diff --git a/examples/jupyter/mg-mode-part-i.ipynb b/examples/jupyter/mg-mode-part-i.ipynb index b8fd33d49e..5addb34ead 100644 --- a/examples/jupyter/mg-mode-part-i.ipynb +++ b/examples/jupyter/mg-mode-part-i.ipynb @@ -404,7 +404,8 @@ "outputs": [ { "data": { - "image/png": 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tEJHlIrJbRHa/8OsXYj8HISQxzicHVb3QU9dXAHwTwOcweFI4vXJuLoCna/Rv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\n", 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"text/plain": [ "" ] @@ -657,7 +658,8 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "" ] @@ -678,7 +680,7 @@ "fission_rates.shape = mesh.dimension\n", "\n", "# Normalize to the average pin power\n", - "fission_rates /= np.mean(fission_rates)\n", + "fission_rates /= np.mean(fission_rates[fission_rates > 0.])\n", "\n", "# Force zeros to be NaNs so their values are not included when matplotlib calculates\n", "# the color scale\n", diff --git a/examples/jupyter/mg-mode-part-ii.ipynb b/examples/jupyter/mg-mode-part-ii.ipynb index 7d3cf305cd..d9a30cd9db 100644 --- a/examples/jupyter/mg-mode-part-ii.ipynb +++ b/examples/jupyter/mg-mode-part-ii.ipynb @@ -296,7 +296,8 @@ "outputs": [ { "data": { - "image/png": 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ar1I2kvhnpIm8QvUCfMuv47Gs2J1uI/GzJ+nxA2l+aojfx6h/woS0AKliOolN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\n", 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"text/plain": [ "" ] @@ -925,7 +926,9 @@ "outputs": [ { "data": { - "image/png": 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nL7deVymkujaSEkdoXhJHg+64nq/qgb2fTBO8VFX9CWcMx/mqeh4wEvhLfMOK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\npZNlqvpX4LD4hhUdaxw3xpj485I4Kt1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ShwU/7OSh923tCJPa7OZuouVpPQgROVdE/uo+kjoGAhI3WZ8Xgw5rxfWndOGV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\nWCvG/fIk/vLBEiYudNYfuWb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WbdjGbj06JSjStpHoK44KM7sWOA94PHzeIi37ubn7NHefWFpamupQRCTNFeXn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\nuChxiIhIXJQ4REQkLkocIiISl/8PMcPiun1YM38AAAAASUVORK5CYII=\n", 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KcmG8fd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\nuChxiIhIXJQ4REQkLkocIiISl/8PMcPiun1YM38AAAAASUVORK5CYII=\n", "text/plain": [ "" ] @@ -1187,7 +1193,7 @@ "mg_fission_rates.shape = (17,17)\n", "\n", "# Normalize to the average pin power\n", - "mg_fission_rates /= np.mean(mg_fission_rates)" + "mg_fission_rates /= np.mean(mg_fission_rates[mg_fission_rates > 0.])" ] }, { @@ -1213,7 +1219,7 @@ "ce_fission_rates.shape = (17,17)\n", "\n", "# Normalize to the average pin power\n", - "ce_fission_rates /= np.mean(ce_fission_rates)" + "ce_fission_rates /= np.mean(ce_fission_rates[ce_fission_rates > 0.])" ] }, { @@ -1242,7 +1248,8 @@ }, { "data": { - "image/png": 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"text/plain": [ "" ] diff --git a/examples/jupyter/mg-mode-part-iii.ipynb b/examples/jupyter/mg-mode-part-iii.ipynb index 6150bb92c9..3c71488e61 100644 --- a/examples/jupyter/mg-mode-part-iii.ipynb +++ b/examples/jupyter/mg-mode-part-iii.ipynb @@ -1389,7 +1389,8 @@ "outputs": [ { "data": { - "image/png": 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"text/plain": [ "" ] @@ -1413,7 +1414,7 @@ " fiss_rates[-1].shape = mesh.dimension\n", " \n", " # Normalize the fission rates\n", - " fiss_rates[-1] /= np.mean(fiss_rates[-1])\n", + " fiss_rates[-1] /= np.mean(fiss_rates[-1][fiss_rates[-1] > 0.])\n", " \n", " # Set 0s to NaNs so they show as white\n", " fiss_rates[-1][fiss_rates[-1] == 0.] = np.nan\n", @@ -1457,7 +1458,9 @@ }, { "data": { - "image/png": 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qZfdg+5XAjj3vdwBW9bx/AXBqVf1hbEZP6cltST4GvHGQA/lESkmSJK01j2q6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\nOzj+ZcCyqup0nNgkHwe+VVUfSbIhsEl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"text/plain": [ "" ] diff --git a/examples/jupyter/mgxs-part-iii.ipynb b/examples/jupyter/mgxs-part-iii.ipynb index 5d16879c93..c73214dda1 100644 --- a/examples/jupyter/mgxs-part-iii.ipynb +++ b/examples/jupyter/mgxs-part-iii.ipynb @@ -1575,7 +1575,7 @@ "openmc_fission_rates.shape = (17,17)\n", "\n", "# Normalize to the average pin power\n", - "openmc_fission_rates /= np.mean(openmc_fission_rates)" + "openmc_fission_rates /= np.mean(openmc_fission_rates[openmc_fission_rates > 0.])" ] }, { @@ -1607,7 +1607,7 @@ "openmoc_fission_rates = np.fliplr(openmoc_fission_rates)\n", "\n", "# Normalize to the average pin fission rate\n", - "openmoc_fission_rates /= np.mean(openmoc_fission_rates)" + "openmoc_fission_rates /= np.mean(openmoc_fission_rates[openmoc_fission_rates > 0.])" ] }, { @@ -1636,7 +1636,8 @@ }, { "data": { - "image/png": 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5hEmbiMghTNpERA5JyHXaWBZ8bePAnLnmcuZtHW7G1G9mXxuqRfbnVEF2LzMmjKtlihnT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\nPsZekN2fBTNWjzZ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