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author | hardythe1 | 2015-04-07 15:58:05 +0530 |
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committer | hardythe1 | 2015-04-07 15:58:05 +0530 |
commit | 92cca121f959c6616e3da431c1e2d23c4fa5e886 (patch) | |
tree | 205e68d0ce598ac5caca7de839a2934d746cce86 /Fluid_Mechanics/Chapter_4.ipynb | |
parent | b14c13fcc6bb6d01c468805d612acb353ec168ac (diff) | |
download | Python-Textbook-Companions-92cca121f959c6616e3da431c1e2d23c4fa5e886.tar.gz Python-Textbook-Companions-92cca121f959c6616e3da431c1e2d23c4fa5e886.tar.bz2 Python-Textbook-Companions-92cca121f959c6616e3da431c1e2d23c4fa5e886.zip |
added books
Diffstat (limited to 'Fluid_Mechanics/Chapter_4.ipynb')
-rwxr-xr-x | Fluid_Mechanics/Chapter_4.ipynb | 25 |
1 files changed, 5 insertions, 20 deletions
diff --git a/Fluid_Mechanics/Chapter_4.ipynb b/Fluid_Mechanics/Chapter_4.ipynb index b2b61c13..9429e481 100755 --- a/Fluid_Mechanics/Chapter_4.ipynb +++ b/Fluid_Mechanics/Chapter_4.ipynb @@ -1,7 +1,7 @@ { "metadata": { "name": "", - "signature": "sha256:27e5ceeda6b81a3ecd6f6bb5786adb4aab2ca8fa416667ba9a518e71b4bbf42b" + "signature": "sha256:029b6e47f117cbc4316b9317b5e197658ff26f93dc8874c76dd6b6c464f4fec0" }, "nbformat": 3, "nbformat_minor": 0, @@ -31,7 +31,7 @@ "import math\n", "from pylab import *\n", "import numpy as np\n", - "%pylab inline\n", + "%matplotlib inline\n", "\n", " #Initializing the variables\n", "x = [0, 23, 28, 31, 32, 29, 22, 14, 0]\n", @@ -53,26 +53,11 @@ "metadata": {}, "outputs": [ { - "output_type": "stream", - "stream": "stdout", - "text": [ - "Populating the interactive namespace from numpy and matplotlib\n" - ] - }, - { - "output_type": "stream", - "stream": "stderr", - "text": [ - "WARNING: pylab import has clobbered these variables: ['linalg', 'draw_if_interactive', 'random', 'power', 'info', 'fft']\n", - "`%pylab --no-import-all` prevents importing * from pylab and numpy\n" - ] - }, - { "metadata": {}, "output_type": "display_data", - "png": 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Gl21NYPHixQwePJjp06db+pge/vftt9+2bzCpCQhR5D08tXXt2tptplJIfjyb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\n3eIhN25od9E8fHJ/7rkH2+7uMupVCGF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knMCmTZumjBw5cvfUqVM3AsCDBw+s6IweQhqPNm2AdevYU0oHDWJPNW3bFli7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\nys7OFpaUlGhZWVll5ubmGjEMg9WrV8+MjIwMZhg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"text": [ - "<matplotlib.figure.Figure at 0x3032e50>" + "<matplotlib.figure.Figure at 0x31fdd50>" ] }, { @@ -83,7 +68,7 @@ ] } ], - "prompt_number": 2 + "prompt_number": 1 }, { "cell_type": "heading", |