论文标题

二次空调颗粒的包含通量

Inclusive fluxes of secondary air-shower particles

论文作者

Sogarwal, Hariom, Shukla, Prashant

论文摘要

由于原代宇宙颗粒的相互作用,在大气中产生的粒子阵雨需要在搜索罕见相互作用的背景下进行详尽的了解。在这项工作中,我们使用HADRONIC模型的各种组合和Corsika包装的粒子传输代码进行了全面研究空气淋浴模拟。主要的质子和氦分布被视为功率定律,在大气顶部的气球实验中,将其缩放以匹配测得的通量。淋浴模拟包括生产,运输和次级衰减至地面。在这项研究中,我们专注于计算密集型的大部分光谱和颗粒,因此在计算机群集上对事件进行了平行处理。我们提供了一种将模拟结果归一化的方法,即与地面测量值,即单个和多个MUON产量及其电荷比与天顶角和动量的函数。这为本研究中使用的六个模型组合的比较提供了基础,并概述了差异。 Corsika中的大多数HADRONIC模型都可以很好地产生基于批量的地面测量。我们使用最佳模型组合之一来定量预测地面水平上各种粒子的绝对和相对产率,以及它们与原始彼此之间的相关性。放松比是能量和天顶角的函数获得的,这是中微子振荡物理学的重要输入。

The particle showers produced in the atmosphere due to the interactions of primary cosmic particles require a thorough understanding in the backdrop of searches for rare interactions. In this work, we made a comprehensive study of air shower simulations using various combinations of hadronic models and particle transport code of the CORSIKA package. The primary proton and helium distributions are taken as power law which are scaled to match the measured flux in balloon experiments at the top of atmosphere. The shower simulation includes production, transport, and decays of secondaries up to the ground level. In this study, we focus on the bulk of the spectra and particles which is computationally intensive and hence parallel processing of events is done on computer cluster. We provide a way to normalize the simulation results to be compared with the ground-based measurements namely, single and multiple muon yields and their charge ratios as a function of zenith angle and momentum. This provides a basis for comparisons among the six model combinations used in this study and the differences are outlined. Most of the hadronic models in CORSIKA produce the bulk ground based measurements fairly well. We use one of the best model combinations to quantitatively predict the absolute and relative yields of various particles at ground level as well as their correlations with primaries and with each other. The leptonic ratios are obtained as a function of energy and zenith angle which are important inputs for the neutrino oscillation physics.

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