From ff49e1de372a1dc2e7733cd83c0035004c8404ee Mon Sep 17 00:00:00 2001 From: Paul Romano Date: Tue, 11 Aug 2015 13:42:36 +0700 Subject: [PATCH] Re-run pandas-dataframe notebook after bug fix --- .../examples/pandas-dataframes.ipynb | 64 ++++++------------- 1 file changed, 20 insertions(+), 44 deletions(-) diff --git a/docs/source/pythonapi/examples/pandas-dataframes.ipynb b/docs/source/pythonapi/examples/pandas-dataframes.ipynb index 6d7dff9c1..24c5c00a0 100644 --- a/docs/source/pythonapi/examples/pandas-dataframes.ipynb +++ b/docs/source/pythonapi/examples/pandas-dataframes.ipynb @@ -563,7 +563,7 @@ " Copyright: 2011-2015 Massachusetts Institute of Technology\n", " License: http://mit-crpg.github.io/openmc/license.html\n", " Version: 0.6.2\n", - " Date/Time: 2015-08-10 06:49:48\n", + " Date/Time: 2015-08-11 13:40:43\n", " MPI Processes: 4\n", "\n", " ===========================================================================\n", @@ -630,20 +630,20 @@ "\n", " =======================> TIMING STATISTICS <=======================\n", "\n", - " Total time for initialization = 9.4100E-01 seconds\n", - " Reading cross sections = 2.9400E-01 seconds\n", - " Total time in simulation = 7.4740E+00 seconds\n", - " Time in transport only = 6.3910E+00 seconds\n", - " Time in inactive batches = 8.9600E-01 seconds\n", - " Time in active batches = 6.5780E+00 seconds\n", - " Time synchronizing fission bank = 9.9000E-01 seconds\n", - " Sampling source sites = 4.7000E-02 seconds\n", + " Total time for initialization = 9.7300E-01 seconds\n", + " Reading cross sections = 3.0300E-01 seconds\n", + " Total time in simulation = 5.9130E+00 seconds\n", + " Time in transport only = 5.4000E+00 seconds\n", + " Time in inactive batches = 7.7300E-01 seconds\n", + " Time in active batches = 5.1400E+00 seconds\n", + " Time synchronizing fission bank = 4.4600E-01 seconds\n", + " Sampling source sites = 0.0000E+00 seconds\n", " SEND/RECV source sites = 0.0000E+00 seconds\n", - " Time accumulating tallies = 6.0000E-03 seconds\n", + " Time accumulating tallies = 9.0000E-03 seconds\n", " Total time for finalization = 0.0000E+00 seconds\n", - " Total time elapsed = 8.4190E+00 seconds\n", - " Calculation Rate (inactive) = 13950.9 neutrons/second\n", - " Calculation Rate (active) = 5700.82 neutrons/second\n", + " Total time elapsed = 6.8870E+00 seconds\n", + " Calculation Rate (inactive) = 16170.8 neutrons/second\n", + " Calculation Rate (active) = 7295.72 neutrons/second\n", "\n", " ============================> RESULTS <============================\n", "\n", @@ -772,34 +772,10 @@ "text": [ "[[[ 0.14583021]]\n", "\n", - " [[ 0.07919847]]\n", - "\n", - " [[ 0.22707514]]\n", - "\n", - " [[ 0.07537836]]\n", - "\n", - " [[ 0.07919847]]\n", - "\n", " [[ 0.07846909]]\n", "\n", - " [[ 0.07537836]]\n", - "\n", - " [[ 0.07177901]]\n", - "\n", - " [[ 0.22707514]]\n", - "\n", - " [[ 0.07537836]]\n", - "\n", " [[ 0.33705448]]\n", "\n", - " [[ 0.177405 ]]\n", - "\n", - " [[ 0.07537836]]\n", - "\n", - " [[ 0.07177901]]\n", - "\n", - " [[ 0.177405 ]]\n", - "\n", " [[ 0.15150059]]]\n" ] } @@ -1110,7 +1086,7 @@ "data": { "image/png": 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FJ00za7/qq1HOBLojoicieoGbgLkNdc4CrgeIiAeBsZImNIuNiBUR8XhBe3OB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\nTkSuQmCC\n", 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i/Yqok0iKRFYUzGyemU0xs8lmNimqHJIiLT6DHzpHnUIqakMTmAFPT3k66iSS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\nn0kGUfeRSOAJYJC7f1Nm+tv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