From f27f23597ccf34873a9ebbea4c40c68805a5e58a Mon Sep 17 00:00:00 2001 From: Julien Date: Thu, 8 Feb 2024 17:15:03 +0100 Subject: [PATCH] update upper limit of tabulated data in ICSSecondariesEnergyDistribution --- .../example_notebooks/secondaries/photons.ipynb | 16 +++++++--------- src/module/EMInverseComptonScattering.cpp | 2 +- 2 files changed, 8 insertions(+), 10 deletions(-) diff --git a/doc/pages/example_notebooks/secondaries/photons.ipynb b/doc/pages/example_notebooks/secondaries/photons.ipynb index 529d4b85a..f9ae2188b 100644 --- a/doc/pages/example_notebooks/secondaries/photons.ipynb +++ b/doc/pages/example_notebooks/secondaries/photons.ipynb @@ -9,7 +9,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 1, "metadata": { "jupyter": { "outputs_hidden": true @@ -21,9 +21,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "crpropa::ModuleList: Number of Threads: 8\n", + "crpropa::ModuleList: Number of Threads: 16\n", "Run ModuleList\n", - " Started Thu Feb 2 13:43:57 2023 : [\u001b[1;32m Finished \u001b[0m] 100% Needed: 00:00:56 - Finished at Thu Feb 2 13:44:53 2023\n", + " Started Thu Feb 8 17:13:57 2024 : [\u001b[1;32m Finished \u001b[0m] 100% Needed: 00:00:05 - Finished at Thu Feb 8 17:14:02 2024\n", "\r" ] } @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "metadata": { "jupyter": { "outputs_hidden": false @@ -85,14 +85,12 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], diff --git a/src/module/EMInverseComptonScattering.cpp b/src/module/EMInverseComptonScattering.cpp index a768707dd..55c7637b5 100644 --- a/src/module/EMInverseComptonScattering.cpp +++ b/src/module/EMInverseComptonScattering.cpp @@ -124,7 +124,7 @@ class ICSSecondariesEnergyDistribution { Ns = 1000; Nrer = 1000; s_min = mec2 * mec2; - s_max = 1e23 * eV * eV; + s_max = 2e23 * eV * eV; dls = (log(s_max) - log(s_min)) / Ns; data = std::vector< std::vector >(1000, std::vector(1000)); std::vector data_i(1000);