotlib_formats\n", + "# set_matplotlib_formats('png')\n", + "# matplotlib.rcParams['savefig.dpi'] = 200 # Change this to adjust figure size\n" ], "language": "python", "metadata": {}, - "outputs": [ - { - "output_type": "stream", - "stream": "stdout", - "text": [ - "0.0333333333333\n" - ] - } - ], - "prompt_number": 75 + "outputs": [], + "prompt_number": 10 }, { "cell_type": "code", "collapsed": false, - "input": [], + "input": [ + "fig = plt.figure()\n", + "kwargs = {\n", + " 'skipt': 2,\n", + " 'scale': 0.04,\n", + " 'lwidth': 0.1,\n", + " 'sampr': dt,\n", + "}\n", + "extent = [0, 180, 0.11, 0]\n", + "ax1 = fig.add_subplot(1, 2, 1, aspect='auto')\n", + "ax1.invert_yaxis()\n", + "ax1.axis(extent)\n", + "UtilsSeis.wiggle(data[0], **kwargs)\n", + "# ax1.set_xlabel('Channel')\n", + "# ax1.set_ylabel('Time (s)')\n", + "# ax1.set_title('Original Gather')\n", + "ax1.set_xticks([])\n", + "ax1.set_yticks([])\n", + "\n", + "fig.tight_layout()\n", + "fig.savefig(\"model1_data\", dpi = 200)" + ], "language": "python", "metadata": {}, "outputs": [ - { - "metadata": {}, - "output_type": "pyout", - "prompt_number": 71, - "text": [ - "" - ] - }, { "metadata": {}, "output_type": "display_data", - "png": 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9NEPBY2RAk4ogpQIxoEURYqD19IUTCDGknsCo1tGmVQpl08rLRevSPg/TUdrA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\nE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GKaecAr1ej1AohJMnT2Lv3r3s2Dlz5uD222+H2+1O2+YJiSId5EWitRSTbU9vMWv7/Vgq\noPUQdU4wGGR/t7e3Y/z48QC6w50GDBgg+00R7Y2NjXj00UeZtvvoo48UrF6inZ6qgZXKl51sqE+q\nB5wWoipEZNKPlYpze4KYgiWabI2NjRg0aBD7jhhDIi/I9MvNzUVZWRmGDh0Kh8Mh28sYAL788ktV\n8iGZNVZfIi96ou3Sea9EoPU+zgRibooQCoUgSZKqKch3IGkoMgmB8HY/TU1N0Ov1jEUkNDY2JlWG\nuh/xIVvJm5m4TjzHZlu4Y2qsYcOGsSpMPKUugqIzGhoa2Gdnn302QqEQli1bpjh+8ODBqKyslA2A\nZE3BTJIXqX5h2R4APYVW00ayjZiCtWzZMrz66qvweDyorq5mneT3+5lTOBQKMcaQj2AfN24c9Ho9\nFi9eLNNkAHDFFVcwciPVwaiJQCtxhlpaL/a0/Fmq0ScdxAsXLkRHRwfuuusu7Ny5E06nEx0dHWhu\nbkZZWRmAcNkzyr/inb8DBgyAJElobW3F+vXr2eeDBg3Cgw8+CIPBgI8//jjpxqeKUk31uiZTrKCI\nRM/t92OlDzEFq6amBlVVVfjss8+wefNmPPLII+js7AQgN8Xobz4S3u12M6KjpaWFffbjH/+Y1SJc\nuXJlyrM9s0leZJIVzKYZqXU/VraRUPmzyspKvPPOO1i3bh0OHjzIGEP+BZ922mns78bGRhYnqNOF\nN1lrbGyUJUJu3bqVkRjitWKhr76UVEBLdHu/H0vtAL2eOYHJB7V69Wo88sgjsNvtsNvtLPodgIz9\nIy0FhOn3Y8eOMZKD4HQ60dTUBCAz6wytkRciMjnwMj3IM+nHSlXhnmT7KKZgXXPNNSgpKQEATJ48\nGUA4B+uLL77AmjVr4HA4kJubCyAsSKWlpexcPpxpyJAheOWVVxSVmgoKCpCTk4O2traEHyIVa6xs\ns3Lp0izZpNuz3ac8EkmGTSWNH1OwHnvsMQDhbXvGjh0LIMz2AcDatWvx97//nWURezweJmRAmKon\neDwefPDBB4pQpksuuQQ5OTn44osv4mpwOtDbfD59EX0tlCumYI0ePRo2mw2PPvooAKCoqAiXX345\ngLCGWrJkCbZv3w6n06koMT1v3jz2t8FggCRJePrpp9lnRqMRv/71rwFAdY+tWIi0xkoneaH1VPJM\nTxL9fix1xEVeXH/99Swm8L777mOM3tixY+FyufDyyy+jtbWV+bKA8MZzfMZxcXExgsEgNm3ahKqq\nKkiShJkzZ2LSpEkAkFWNlUokygpmk26P5zpaEIpk/FjZJrZiClZ7ezsz6YYPH46f/exn7Ltrr70W\nALBz505s27aNfc77tYCwthozZgxMJhMkScKePXtw8uRJjBw5kh2ze/fuhPbSAiKvsbQwGBJFNoJw\n+/1Y6UNcQbjkmxo9ejRLI7nyyitxzjnnAAivn1555RXs3r0bHo8Her1etgHC7NmzYbPZ2Ivatm0b\nCgsLZUSG3+9HfX296sYLqURfYgX7/VjaRUzB4lNEyNQzGo34+c9/zo6ZNGkSdDodFixYgObmZpkJ\n2NXVhd/85jeya65duxYrVqyQfWYwGDBx4kScPHkSQM/UfaIL4Wy+VC0uxPv9WD1H3BnELpeLpeMb\njUbMmDEDQLijrrvuOuh0Oqxdu5al3QPhzeacTidmz57dfUO9HiUlJbj99tuxevVq9vmMGTNQVFQU\nc0PwniITAzlTg6endHuq4wqTObavkh9xC5bYKWTGzZgxA1dccQX7fPny5Thx4gQkSUJ1dTWGDx8u\nO2/+/PnIy8uDz+fDT37yE3R1dSEUCuGOO+4AEK7iJJaujoRspF/HesnJMpJa1FzJoi89S7JIaHNv\nGlQ06CVJwr333ivrSIPBgMsvvxwHDx6UkRNAOI7w//7v/1idjCNHjuDTTz+F2WzGDTfcACDMDvp8\nvpi7P8bTzt6AVLKCatfTAhIx6+NBPMdmux9iCpbNZkN7eztKSkpgt9tl3zU0NMjMvDlz5mDUqFHY\nvXs3/vrXv8o6oKOjA4sXL8bEiRNl2qi1tRUDBgxgxx4+fBiHDx+Oa5O6ZBa+2ezwdEdKZJJu76uk\nQ6oQU7CsVivcbjfMZjMLxqXODIVCLCdLp9PhgQceYEKzfPlyVmbabrfD7/djypQpsmvn5ORg3759\nMrIDAI4dO8bKqSWDdJIXWmIFoyGbVZ+0VL9Ds1Wa1KAWfzV//nx897vfZf8Hg0Fccskl2Lt3LwwG\ngyyGkHDVVVfhT3/6E5588knZ516vVxbxHm97Un1sJpDNQaOlvugtVke8SChtRASfR3XJJZfIXtQZ\nZ5yBtWvX4oYbbpAF4xIeffRRXHTRRQCABx98EKtWrWLXqqiowMGDBxN7kgyhr7JYPDL5jOkS7mxP\nGgnt6BgJdXV1shyrUaNG4aabbgIA7NmzB4888gj7rrW1Fffeey8WLlzIPguFQnjrrbcAhLOLZ8yY\ngX//+99xP0QiNS/SDa0wf1qaALLpx9JsSBPQ3Tiq007gTUL6W6/X49lnn5VFXnz44YeQJAk1NTUw\nGAyyZEgCrbO+//3vw2g0YufOndizZ08SjxTfs2gFPXEZaOFZ+v1Y6ohLsKhDKNxITKXnO2zevHm4\n9NJLZSn6J0+exNlnnw23263YxA4Ih0pNmTIFoVAIP/jBD8IN0+vxj3/8Q9GGaO2L51i1czNFXsTD\nCvYFuj3bZpgWEJdg8dvwAMoyaPQyHQ4HRo4cKetYyijeunUr5s6di/3798vOnTlzJl566SXcc889\n2Lp1q0ybqZmDWo/1yya0+myp9mP1BiS0BzE9vFh2mjqus7NTljoyZMgQ/PnPf2b/19TUsLyurq4u\nnH766Vi1ahWGDBmC+vp6PPvss7IOPnDgAOrq6mRt6WsvIF2R+aliG7Xox+oNDuKYlXAByNZPQLfG\nIuexeBwQ9lG98847svQRIOwAbmpqQjAYxPTp02Xf7dy5U/a/JElYs2YNy1iOF+nsVC2tCdJNt2vF\nj9UbEZfGIoES4/esVis6OzuRn58Pp9MpW3sNHz4cM2fOZOXPgPCL2rZtG6688kq27Q+PCRMmyP6f\nPHky3G433nzzzZSVSEv3S+9rGjVTiPZeemO+XULkhZpj2OfzwWazweFwsM8aGhpk9DsAlJSUMCHb\ntGkT5s6di3379rHvhw0bhl/84hfsf0mS8MMf/hAA8Oqrryb0UFpNG4nGiqVaIHvyTH3Bj5VtJBR5\noSZYakRGKBSSER5jx47FRx99JGMEGxoa8NprrwEIR2l8/PHHGDFiBHth06ZNw2233QYgnBj55Zdf\nsuvz90oU6TKfejoYM1maK1XnA4lnKmuh5FomENcaK57OCIVCGDhwIJqbm2Wfd3R04KOPPmIVnniU\nlJSgpqYGI0eORH5+PoLBIPbt24eRI0firrvukgnnBx98gFmzZvXZGY7QF+j2SOj3YwmItr6hzurq\n6kJOTo4stb6rqwt6vR7jx4+HwWBQdOxDDz2EJ554grGOBoMB27dvh91ul63NgHD0x8qVKxN4tMwi\n2Vk5lesH/lrZnIC0MPlluw1J5WOpgY8HNBgM8Pv9aGlpkUWuG41GWK1WTJs2jZ3z3HPPsVwsIFwC\nQBQqILwG+/TTTwF0bySejZmsJ4mOfQmpLn/W1/otLsGK5BDm/6bffr8f5eXlaGpqUnTWmDFjsGrV\nKlbyjPDee+/h2LFj8Pl8OP3002XhUAAwfvx4nHvuuVi5ciXMZjMOHDig2q5k0RtNDSAzAaxa7JtE\nnrtXxArGQ3l3dXWpPnhjYyOWLFmCb3/724po99NPPx0jR45EQ0ODIo7QYDDghRdegMVigd1ux5Yt\nW1jBGaLsU2U+peP4WOem68WnQkv0+7GSR0KCpaYhxM9ojaXT6WA2m9HV1QWXywW9Xs9yskSNtG/f\nPtxyyy3sRdI1fT4frrvuOpx//vns2JMnT6KqqgpA9+6RamkpWkQivppsIpOCEY9JmaoA5Uw+V1KJ\njjwipWz4/X6UlpaitbUV7e3tbJM6HnzkxbJly3DDDTegqKgI9fX1AIDa2lpF1IXJZGJhTsRA8rtI\n9lZosTBOus7tKbLhZkkUSTmI4wFtTidJkuI8m82Gv/3tb6wyE+GLL77AJ598AiCc48VvqkD3nzJl\nCtseiExBEsRUrbl6ikyxglowubTux8oWEopuF0ObJElif4vCx2cd853Z3t6Oe++9FzfffLPipVgs\nFpx++umwWq1wOp2MhidcdNFFGD16NGMFvV4vgG7BSrZORioHc7ZNumxovnjxTVqzxSVYVDGJSpLx\nwbhi5DsvdPR5aWkpmpub4ff74Xa7MWTIENX7FBQU4MSJE7DZbAohCYVCrKIu1cOgtRppMNrALhFo\ncQAmC608SyJauDcKTTxIKAiXNBcN6FAoxPbDIuEjQaNzTCYTHA4HfD4fmpqaMHjwYMX1afeSpqYm\nfO9738MzzzzDasQTTj31VMyaNQtA94ujFBUSQlp7pbP+u5Zi+tKFbKSN9LXaFwmxgiKCwSDTYiRs\nJGD022w2o6OjA4D6Q86fPx9vvvkm+9/v92PhwoXo6OhgKSltbW2yKk8kzLQGIyFuampCKBSC3W7X\n5ICNhmQGQLRztFSnMNVIdF2XDSREXogvKxgMyjbvBroFzGKxhG+g1yMYDKKgoABdXV1s7RUKhTBx\n4kQsX75cocW8Xi9aWlpYxLzT6cSAAQPY9wUFBQC6BYs0l06nQ319PTweT0p8XJmElhIGtRDc29uR\nVHQ7oaurS7Y1Kn8MCZbH44HNZsOAAQNgNpsZRX7y5ElMmzaNHcdj0qRJmDt3LgYNGoSjR4/KhAoA\no+5JiCnANycnB62trbBarTh06BCAbnYyVUh10GhP6nVkE6k2AXuLjy9eJOXHok7wer3MFBQ7hjRZ\nV1cXiouLAXSXUevs7ERhYaFqh+n1euzfvx9PPvkkcnJycPLkScV6a9iwYbL7UYJkIBBg5apJgMVo\nexGpzsfKZHS6FjRLNgZ9b3BJ9KgSLv93JCbIYDDIhM9oNKK1tVUhLADw4x//GLm5uQgGg3jwwQfx\n6KOPwmq1ymrGS5KEU089VbYjCW92EuNImoqYwkhFRxNFbxlIWprls+HHyrY52qPIi0TYIyBsupWX\nl6Ozs5PVdSe8+OKLeOmll2Tp/48++iiMRqOsYKjT6cSMGTNgMBjgcrnQ3t7OEijHjh3LSBOi5Emw\nemt0RqLZ0FpGvx8rAkR7ONEHpkFfXFzMtJDH40FBQQF+8pOfyO4BhIWjpKREZq7p9Xp2Hdq3mDbE\nO+WUU9i5RHAQs0gmYTZfUiaDcLOJfj9WCkxBQqQOipYcCYQHfCSH8Zw5czBixAgMHjyYRVfw2Lhx\no+x/8qGFQiFWc4Oq95JgpZrMSASpHkTpotu1Xv6sN6BHiY5EpQOJaTNaazmdTrYJnYiKigqsWbMG\nTz/9NPR6ver1vvrqK9VzA4EAzjzzTADdWpJMQYrSICRKXvQlVjBdaSPJoC+ZvECcgkX+JFoXUbBr\nUVFRRH9RtBlNp9OhvLwcJ0+eVAiWxWLBU089hXHjxiEUCuH+++/H4sWLWTt46r2pqQlerxcOhwNt\nbW3MnzVo0CCmvYiRpOgMEiyKM0w1+kLNCi2wjdlAKifNuASLEgspZKilpQWhUAhms5kJFglbIjNw\nQUGBrL5gV1cXli5dip///OeynK3//d//hdfrVTiKDQYDAoEAWlpa4PF4mE+NJ0BGjRolax+t7dTq\nGsYDrbOChHjaqYW0kXSZlMlkZES7TqKIS7Cqq6sBhPOjgPDApc8o2ZA0Aa1h+IRHgmgm8gLgcrnQ\n0tLCNq/jv6NCNWLnl5SUYPTo0RGLzPh8PpaRnJ+fD6Bb+5JpqJVUk0hId9hST5GJiaY3mH4i4hKs\nxsZGAGHhCQaDyMvLw4kTJwB0awDxN68Rou2vRWscu92uKPJJmDdvHoYOHQqDwSDLFp43bx4MBgP+\n85//4MCBA4rg25aWFowYMQIAWIEa8mdROzs7O3td0l5vQ6r9WL2hzxJaYxmNRiZk9BkF2Ir/k0aw\nWq1MCImhI+EIhUKoqKhAQ0ODIveKMH36dHzyySdYunSpYk139dVXs3Z9+umnzGel5sAeM2YMgG4y\nw+/3K7S9aUUpAAAgAElEQVRXqtAbXnw20O/HEkCaIC8vjw1eIjJIA9AxJDxUy91oNDIzUTQXvV4v\ndDodQqGQovNMJhOeeuopzJs3D11dXfjRj36E999/n92vvr5eVut9y5YtURlJ2pyByIy8vDw0NjbC\nYDCklNDIdnEaQroHYyxyKt62ZLOYTjqRUAaxTqdTZAxH+h/o1kxkCpK2od98vXe+IzweDx555BH8\n/Oc/Z9cNBoP45S9/ySIqxJR/u92Ow4cPy9pN37vdbsY+krlJtQ/59vA7p3yT0ZdS6TUdK0iDMhAI\nsCgHMbFRTBcxGAzsO1HAyFwkzdXe3s58Yn6/H83NzayoJ4+GhgZYLBY4nU7WDsKQIUOwf/9+7Nq1\ni31Gndre3s6oeGIJPR4P02Iul4sdB2if0EgVYqWNZNJ0+0b6sUpKSgCEzT1K2SABIoEiqpsGPLFw\n/LGigJFgud1u5ObmoqGhAQ0NDRg+fLhqO2bPno2BAwfC4XAogngvuOACmEwm/POf/1Scx79oaovV\namXXIC1ImivZ2hnpQm+oStQPOeISLCoTbTabmR+JtBhFrtOApYBYfmdHitsjIaSBTOuxvLw8GZWv\nhqlTp2Lz5s34/PPPFQPNZrPh1ltvBQCsXr1asdZSG2SjRo1SJGeSaZqsjysZ9KQ4TTYduamKou+r\noVFxCRatSwYOHMjIBhIW0SQkjcVrA6ppQUJH55AG0+v1cLlcCocx4ZprrsFDDz0Eh8OBq666Cl98\n8YXs+x/96EdMq+7evRu1tbUIBAJRw6yIxODbSuQFmapiBH686GuDJNvojdo3LsGiFHhKoXe5XEzY\nSEhEpy8Jmt/vZ4JFdStI6/HaSZIkDBgwAJWVlbIBfe6552Lp0qVMI7rdbtx///1M2zU1NWH8+PHs\n+K6uLtTX16tuu8qTGIRQKKSonSG6EBJBJlnB3oJs+LGy3a8JsYI0y5tMJmbq8RWbgG4txGcZk1DQ\nOaQh+EHOZxwT/X3y5Emce+65ipLUtbW12Lt3L7s+/71Op0NxcTH27NkDo9EIr9eLwsJCtLe3w2w2\nM63Es40jR44E0C3wJLQkYJkkM1K1iNeS1swGGULQdJUmAl92jP4mkoIGHw1K1Zv9f41AAsrH/ZHw\n0aYKpF3UHMdlZWU444wz0NDQoNg8/LTTToPNZsO+fftQWlqKY8eOwWq1wuPxwGg0svUdQZIkpnWJ\nmKFnIY1FrGEmoAWBSKQK0jc1YDcWYgoWnwJP4DuehIQ+EwchdVwwGGTXIU1Fmsvn87HrGAwGDBw4\nEIcPH5aVPCPk5eXB5XJh7dq1CAaDCsGjaIwDBw5Ar9czrSMKvNoLpfAnEnJiB+ka30T0M5LJIaZg\n2e12RgyIHeZyuZhAkDlGVDoJGJ3T0dEh24MY6GYLeRrfarXCZDLBbrcrYv9sNhteeeUVuN1uXH31\n1Vi3bp3s+/z8fPzP//wPAODYsWMAuiND4qmSKxIvdG5nZyfTYqlON0l1fhehJ7X3tO7HSrYNmdSO\nMQXL7/czU0lEe3s7G4QkYLTGEtk9Nc1Hwmg2mxltT8Lm8XhYXCIQ1lTvv/8+Lr74YgBhbXLPPfeg\npqYGQLjTZs6cyYgSOlcMtYqkffx+P9N+RNLwUSVkFsaTgaylqk/R0FurNKW6uGk6EFOwYjE69L0Y\nkcEv/EOhkGx/YvE6fBQF/c0zgy6XC+PGjcOcOXNk59ntdrz77rsAwrlifHS81+uFJEnsnkSOUE6Z\n2P7W1lY2OZD2pDWgxWJhgbokWJEIjUyygn0hKv8b68fS6/WKBX808MyaJEmwWCyora1lm9ABys7k\ni3YSGUL7FbtcLrS2tipICkJ5eTkL4iXhAcDqFpJJSppVDKeiNoRCIcWuKrTGy8nJYW3no0X6kRn0\nxsknpmANHDhQkY4hNrarq4uZdTTbkyM5NzcX1dXVqlS3WpYnXScvLw9FRUUsjlANubm56OzsRF1d\nnaIgDSU4kqYhbUTXokRNQrSIeK/Xy1wFZFJmsygNobfQ7X0pqDdexGUKRqpnQb/5tRa/GYLBYIBO\np2PBrfFoPjqfYg/9fr/qALrgggswZMgQ3HnnnfjXv/6lOGbu3LkAurOeSRsRgdLW1gZJkphmBZQv\nnTQpHz1Cz0CMYTp3NtEyEtEiqSZDeoNwJpToKK4r1MwoAh8rSIOQCIVoHUPXoUHd1NQkO16SJFx7\n7bVYsWIFjEYjgsEgfvGLX8ii2kOhEG688UYAwJEjRxAKhdhLJc0WDAah0+lgMBhw/Phx2Gw2NgGI\n7SsuLlaYiSL7mSzSxQr2BIlomH4/ljriEqzjx48DUAoGr7nEDqIZnj+eagNGo3mJHaSBLK5lWlpa\n8MYbb8iiNrq6uvDCCy+w/0tLS1mE/MGDB2XRH7SGI/YxPz8f1dXVsFqtzGwU28dPEnQ+mbU0aYjC\nnyokO8unYl2SjXunCtluQ0I1L2hdQlWaCBaLRRGwyocZ8doHUO5yTy/S7XazAc/vGkkp+XV1dRg+\nfLhqNAYfQkXCCQBHjx6FTqdjJhx1OM8g0nck+NGi48nk5dsMQEHMxItsD4B0QAt+rHRfNxbiEiwa\nNOSbMhgMqKqqQl5eHux2O2w2G2Pb1NYrNOOTRqDKTuLAdTgcTCPw2jAvL4+thXihYQ+h17M2Njc3\ny7Slx+NBfX29Yi1ETm9JkpgwU/sikSySJLHzqB1032ywhFowo3qLHyvTiEuwaBAFg0FGoTc0NMBm\ns6GyshJ6vT5iXcFQKMQcrjQIxRR6giR1bxYubmjHr5N45Ofn47zzzsMbb7yBpUuXql7X5/Ohrq4O\nLpeL+cnoWk6nU1Y7A4DMMU3tovaTYNEEQAJLLKGojfsqtO7HyvakE5dgEZOWm5urGOg0yxMNLT6Q\n1+tlZhcJKAlWJLYRgCK9o7GxUUGeDBw4EO+//z6L8fvZz36miPgoLCzE6NGj8e9//1v12fjkTXpO\nImsopInXqOKxNBFkU3OpIdsDi0dv0DCpRkKp+Xw6PK2hxDp9BLW0EfIlnTx5EpIkKUxCHnR9eikt\nLS2QJElWx2LJkiW44IIL2DmdnZ14+eWXZdeZM2cOTCYT1q5di46OjqgDX/SFiTuU8FvDilnR1A9u\ntzuhNJPemBLRE2hp/ZVOJCRY9BvoFjIiEsRIBjWQZvH5fOjs7MSePXtUHa38Nej6brcbgwYNQkND\nA5xOJ7xer2zbHgIfshQIBHDbbbcBCAvF8uXLIw56h8PBinrSmlD0VfHsJ+/IpuvTMaTxUuXj0uJg\nTMSE6/djRQAJEQ04o9HI1hh8BScgetYtFc3kdykR0+yBMElC2o3WRKQtgsEg2tvbWR0OEfzLq6ur\nw/nnn8/+37hxI/M7iSSL0+lkz0QRFyTUZF5SiBUPOodMQpPJlFDYU6zBlu3ZOt2DuLdfPxLiEiyK\nhqBBbrFYWGQEmUQ0CGmWFweEz+dj65LCwkImpHv27EF7ezu6urpkJIFoPgJgJEmkzpo2bRpWrFiB\nTZs2obOzU7EpeE1NDTZs2CBrn1pYFZl7pKFp/Wi1WhXbAFE/UB/p9XrGKopCrDWkS6izPRloAQll\nEPOMnVjujARB3OuXBlVLSwsLap04cSL7vra2FjqdDh988IHqPWmQ08DNz8/H119/rTju+uuvxy23\n3AKfz4fbbrsNDQ0NMscuEJ4Ejh49it27d0cMY+LBkzbUFjFdn9rH++3oO9HHpTWkK21Ei6ZrphGX\nYIkdFQgEGMNHgiUW0KRZnu8w+vvss89mn9HA/OCDDyKGTAHdJpfBYEBjY6NMgC+99FK89tprTPgO\nHDiAt99+W/EcM2fOhF6vx2effaZIxOS1pVhjg9eaZPKS0IhrLh7pZgq1qgkTQbpyq7ItqElv7k0N\nJwGjtRYNbnEtwj8oT4JQIZdVq1ahuLgYx44dk2k5ipbn11T85gzV1dW49NJLFQNb3O2xsLCQERlb\ntmzB0aNHAXT75gj8BnbUZr7iFAkZmXskaHw0CE0WYthTJn1cvW3t0hcmCR5xCVY06RcFjARLjF6g\njuvo6GDrskAgwOjyxsZGNDQ04NVXX2Xn+P1+dl3erNPr9Sxq3mazRdUWdO8FCxYwUuLQoUNwOBxo\nbGyETqdDVVUVbDYb2traZM5u8WW3trayGEQyi9WSN+k7EjqaZFKtubI9K8eL3tLOVCJpjSWCBIpP\nWgTCg4s38VwuFzPrJk+eLFtv0Y6O0fxbQDiZsqKiAvv372dCysNsNmP37t3MEV1TU4OZM2ey7x0O\nB/Ly8nDkyBFYLBYcPXoUVqsVJ0+eRFlZGZqbmyFJkmJAqPmxCGqR/mJJ7WRLV/f2NUtPA5STeZae\nUvw9RVJrLDWImounn1taWlQj4PlA2MGDB2PChAno6OjA559/LktE5M+jPbUMBgP27dunaIfBYMB9\n992HlpYW3HLLLWhpacGAAQNkHUxsIUWN0MCnyk6UUhLp5QSDQYUJzGswMZ5RTI4UCZ5o0GosXjKh\nSFoS9nQjZRqLQGsN0mADBgxAY2MjiouLYbfbWed6PB6Zdrv66qvZ4Ny8eTNef/119tKam5vZWquz\nsxNnnHEGgLBg8FvvGAwGPP/887juuusAAJs2bcITTzyh2EDh1FNPZefzbaXCNLT+ijQQmpqaFJtD\nkDAFAgGFaUqClEhBmmwiXSkwse4V7zG9YT2WVMHOaBDpcUrZMJvNcLlcLCypra1NVlbtrrvuYtfw\neDz44osvGLPHawGDwcD+NhqNMl/ROeecgzvuuEPWnvfff1/RRqr0RGksJHi0LtuzZw+AyK4DPliY\nQNS83+9XOI1pHaZWp1DLWwb1+7GSR8o1lsikAd0DrKWlRVZDg5Cfn4+xY8ey/88880zodDr8+c9/\nZkmW4vWBMLuo0+kQDAZx8uRJnHLKKYqXKt6rvLwc119/PYDu/CsScHIZkBm6e/du1XurzZh8BrXo\nNCfhoUnA6XQyoe3JlkFamLlT5cfqa0ibYPEDjTRMZ2cnS6cniH6jgoICpnWqqqqwaNEitkYRZ/dx\n48ahoqICR48ehclkUpQHoPbwZMhll13GHL61tbWsGhTQXU+QGM0jR46gvb2dbQAuDhiPx8OuRbDZ\nbIpIFZpY6DnMZjOLaYxUDqCn6C2DWy3yJd5ztIyEBCuRl8XP1iQ4ZBK5XC5YLBZ4PB7Y7Xa2XgGA\nhQsXsphCAKisrMTvf/97AOEESQqUdbvdmDBhAnQ6HXbt2qUY4EC4YpTH48G1116LQCCAmpoaFggM\ngO1BTAN/9OjRALrJDbPZjIMHD6KtrQ379+9XEDBtbW2KjGL+pfPl0/jnN5vNTFtSVkAy0RnZHGC9\nZSLQdKwgIZEXSYM1GAwy5ow0Sk1NDYqLixW71Tc0NOCWW26RfTZo0CAsXboUr732mmxtw6/ROjs7\nFT6ioqIivPXWW9Dr9diwYQMeeOABWT4ZENZMLpeLDXgSWtrWB+iuBLxjxw6UlZVh3759MpNQp9PB\n5/MpmMBAIMCc2iR8/OxMBAbFHop9waO30+1aZTbTiZSbggR6sGAwKCslDcgX73RcIBBAMBiUMYVX\nXHEF2zP4sccei+hgLSwsVKSa/P3vf2cl0ADgxRdfVNRdLyoqgtFoRFVVFdxuNzPdaL0XDAaZcDQ0\nNMBkMmHdunUoKiqSMZx8HCSBLxFAbgU+eZPaQgJFmktMNcn2AImEZMqfiX/3ZaRNsHiQWUjmGkUk\ntLS0sAq59fX1skTDsWPH4sUXX2T/Hz16FHfeeSdCoZBiXXb66acjPz+fbV6Qm5vLmD8aAF1dXdi0\naZOsXWeeeSYAYO/evbJQJhJmk8nEzENa3+3Zswe5ubmorKxkAqYGXruSqau2ewqlpFCIVjTNpUVk\nwo+l1cklGlK+xoqWhkGCRUJx+PBhlJSUwG63y4iHtrY2PPzww8w0A8LrntWrV2PBggWw2+1skHq9\nXpSUlKCwsBAdHR2oqalh8YciiJwAwtqI/F3bt2+HTqdjbab2jR07lrWLtA9lFa9fvx65ublwu90o\nLS2NKGD8ZhB8u8RN7oi9pOtrpXZGb/VjqR2TzLMk+/wp11hiQ/gQH1qHkJ+Hr0/BR5d3dXXJKi0B\nwPe//30AwOLFi7Fy5Ur2Oe88DoVCMBqNqjNcUVERXnjhBXafSZMmYfLkyQCAHTt2ICcnh5lndAxP\notDfpH0pdeXAgQOq5xKamprYs9BEEQgE2DqOjidNRaRGJjcYj4TeEEUeC4mwjql83rSbgvzmcKJg\nEerq6qDT6dg2qfwGCJIk4ac//SnbUA4IM4dqjtVIs8uoUaMwduxYvPnmm/jtb3+L1tZWGRN58OBB\nmVlHncfnYdE+x6T1SBA2bNgAr9crS83nobbZQk5OjoKBJDKDXAOkwbTsQO5HZPQ4uj0W+J0caYCR\nYNFvi8WCQ4cOobm5WXGvCy+8EIsXL5Z9Xl9fjzvvvFOxWbfRaFQMxBEjRuCDDz5gwv3YY4/hiy++\nkAXRejwetLW1MTOMQIJqs9mY1iEBI5LF6/Vi165d2LVrF7q6uiIKgs/nY/6tiooK9jxEbNC9SKDq\n6uogSRI6Ojr69II/XflY2UbK6Xa1Y8TPSBNQbpPRaERTUxN0Op1sYB4/fhwzZsyQhQ/Rtf76179i\n4cKF7Bq8H4mv5PSPf/wDEydOZOumYDCIzz//XNYes9kMm83GzDvRJ2U2m9nftIsJpY/odDp0dHTA\n7/dj1apVCAQCCAQCCmFobm5m60LeFXH66acD6I7WcDqdkCQJPp8P9fX1CIVCMaP9swEttUWLSDl5\nEW3RSIOTZm6xnsWQIUOwefNmhEIhVFdXY9iwYTJSw2g04oknnmD/L1q0iIUd1dfXo6KiglVy8vl8\ncLlcmDRpErs+QdzVcerUqTCZTNi5c6esnWrPQQQECRgQ1rw6nQ4HDhyAyWTCqlWrVPtBvG5jYyOm\nTZsGQO478/l8sFqtOHToEHJyclhYV2/dC7k3aJhUIy7BovUD/U7EL6HX6yMW5uT3JC4uLoZOp0Nl\nZSVqa2uh1+tl8YZGoxH//Oc/cfvtt8uu9fDDD7N26PV6GAwGhEIhNDY2KuoEEsStX6+99loAwLZt\n21SPp/a2tbUxk5AENhgMsr87Ozuh0+mwdu1alJSUsPqJ/DUcDofMDKWJgyL2rVYrcnJyoNfrGYFB\nWxHFs1tLPEhlrYtEJ9tviqaLS7CI8aLAUd7RSj6pSLlLfEauCFofUY4VEF688zsoAuEBddZZZ+GK\nK65QXOODDz7A448/rqitoRY3CISJjGXLlmHZsmUAwqYXCWt1dbUi6JeHx+NhbabQqFNOOYUREOQH\n279/P3Jzc/HRRx8hPz9fFmjrdDoV1aMCgQAjM0aMGCFzrgPdTCEJWLQSc7GQTe2RST9WMvliqURc\ngkW+FvrND3oSMrEGBD0QX0NQBA1+n8/HBqrJZEJ5eTkzyxobG9nujjzMZjNj6B588EF8/PHH7L6R\nXsR5552HuXPnIhQK4Y477sCGDRuQk5MjS1bct29fxLg9/rpkWpKmAcAKiFI/rV27FjabDdXV1TAa\njRELeDY2NjIqfsqUKexzfpM8oDtfjAiOvjD7J7u80DriEiwKJVITLPpb/M3XPY9FGVutVja4ydTa\ntGkTampqEAqFFDP8qFGj8PHHH8tMqqeffhpAeJCKPjAAmD17NlasWCFzzP7mN7+ROY2BsEY5ceKE\najvVKk7R2igQCODb3/42gO5Ii0OHDgEAPvnkE1m6jCRJMjKDvx5pLr/fj3HjxgHo1lwUEU+aSwsJ\nk9nQgL1BGBPaxocXLGq4KGz0m9dg4hpNBB+ZTmxbVVUVWlpaFJrKbrdj48aNsjhAIDyIV61axfxG\n/Auvrq7GL37xC9hsNtm9KKGRh81mw8GDB2WfiTUI+Z1PeIGgoGAiNrxeLyRJwldffQW73Y7W1lYm\nYIFAgK0h+axqat+QIUMYUSJuM0T5Yqlac/Uj9YhLsMiE4SsSieutSJpLr9cz4aNjRQHj10Pk19Hp\ndJg8eTLWr18PIKwBq6qqMHz4cIWWMRgMkCQJV111lYKAaGhoQGlpqaLIDdAtxASz2Yxp06apFgSl\nNtFvcTDzTu2pU6cCCCdVUqjU7t27sWbNGnR2drI9jcUkzNbWViacpK2A7thFcYM80lw9SZbMNvoq\nY5g03U7CIQqduOYyGAzsxYskiJqJSOZRRUUF9Ho91qxZg6qqKhYDKO7mOGTIEFafvbOzEw888ABr\nZzAYRCAQUM3VAsJ+rqqqKvb/JZdcgrKyMrS0tCi0Fv/80Xx1wWCQUeh8BSqqVrVy5UrmCI8WD0jX\n8/l8OOeccwAoNRetubKhubKpJXtDUmRCtdt5zaK2MRz/m4THaDQqSi2L5iL/kmitRWuN3NxcvP32\n24rAWkmScPHFF2PTpk0yWv3gwYPYu3cvbDYbTpw4oRpRbjAYcOONN6K6uhqXXXYZWlpa4Ha7ceed\nd7Ln3bx5s8IE5BHphel0OpZq8q1vfYv1Ca3Fjh49CrfbjY8++iji4OTrzufl5TGNJWqujo4OOJ1O\ndHZ2oq2tDYFAgFkH/cgu4hIsylPii6SIBTpFepsGjcFgYIJEWk00I/miLXQ9GkQAWO0/gtPpxMmT\nJ/HUU08pzDkgvAGd2WyG3+9XMHG5ubl4/fXXMWfOHADhYNoHH3wQLS0tTJiBsAAQOUBCxDOckYSC\nd0SfddZZAMKEDO0aSdHua9asQXFxsarZyfu6eAGm65HQ5ebm4vjx47Bardi/fz+A+LRXpv1Yqb53\nb0BcgkUEAmXCUqQB/Q10ExBkqtEA4wcGzbSi2cgLFg1cfh01YcIErFu3Djt37oTdbkdXVxdGjBih\nqJREA27Dhg148MEHMWDAAJnPx+l04uabb8YNN9wgi/p4++23FQU429racPLkSdlnJpMp5p5XNHC8\nXi+j0KdPn876gbTr8ePHkZeXh7feegtGo1HWB3yf0fUcDgemT58OQJ4v5nA4oNfrWdgTCVYkX9c3\nxY+VbcQlWLTwJzONj5ggYaOBSYLGJyJGMhtFDcZ/RtcJBAKYNGkSysvL8ac//QmBQEDVvJs2bRoW\nLFjA/n/22WdlNQcdDgecTiczyUSzVqT08/LycPjwYVnbojm7CfSMfM4YaZpQKMSIDcL69esxcOBA\n7Nq1S7WkNU1qnZ2drN/pGsFgkH1Pvi6i5DMVHZ+JQd8btVxC0e1ilHpXVxd72SQIJGA0UP1+P/uM\nrzUIdHcYP3jpbzp20KBBGDJkCHJycmQhQgS/34/LLrsM69atk621/H4/PvzwQ5jNZng8HrS3t8sS\nJ3mce+65ClP29NNPRygUwtatW2XPH+klqyXj0XmkHcvKylgOGLGfx44dAwC8++67GDhwIBobG2Wu\nDHEvZqC74KjRaGTsIVkDpLFIsLQeX5jJ5MNMIql8LLW4NzHAlgTN6XQyKprWarQ+EzUYoNxkgCct\niouL0dLSwtYT7e3taGxsxJVXXqnYRggIay2Px4PKykpZOWse06dPx5o1a/DZZ5+xzwoKCnDZZZdB\np9Nh+/btMjYwkgYQJwu1mXzq1Knsc4qwoP83bdoEr9eLqqoqhQnLDySekj/jjDMU/U3nkWlIDCIJ\n3jcF2TYfe5ToyCcxEkTtptPp2PpLXI+JGgzoFjJaa/EJiRMnToTBYMCvf/1rtnGBmsCQuVdfX48f\n//jHEcOqLr30Ujz99NNwu9344Q9/yAiSW265hZm4O3fuZIMyEY2lJoSkuUKhEKPQiXzx+XyorKzE\nihUrkJuby2ow+v1+dHV1Mc3FazFyREuSxELCqK2UW0a/exJfmE6kSwCiMbqZQEKbIvS0seLsSgNE\nLB0GdAsYbwqdccYZGDx4MD799FNZ8Rce3/nOd7BkyRL2/5o1a1BRUcFMLsKIESPw9ttvMwFqbm7G\nH/7wB9TW1srWQYcOHUJTUxOLtohVf4EGSl5enqKqFH1XVFTEWEJRc7ndbqxZswZ1dXXMiRwp/pEm\nr1AoxDbzo74lRpNMQtJcYqWq3ohsa6N4kNAaSzR3oglYNDqWBgQJDR8VIaZ08NehpECfz4eGhgaZ\nFvL7/Zg4cSJWrlwpi4Lw+Xx4++234XA42KCqqanBuHHjYLVaZRvabdmyBWazWaaF7XY7gsEgjh49\nqkpeRHrJeXl5Cp8Sn5FMfTBjxgwA4XUrFSA9fvw49u/fj127drFrkZDyJdfIJBwzZgybnEiDU9+I\n5dWoqi/fnn6kHj1aY0VDtLUGu7kgYIByy1G+TgStt8rKyjB8+HD85S9/ARAeLA0NDTjnnHMUoUsG\ngwGLFy9GTU0NGhsb0djYiJKSEmaO8u2rqKhQMI4DBgyA0WjEnj17VDUWQXzOaNHshFAoxKI0Jk+e\nzAgfnU4Hi8WCzz//HC6XS8ZuErxeL+sr6iNJklhuGF2Lol74uoVEaGTDmaxlYU5lcG/aTMFEOpBn\n5GjAiwRHQUEBE5qzzjoLxcXFeP7557Fjxw643W5ZBi5h/PjxMJlMOHr0KJYuXYrCwkLY7XbVECed\nTqea70Vm4c6dOxOi26NNKNQ3jY2NrIYGRcYD3euuY8eOwWw245133okrCsRut7O1G2ltvvoVFSWl\nUCgyFzNVai0bJlxP75ns+UmZgskcyxeVEcEPFhIyEiIyy3jWb/r06SgoKEAwGMQHH3wgM+cIEyZM\nwIoVK1g7duzYgWAwyAJXRdxzzz1YsmQJvvzyS1m7qOT1jh07YDAYFHsrJwJRi/MVnEhzAXIhA4B1\n69ahrKwMe/fuVVyTTz+RJImZ0kRsUL/l5uaisbFRlplMhAZpLi1rk96GpDQWT61H2kNKBNVAj+c+\ngHIDO95EpORCSsMXa/AZjUasXLmSaQO6/+rVq7F9+3aFifbf//3fuO++++BwOHDNNdewtIzzzjuP\nrYH27dsHg8HAWLZkAkGjrTuJRDnjjDMYKUNa+NixY8jJycH777+PvLw8mXCr7SApSRIrk02+O5PJ\nxGgGWLgAACAASURBVELLSFORSUj/xzJd04G+KswJZRCLaR9i2jkPscPiCQfic5T48wC5ucjHEU6a\nNAl//vOf2WCrq6vD8OHDFaZhbm4u1qxZA4fDwaITgDAL99xzz7FBX1NTg4ceegj19fUsIxgIp2j4\nfL6IGi8RiILW1dXFNDSvuagENpmf69evR1FREY4fPx41Or6pqYmZguRA7urqYkJG74EEit4hESRa\nr2XYG4QxLsESZzZ6ARaLhWkLesmRXgppFzXQAFPTaqLj2efzsQiL0tJSXHzxxdi9ezeWLFmC2tpa\nFBYWKgqClpWVYdCgQVi9ejUCgQAKCgrgcDjQ0dGBgoICWK1WlJaWMh/Qhx9+CJPJJCNCJCm8PxbV\nxBBLECQDejan08nazMcwzpo1C0B3fOHRo0cRCoXwySefoKKiguVlSZIkK2XN+xf5LAFxyyGaMEmw\naHJKZkuhZJGKdZcWBS0uwaIOJ4Fyu93MtyKmgETKywJiL5J5s0bscPo/EAiwwTdjxgzk5+czBq2g\noEARAkSsIBUFdTgcsFqtaGtrg9PpZIPNYrHI/EIiOzhq1CiYzWbmDxMj9nnE+6LpuJycHIVJfeqp\npzKTkExfqle4ZcsWtLe3w+l0oqysDE1NTRFNbXqmUaNGsT6kdRdNDvR+xdomWo3WiJYPF+2YTCKh\nKk28kIjFY2iA0f+8BqPPSDAjOSn5arGRIEkSm42JsTMajbL0FP56Tz75JNv8AAibdM3NzSwsigcN\nwpkzZyq+u+SSSwCEd3nkn4Wem543WnSGCHr5FouFtZ3OJR8V0E1mDBo0iGn+vXv3YtWqVTAYDPD7\n/TCbzYp+5TfGo8gMSZLYxMQnU/LPRL99Pl9KNHM2EK2+ZSYQl2CJwgN0vwxxYBHUasnROZFMDt6c\niQR+JuL3LZ40aRJWrFiByspK1uba2lr85Cc/UTzLkSNH4HK5mCnFo6ioCDqdDo8++qjsnvfddx+A\n7noT9Axi6ota+FSsaA1+/anGqqplJHu9XjidTlY7nr+uWhAvrVFdLhdjDMntQCa6WNuE/ztV5mG2\nBDTTGiwhVpBfI4maSewwnmwQhYUGET8zAuomEUGNUePjCOfPn4+mpiY89thjCIVCOHHihIzkIJSU\nlODLL79EMBhUpIoYDAb84Q9/gM1mw0MPPYQFCxbA7/ejrKyMOafJ0UqCJaa+RCv3Jj4LERBq+Vf0\n22g0suekfKxQKIRBgwZBr9ejsrISR44ciVoPUXx+MgVJm5EFQO3m34GY9d0T81CrFZ3SgaQjL0TB\nEgWM32GD/qYXGEmD0SZ08YLMxsGDB2PatGmw2WxYvXo1qqurZdnAhBkzZmD48OH45JNPMGDAAFRU\nVDBfjiRJ+NWvfoWLL76YtW/RokV4/PHHVZ3P1GbqB2p3MBiMO+wpNzdX8byixlLTXDabjYV30cYQ\nn376KQCoJkwGAgH2DvgJj5hD0WHOX4O0oai5eptpmGnEJVhimS4+tIcGFv2mQcWHIhHIF0UCwWfb\n0vdq4TuxMHXqVFgsFnbd9vZ2xWDOz89nu5Zs3LgRTqcTBQUFjOmsrq7GD3/4QwwbNkzmQli+fLns\nOlSzUAyw5espxjIFCUajMW4N4PV62Tpp2rRpilyvyspKlJWVscKlPPg9ugg+n49NGKS5RVcHEF85\nhX4okVAGMe+kVYusANRLTtPf4l7EJHx0jsFgYDNjImE2FCkOhGPu6urqsGPHDvaZx+PB7373Ozbj\nS5KEdevWsXtQ2We9Xg+dTiczEUXtQwwdtZOv5ku/RW0eCQaDQaHpI7FbdrudmYSUkSxJEvO1Ud34\n9evXo6SkBC0tLbK2i9dtaWlhESvEgNJ7VjNN6ZlilbLLBBLRlpqu0sSHxQDhxorsHb1EUYPx8XU8\nCwaop4uo1YePBT595IILLoBer2dkQyAQQGNjo6wUNBAeqFu2bIFOp4PD4VBNQQG6fUmESy+9FED3\nAKO+4Z8xFvtJ4AUrEvg1F/UfaS6z2cwqQdFkcODAAVgsFmzdulWRMMlfj9oKdAsW+dL490LHiOXu\nRDeLeO1vOuISLMoSpkFkNBqZ1hGFQ6wzaDQaFbMymRx0Dd7uF+thJDIj6nQ6XHTRRSgtLcX69etx\n7NgxVFVVybKQCeXl5Xj77bejzmjTp0/HkiVL8Mc//hFAOKqDAnVpYFGf0HWMRiMzJemYaE5zcSfI\nSAwi3076+8wzz2QTHDGk/E6TZOparVbWpmh5XVRmQS2Nh94RTZg0AfJrxEyZh+IzaFGg4xIs0lQ0\nK/LrGTFYlsBT86JwUMeoCSe/4BavEwl0ztChQ3Haaaextm3ZskWVGRwzZgxmzZqF119/XbGLIxB+\nUTfeeCOuu+46BAIB/OpXv8KCBQsQDAbZtWlA0YAjAdPr9Qp/UCTNFW2Lo3gCn2lfZEmSmEamd0UB\nu1VVVbDZbCx6Rq1mCL07EiyezKB3IxYEiiZY2QiJyrZDWERC0e28pqG/1aoyAXI6XqxjQRA3/ebv\nJVL88cxKp5xyimyQjBs3TrHBgclkwksvvYTc3Fx0dHRg2bJlsi1OJUnCDTfcgL/97W+yQiyLFi1i\nO6AASoHnna50LXE9Ij5jIlBL9ecHO1HxZCZS6YIvvvgi6r3tdjtzRotb2QaDQYXZLjK7fD+oBRKI\nyJR2ybagJVViWqfTsYbT7Cam2dOxer0+ponACxa9XLH2RbRZkO7Fz7Tnn38+ysvL2VoLCM+oN954\no2xDhfXr1+PEiROor6+HJEk4evQo5s2bB4PBoFh38XXhxQmA7i1JEnse0eHaE1PJYrEozqc2DB8+\nnN2fnMhGoxE6nQ5VVVWoq6tjJqI4sPnUFQJpX6/Xy5YBonXBxyUSIoW3ie3NBLJtHvaomAwAhYDx\nO80TREJDBE+E8PF6ar/jxSWXXILi4mJ8/vnnrNJSbW2tLFoDCLNpRKnX1tZi1KhRijJvBKoRD0BR\n4JPAV6USHeE04BJ5lmhhT/Sb7z+qoUEFT41GI6qqqrBt2za4XK6oqSviGtjr9TLzkAQq0toaUK6/\nsmkaZhs9FiyCKGBqMX+RBIuPzBB9XGoaK1Z6fDAYxAUXXMC06P79+yOSGFOmTMHf//531NbWQqeL\nvBNkRUWF7HwyucRBYzQaZXF+gDK4NRmKmneeR5r5fT4fq1tItQf5dv3nP/+Bx+OJWJxGjRQQ3ycJ\nFpmI/HsW6/ZH0lzfBPRoc2+1AS5mAANKf1U0iAIp+oRMJlPE61B7CgsLZULgdrtRUVGhGDglJSW4\n++670dHRgX/84x+yPC3+eW655RbU19dj1qxZbJ1FA1jcisdisSgmGRpoaiZhpElC/DyesgAdHR0s\n54rIjGAwiMGDB0On06GmpgZ+vx9bt25V3IcnMQg6nY69O/pN74eejX/PInMorrm07vNKJRISLHFg\n+nw+VZMAkHe4uOCNNECCwSDTMnyOFtD9suIp0sITKWVlZbjoootYyA9Br9dj6dKlzDR855138NVX\nX8mOsVqtWLZsGa655hoAYVPxyiuvxNdff80EV0yX5/uIYvFEMoNn0hJ1J/CIxCgC3Wut4uJi1lav\n1wuj0YitW7eisLAQLS0t7Hi+nJwaxU/vkISH+liNQSQhjJZClO01ULrRI1MwWro9vRR+ZxKRShfh\n8/nYC6MXKYbUJBIGBABz587FgAED8OKLL7JA1c7OTpx11lksFQQIZw5//vnnbJHvcrlwwQUX4Prr\nr5dFYpw4cQLLli1jz71nz56I7SGTkF+zAGDmGP9ciSASJc+vvYjZo6pNQLcj/cSJE8jLy8PWrVth\ntVrhdrtliahqZiIJFE9KAXLBEtfXomno9/sVfsq+ioSi20Xw4Ur8ZzwMBoOCDIg0EPmSXvSbZnR+\n4Z7ISznvvPNQWloKp9OJTz/9FC6XC52dnYo67iaTCfv378eBAwfg9/vR2trKYunEIFW+/ZIkycKn\nCB6Phwkkv8EDPaeYqpHKpELekqBgXUmSmE+PnMU7duxAYWEh2trakJ+fz+Im1apyRQq14tfHYp1I\ntSWAuEd1KoiNaNpP0yFNkVJE4gnJ4XOs+Pp3auA1llj3j8yoUCiUkGDRjG02m3HixAk0NzcrtloF\ngP/6r/+CTqfDxx9/jMOHD6tGtANhAbz55pvZ/waDQbaRAbW3ra2N+bYoZIg3kcSo+EhUejLo6upi\n/ccTKZQYSoJOSZu1tbUwm80RtWcgEFBYJmrvkI7hI3RERArq7Smy7bcSkZDGElNEDAZDTCKBF6xY\nay219AbRJwR0p2zEstMDgQCrF6HX61FaWqpaU3DMmDF48sknAQArV66UbXInwmw2y6I1yOxS2/CN\nXjZR1jRp+Hw+WSEZQJmRHc8aJJK1wPcjYcKECWzgU59QvRJx32bRxHS5XEwb0TuMZsLSc5KA8Wak\nmNFA19FqGYBkkdQaiwTCYDCwjon0ktUEixDP+kKsz6DT6ZhgiYIptsHhcLBBrdPp8J3vfAfLly+X\nlUtzuVx47733WGnmnTt34t///reiHSaTCX/4wx/Q1dWFyy+/HO+99x6AsNlz9tln4+DBgzh8+HDU\nWDwiM4LBIBts4sI+Un+qIdIszcdnEsSN/OiZALCs60hhT3wmMv9e+d9q7aJ3R4JG9e8BZchapOic\nZJFtDRaXYKntzkifx3Lg8oNInAmjdSZ9xm9yR6C1gFgiOVpBkYkTJ2Lq1Kk4dOgQXnjhBQDhGdtq\ntTLqnJ6jsrISe/bskV1n2bJluO222yBJEtxuN2655RZs27YNl112GfLy8mA2m7FixQrF+oTPECaT\n0Gg0sj6N5PNJZAZXCxWLZKIbjUaWakLrTNLAfMhWLIjMn9o7pImUhJKPShE1V6p9XtlmHRMSLPE3\nj0jmXbSFb7S8JXFxzFdfIo0Va2saXvCnT5+OnJwc6HQ6Vl/Q7/crqjGVlZWx6Hi6V3l5Oa699lrZ\nsZ2dnfjjH/8oqz24ceNGxQttaWlh5/FrEHHmj2QaxbO4VyOMxKh53iyl9vBBvEB4ZxWfzxfVkhCj\nPejYaJWO6d0Fg0HZPtb0GX+daMHbvQlJCZZaCgMhlq8KUFK3FPJDlYbUisqQGQV0v4RIpgvfbno5\nVLjSarXC6/WqZtUCwK233gq9Xo+9e/fC6XSiublZtlMkD7vdLtOoBw8eZDvX81EgognM31dMlBQF\njB9osWZhCtRVS6DkC8wQW0lFZYhkMRgMqKysRGVlpWxQq91XDD0zGAwRty2i3waDQRHJIQbz8mRG\nJLM429ooHiTlIOYHfaT0hmgPLy6syaSjxDw1wRLDhIDu3KNIu2bw7gC+vvvEiRNRVVWlmBGnTJmC\nhQsXAgj7pw4ePKhgB/nnvOmmm2TfUfm2VatWsc/UyAy+Dj0NNHHmVtPm8WQki4Kl1m4CaSyi4fV6\nPbq6uqDX67F161ZGNvDMLB9sDMg3D4xn9xIyBcXqUaLPC0guJ08rSFkQbiKLRZH5ow7MyclBR0eH\nqhOYF0YyJ0hjibXbCXwBUP78OXPmoLq6mjGBQFj7PPfcc+zae/bswdGjR6PGDtKuHQSKH/z888/Z\nZ9H6JRgMsglDXLOoaaxYjCGZvmpZ2wRec5HDmGrcBwIBFBUVwWAw4Pjx48jPz8e+ffuYgLW3tzMN\nrZZRQAIQKU2Grxsp+rzETGW1PohUvkCLGiypTRF4xErMi3aOaA4AsddNoVBIUdCFFt/ivXhHKZ9c\nOXv2bIRCITz33HMIBoPo7OxkJcUIbrcbW7duVcQPms1mLFq0CEOHDsUjjzyCe++9l3130UUXAQBW\nr16NgoICtLe3y8xdce+ulpYWZqJSX4gsGT/BxMoSIIFSc9wTeD8bCRa1wWg0supWLpcLJpMJO3bs\nQGlpKVpaWmS+LrX3TZNDtB1ZxNw+kcbn251IMG+kCUzTsYLRUjh60nCRLQQQkUonuN1uNhAI5EPi\nKXlAzkgSJk6ciPLycpSVlaGurg779u1DR0eHrEYhEE4LGThwIN599132WXt7O95//33cc8897LNn\nn30WS5YsQX5+Pm699VYAYfq6oaEBhw4dYukeVLCGRyAQYIJP34mhTrwQiXUnRBMpnkBdHqKfbezY\nsQr/Ie100tTUBJvNpqiixa+p6RlIEOIpZUeTjVohGzH8iSdKtI6kQpr4/+PJ8I30Hc3SfCAvdSK9\nQDX/mLiXMUWYU1BpJJMB6Pbh6HQ6GI1GtLS0qG4QPn/+fOTm5mL16tXs2sFgEBdeeKGiXa+//jrG\njx8vE87du3dj8+bNKC4uRmtrK9uIQXwWgsgcilWv+M8ixdvFI1jR3hM/YZH2JjP766+/Vt3Ygp6h\ntbWVnUOfkVtEPFbtM9HnxUMUrFT4+tKNpNJG+AeKlEIfzTfFbv7/TQe1ziQhiZaYRwJBa614ttjh\n2cVvf/vbKCgowGeffSY7Jj8/Hw8//DCAMIV+7Ngx6HQ6GYHCt9lqtbJdGAkOhwObN2+GTqeD3+9X\nTVTkQZOLWPVJkiSFQIkRMGoVsSIh2uAmgicYDDIho3d06NAhAJG1EB/nSeadmEGtNm4IYjoKoGSP\nRTNZy5orKVNQrYOiCVg0YQPkGos6mGb3SDXNJUlirBZ1cHV1tWol2kiYP38+cnJycPfdd8vs+Lvu\nuotpNrvdjo8//ljBSlI78vLycP/996vmetEukjQoI82eatv4RMvAFgWM76NoEeqxQOfk5+ezVBPS\npLSOpSgNgto7Fc1aUXNFQ7T9qMVoDZ5B1FqWclKsYDTBEn/zLziSgPEdKCYHilqIzrXb7Uxj8WuX\nw4cPo7W1NWZHh0IhzJ8/HzabDYcPH8bKlSsBhNNHKCKccODAAWzevFlxjeLiYpx77rnYvn277PP8\n/HzMmjULbrcbW7Zswb59+wB0C4I46B0OB0v1F2uH8OeJvimxliO/swshGRN96NChrI3kbqB7Hzx4\nUPVcNUGm98pnUMcy39Si5cUAYFFz8X8n87zpQEJVmhJBNI0V7aWQKUSdqbYjCCCPhKfZ1WQyoba2\nFn6/X1GdScTAgQMxceJEdr/a2lrU1taqOoPz8vLwzDPPyD4bO3YsVq9ejZEjR+JXv/oVFi9ezL67\n/vrrUVxcDJ1Oh8OHD7MocvqtBrGPeZNVpKLF/uPLesdKQ+EzEyJNPrxDmxJBSfBpojt58qSsbXwI\nF2lbMdGTnOdqz6DWTpHYEKM1AoFA3HUoM73WSlnNi0QQrVPFojS0eBYpXP4atKUoEGYNTSYT9u3b\nh7y8vIhbuQ4bNkzW2bm5ucjJyVFkRNtsNlx44YX417/+haq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"text": [ - "" + "" ] } ], - "prompt_number": 71 + "prompt_number": 32 }, { "cell_type": "code", "collapsed": false, "input": [ - "icount = 1699\n", + "icount = 1999\n", "fig, ax = plt.subplots(1,1, figsize = (8, 5))\n", - "# extent = [mesh.vectorCCx.min(), mesh.vectorCCx.max(), mesh.vectorCCy.min()-mesh.vectorCCy.max(), mesh.vectorCCy.max()-mesh.vectorCCy.max()]\n", + "extent = [mesh.vectorCCx.min(), mesh.vectorCCx.max(), mesh.vectorCCy.min()-mesh.vectorCCy.max(), mesh.vectorCCy.max()-mesh.vectorCCy.max()]\n", "ax.imshow(np.flipud(U[0][:,icount].reshape((mesh.nCx, mesh.nCy), order = 'F').T), cmap = 'binary', extent=extent) \n", "ax.imshow(np.flipud(v.reshape((mesh.nCx, mesh.nCy), order = 'F').T), cmap = 'jet', extent=extent, alpha = 0.2) " ], @@ -247,21 +264,21 @@ { "metadata": {}, "output_type": "pyout", - "prompt_number": 72, + "prompt_number": 14, "text": [ - "" + "" ] }, { "metadata": {}, "output_type": "display_data", - "png": 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MWZ1qUi6E/3PRRHlZ1Utik9Fijsprs1Y3J6Wv2AEW3ZbSklCN2sqaz9lqkP2gfd/Ub+x2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\nSGXJt6ys3EO5akko0XkOam+vJ9WRhxl7bXJhBCH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blFslcJJH/XPWyqiLLXK0nZfySX0X9VLUl04igD5F4Kpf/guLLHrEKwnYLYNb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\nCPlNAP/Y8vdvZec/B+DDAP4HAP91yX323vPHjmx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"text": [ - "" + "" ] } ], - "prompt_number": 72 + "prompt_number": 14 }, { "cell_type": "code", @@ -276,11 +293,11 @@ "output_type": "stream", "stream": "stdout", "text": [ - "(99L, 1700L)\n" + "(180L, 2000L)\n" ] } ], - "prompt_number": 73 + "prompt_number": 15 }, { "cell_type": "code", @@ -295,13 +312,13 @@ "ax.set_xlim(extent[:2])\n", "ax.set_ylim(extent[2:])\n", "\n", - "nskip = 79\n", + "nskip = 80\n", "def animate(i_id):\n", " icount = i_id*nskip\n", " frame = ax.imshow(np.flipud(U[0][:,icount].reshape((mesh.nCx, mesh.nCy), order = 'F').T), cmap = 'binary', extent=extent) \n", " ax.imshow(np.flipud(v.reshape((mesh.nCx, mesh.nCy), order = 'F').T), cmap = 'jet', extent=extent, alpha = 0.2) \n", " return frame\n", - "animation.FuncAnimation(fig, animate, frames=20, interval=40, blit=True)" + "animation.FuncAnimation(fig, animate, frames=25, interval=40, blit=True)" ], "language": "python", "metadata": {}, @@ -446,12 +463,12 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " \n", "
\n", - " \n", - " \n", + " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", " Once \n", " Loop \n", " Reflect \n", @@ -522,793 +539,724 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imgOBTCNLWTLZJFADBC\";\n", - " var slider_id = \"_anim_sliderOBTCNLWTLZJFADBC\";\n", - " var loop_select_id = \"_anim_loop_selectOBTCNLWTLZJFADBC\";\n", + " var img_id = \"_anim_imgCMXFXQBEUHOFBSOQ\";\n", + " var slider_id = \"_anim_sliderCMXFXQBEUHOFBSOQ\";\n", + " var loop_select_id = \"_anim_loop_selectCMXFXQBEUHOFBSOQ\";\n", " var frames = new Array(0);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAJACAYAAABlmtk2AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\\\n", - "AAALEgAACxIB0t1+/AAAIABJREFUeJzt3XuQVPWZ+OG3BwbQJF5AQZxRRmEAURhRUIxamoSLLt5w\\\n", - 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40, loop_select_id);\n", + " animCMXFXQBEUHOFBSOQ = new Animation(frames, img_id, slider_id, 40, loop_select_id);\n", " }, 0);\n", " })()\n", "\n" ], "metadata": {}, "output_type": "pyout", - "prompt_number": 74, + "prompt_number": 16, "text": [ - "" + "" ] } ], - "prompt_number": 74 + "prompt_number": 16 }, { "cell_type": "code", "collapsed": false, "input": [ - "def traveltime(x, h, v):\n", - " d = np.sqrt((0.5*x)**2+h**2)\n", - " t = 2*(d/v)\n", - " return t" + "time_coarse = time[::20]" ], "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 98 - }, - { - "cell_type": "code", - "collapsed": false, - "input": [ - "print traveltime(2.5, 20., 800.)" - ], - "language": "python", - "metadata": {}, - "outputs": [ - { - "output_type": "stream", - "stream": "stdout", - "text": [ - "0.0500975610684\n" - ] - } - ], - "prompt_number": 99 - }, - { - "cell_type": "code", - "collapsed": false, - "input": [ - "def intercTime(x, h, v1, v2):\n", - " out = 2*h*np.sqrt(v2**2-v1**2)/(v1*v2)" - ], - "language": "python", - "metadata": {}, - "outputs": [], - "prompt_number": 80 - }, - { - "cell_type": "code", - "collapsed": false, - "input": [ - "print intercTime(0., 20., 800.)" - ], - "language": "python", - "metadata": {}, - "outputs": [] - }, - { - "cell_type": "code", - "collapsed": false, - "input": [ - "print (2*20)/800." - ], - "language": "python", - "metadata": {}, - "outputs": [ - { - "output_type": "stream", - "stream": "stdout", - "text": [ - "0.05\n" - ] - } - ], - "prompt_number": 92 - }, - { - "cell_type": "code", - "collapsed": false, - "input": [ - "extent = [0,2, 0, 2]\n", - "fig, ax = plt.subplots(1,1, figsize = (8, 5))\n", - "ax.imshow(data[0].T, cmap = 'RdBu', extent=extent) " - ], - "language": "python", - "metadata": {}, - "outputs": [ - { - "metadata": {}, - "output_type": "pyout", - "prompt_number": 83, - "text": [ - "" - ] - }, - { - "metadata": {}, - "output_type": "display_data", - "png": 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/7Li/bFESKY0wiaq3vE/V5Bgh5OJHJvOlQj3Fa/4ucBv41mOe/6vACfAH/cd//Uyu7DEM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- "text": [ - "" - ] - } - ], - "prompt_number": 103 - }, - { - "cell_type": "code", - "collapsed": false, - "input": [ - "time_coarse = time[::20]+tlag" - ], - "language": "python", - "metadata": {}, - "outputs": [], - "prompt_number": 134 + "prompt_number": 17 }, { "cell_type": "code", @@ -8532,11 +9744,11 @@ "output_type": "stream", "stream": "stdout", "text": [ - "85\n" + "100\n" ] } ], - "prompt_number": 135 + "prompt_number": 18 }, { "cell_type": "code", @@ -8547,7 +9759,7 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 114 + "prompt_number": 19 }, { "cell_type": "code", @@ -8563,19 +9775,19 @@ "stream": "stdout", "text": [ " ---- 3-D TensorMesh ---- \n", - " x0: -125.00\n", - " y0: -50.00\n", + " x0: -50.00\n", + " y0: -25.00\n", " z0: 0.00\n", " nCx: 500\n", - " nCy: 200\n", - " nCz: 85\n", - " hx: 500*0.50\n", - " hy: 200*0.50\n", - " hz: 85*0.00\n" + " nCy: 250\n", + " nCz: 100\n", + " hx: 500*0.20\n", + " hy: 250*0.20\n", + " hz: 100*0.00\n" ] } ], - "prompt_number": 116 + "prompt_number": 20 }, { "cell_type": "code", @@ -8590,11 +9802,11 @@ "output_type": "stream", "stream": "stdout", "text": [ - "(100000L, 1700L)\n" + "(125000L, 2000L)\n" ] } ], - "prompt_number": 117 + "prompt_number": 21 }, { "cell_type": "code", @@ -8605,7 +9817,7 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 120 + "prompt_number": 22 }, { "cell_type": "code", @@ -8620,11 +9832,11 @@ "output_type": "stream", "stream": "stdout", "text": [ - "(100000L, 85L)\n" + "(125000L, 100L)\n" ] } ], - "prompt_number": 121 + "prompt_number": 23 }, { "cell_type": "code", @@ -8635,7 +9847,7 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 126 + "prompt_number": 24 }, { "cell_type": "code", @@ -8649,7 +9861,7 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 132 + "prompt_number": 25 }, { "cell_type": "code", @@ -8660,7 +9872,7 @@ "language": "python", "metadata": {}, "outputs": [], - "prompt_number": 136 + "prompt_number": 26 }, { "cell_type": "code", @@ -8674,29 +9886,21 @@ { "metadata": {}, "output_type": "pyout", - "prompt_number": 128, + "prompt_number": 27, "text": [ - "(,)" + "(,)" ] }, { "metadata": {}, "output_type": "display_data", - "png": 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"text": [ - "" + "" ] } ], - "prompt_number": 128 - }, - { - "cell_type": "code", - "collapsed": false, - "input": [], - "language": "python", - "metadata": {}, - "outputs": [] + "prompt_number": 27 } ], "metadata": {} diff --git a/simpegseis/SeisAcousticTime.py b/simpegseis/SeisAcousticTime.py index 5637a79..e523e5e 100644 --- a/simpegseis/SeisAcousticTime.py +++ b/simpegseis/SeisAcousticTime.py @@ -179,7 +179,8 @@ class AcousticProblemSponge(Problem.BaseProblem): Grad = self.mesh.cellGrad Div = self.mesh.faceDiv - AvF2CC = self.mesh.aveF2CC + # Be careful about averaging operator + AvF2CC = self.mesh.dim*self.mesh.aveF2CC rho = 0.27*np.ones(self.mesh.nC) mu = rho*v**2 DSig = sdiag(self.sig) @@ -342,7 +343,8 @@ class AcousticProblemPML(Problem.BaseProblem): self.mesh.setCellGradBC([['dirichlet', 'neumann'], ['dirichlet', 'neumann']]) Grad = self.mesh.cellGrad - AvF2CC = self.mesh.aveF2CC + # Be careful about averaging operator + AvF2CC = self.mesh.dim*self.mesh.aveF2CC AvF2CCv = self.mesh.aveF2CCV rho = 0.27*np.ones(self.mesh.nC) mu = rho*v**2 diff --git a/simpegseis/UtilsSeis.py b/simpegseis/UtilsSeis.py new file mode 100644 index 0000000..43b71e2 --- /dev/null +++ b/simpegseis/UtilsSeis.py @@ -0,0 +1,32 @@ +import numpy as np +import matplotlib.pyplot as plt + +def clipsign (value, clip): + clipthese = abs(value) > clip + return value * ~clipthese + np.sign(value)*clip*clipthese + +def wiggle (traces,skipt=1,scale=1.,lwidth=.1,offsets=None,redvel=0.,tshift=0.,sampr=1.,clip=10.,color='black',fill=True,line=True): + + ns = traces.shape[1] + ntr = traces.shape[0] + t = np.arange(ns)*sampr + timereduce = lambda offsets, redvel, shift: [float(offset) / redvel + shift for offset in offsets] + + if (offsets is not None): + shifts = timereduce(offsets, redvel, tshift) + else: + shifts = np.zeros((ntr,)) + + for i in range(0, ntr, skipt): + trace = traces[i].copy() + trace[0] = 0 + trace[-1] = 0 + + if (line): + plt.plot(i + clipsign(trace / scale, clip), t - shifts[i], color=color, linewidth=lwidth) + if (fill): + for j in range(ns): + if (trace[j] < 0): + trace[j] = 0 + plt.fill(i + clipsign(trace / scale, clip), t - shifts[i], color=color, linewidth=0) + plt.grid(True) diff --git a/simpegseis/__init__.py b/simpegseis/__init__.py index ad29a07..bcf4ce3 100644 --- a/simpegseis/__init__.py +++ b/simpegseis/__init__.py @@ -1,2 +1,3 @@ from SeisAcousticTime import * +from UtilsSeis import *